<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-5491089849751007150</id><updated>2026-07-17T21:25:07.740-06:00</updated><category term="babies"/><category term="breeding"/><category term="keuring"/><category term="stallion"/><category term="IgG"/><category term="foaling"/><category term="linear score"/><category term="oils"/><category term="problems"/><category term="stallion reports"/><category term="FHANA"/><category term="IFSHA"/><category term="chilled semen"/><category term="colostrum"/><category term="feed"/><category term="ferrier"/><category term="fresh semen"/><category term="friesian"/><category term="friesian blog"/><category term="friesian chat"/><category term="friesian for sale"/><category term="friesian horse"/><category term="friesian horse owners"/><category term="friesian info"/><category term="friesian information"/><category term="frozen semen"/><category term="grooming"/><category term="health"/><category term="insemination"/><category term="joint ill"/><category term="long hair"/><category term="mane and tail"/><category term="mare about to give birth"/><category term="mare giving birth"/><category term="natural health"/><category term="offspring"/><category term="pilates"/><category term="premature foals"/><category term="premiums"/><category term="ride"/><category term="signs that a foal is coming"/><category term="sperm"/><category term="tack"/><category term="timing of foals"/><category term="trauma"/><category term="tyroid"/><category term="weaning"/><category term="white tack"/><title type='text'>Sable Ranch Friesian Horses</title><subtitle type='html'>It&#39;s all about Friesian Horses! Come share your love of the Friesians with us. We also post general horse information also.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://friesianhorses4u.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://friesianhorses4u.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>53</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5491089849751007150.post-7361570585584914890</id><published>2021-01-04T15:43:00.001-07:00</published><updated>2024-01-13T18:12:39.589-07:00</updated><title type='text'>New Dressage Colors for 2021 </title><content type='html'>Hello&lt;br /&gt;And welcome to 2021&lt;br /&gt;I know we have had some halting moments through 2020 especially with shows BUT there was one good thing that I found out about.&amp;nbsp;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;FEI (thus USDF/USEF) have lifted the color restriction on Dressage coats!!!&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;a href=&quot;https://inside.fei.org/sites/default/files/FEI_Dressage_Rules_2021_Mark_Up_Version_0.pdf&quot; target=&quot;_blank&quot;&gt;Marked 2021 Rules&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;As you can see the original rule limited you to a 0-32 dark scale in the color wheel. here is what that looked like&lt;/div&gt;&lt;div&gt;This was as dark as you were allowed. NOT ANYMORE!!!&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ81uFSGf2eyPcsWvys27rUUCYxRMU0AviQRcFWZ4DpTMviQXqwOZSwM6vrtUCvhhlHyIDDxrFDsdifTPUx63r-e6XCGkQEvKYT9tOzTCJOgrXiHeDXwgO_aF98pNuQVOy-b8jTAyGTPz7/&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;241&quot; data-original-width=&quot;691&quot; height=&quot;112&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ81uFSGf2eyPcsWvys27rUUCYxRMU0AviQRcFWZ4DpTMviQXqwOZSwM6vrtUCvhhlHyIDDxrFDsdifTPUx63r-e6XCGkQEvKYT9tOzTCJOgrXiHeDXwgO_aF98pNuQVOy-b8jTAyGTPz7/&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Now back in 2012 there was a stunning light grey with pink tips presentation that made the press go wild. Even in the article they had to point out that USEF/USDF by way of the FEI rules restricted you to the dark coats.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;a href=&quot;https://www.usdf.org/EduDocs/The-Rider/Dressed_to_Thrill.pdf?fbclid=IwAR1oyFmec9Hdxs2cnYSk3wIeMaULkFRZ1eFAPYYPpInMzTHR8MeGx0Ov9AY&quot; target=&quot;_blank&quot;&gt;ARTICLE&lt;/a&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAATO0ZXlPnInPdyBPTDclbkmlcjX3GDfhclCCwN5ASKDuv0JJlUBemn1f7k1KRLOPERPdHEaisOhlkhr5DcGu4vB2qwqjcAhHeZq_fqQuSDEmWodcs5tXJW2j60KBB-8fqnsFQSZwPxSM/&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;605&quot; data-original-width=&quot;857&quot; height=&quot;226&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAATO0ZXlPnInPdyBPTDclbkmlcjX3GDfhclCCwN5ASKDuv0JJlUBemn1f7k1KRLOPERPdHEaisOhlkhr5DcGu4vB2qwqjcAhHeZq_fqQuSDEmWodcs5tXJW2j60KBB-8fqnsFQSZwPxSM/&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Stunning and elegant and FINALLY USDF/USEF LEGAL!!!&lt;/div&gt;&lt;div&gt;Welcome to 2021, lets go color crazy&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://friesianhorses4u.blogspot.com/feeds/7361570585584914890/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://friesianhorses4u.blogspot.com/2021/01/new-dressage-colors-for-2021.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/7361570585584914890'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/7361570585584914890'/><link rel='alternate' type='text/html' href='http://friesianhorses4u.blogspot.com/2021/01/new-dressage-colors-for-2021.html' title='New Dressage Colors for 2021 '/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ81uFSGf2eyPcsWvys27rUUCYxRMU0AviQRcFWZ4DpTMviQXqwOZSwM6vrtUCvhhlHyIDDxrFDsdifTPUx63r-e6XCGkQEvKYT9tOzTCJOgrXiHeDXwgO_aF98pNuQVOy-b8jTAyGTPz7/s72-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5491089849751007150.post-1661522901093574714</id><published>2020-06-28T20:55:00.000-06:00</published><updated>2020-06-28T20:55:32.107-06:00</updated><title type='text'>Nosebands and your horse</title><content type='html'>So this was circulating around Facebook so it deserves some added information.&lt;br /&gt;
First of all the horse on the left, yes, too tight is bad&lt;br /&gt;
Middle horse is correct&lt;br /&gt;
HOWEVER the horse on the right is in a snaffle bit with no strap or noseband and that is not correct.&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnV74y6J487xlnPlQ4TKk0susQ7SLPSjx_1JeFU07nG2T8iIML-M96JndKAkc25fGDogUZpf4giLRV5qSY0jpk64lXMBoDBEnuS8f87bLJgoq9f4r4MquQDhviiEg7HsDnqxGsfUaopHJC/s1600/blog+nosebands.jpg&quot; imageanchor=&quot;1&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;207&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnV74y6J487xlnPlQ4TKk0susQ7SLPSjx_1JeFU07nG2T8iIML-M96JndKAkc25fGDogUZpf4giLRV5qSY0jpk64lXMBoDBEnuS8f87bLJgoq9f4r4MquQDhviiEg7HsDnqxGsfUaopHJC/s320/blog+nosebands.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjptsU5rdD7ECLzYMphxTVZwdgTHj3ob_1yugG9blfxE2UkqM2afpvqCLLVa7mp7119KisqSJy3QBBD7AxMYeHUEFgpxMisoaqZVGttTEqifr8uMiJLuB11IqOlwb_KL5EnYRsIYfIhurOS/s1600/1+blog+snaffle.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjptsU5rdD7ECLzYMphxTVZwdgTHj3ob_1yugG9blfxE2UkqM2afpvqCLLVa7mp7119KisqSJy3QBBD7AxMYeHUEFgpxMisoaqZVGttTEqifr8uMiJLuB11IqOlwb_KL5EnYRsIYfIhurOS/s200/1+blog+snaffle.jpg&quot; width=&quot;185&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
lets start with what a snaffle bit is so you know what you are looking for.&lt;br /&gt;
The snaffle is a non leverage bit. The sides can be a loose O shaped ring, commonly called a loose ring. It can be a fixed O shaped ring called an eggbut. It can also be a fixed D shaped ring called a D ring.&lt;br /&gt;
&lt;br /&gt;
If you notice I said nothing about the mouth piece, the center, just the sides of the bit.&lt;br /&gt;
&lt;br /&gt;
When these sides are attached to reins the rein is free to move around the ring there is no pivot point. So there is no leverage.&lt;br /&gt;
&lt;br /&gt;
A curb bit is a bit with leverage. There is an anchor point for the cheek piece (side) of the bridle, and a fixed location for the reins (can be more than one spot for the reins). The leverage will pull on the pole of the horse, as well as tighten the curb strap under their chin. You say... but you just said put a strap on my snaffle. Well if you pull back on a snaffle you will not be able to make the snaffle strap touch the horse. If you pull the reins back with a leverage bit the curb strap will tighten into the lower jaw of the horse. As you look through them you&#39;ll think but the mouth pieces are broken like a snaffle. But the distinguishing factors between a snaffle and a curb is only the leverage. So a gag bit is leverage.&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;259&quot; src=&quot;data:image/png;base64,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&quot; 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&lt;a href=&quot;about:invalid#zClosurez&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;176&quot; 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&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
The only leverage bit, with a distinct rein and cheek piece secure point that would ever be classified as a snaffle bit in SOME show rings is the Baucher bit. That is only because it&#39;s designed to remove pressure from the mouth with rein contact. As you pull the reins the bars release pressure in the mouth transferring it to the pole. So this bit is still a snaffle bit in most cases&lt;br /&gt;
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&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: left; margin-right: 1em;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;Pony Ring Snaffle Bridle Weaver Leather - Bridles Combos | Western ...&quot; height=&quot;200&quot; src=&quot;https://www.valleyvet.com/group_images/44981_A.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; width=&quot;117&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;font-size: 12.8px; text-align: center;&quot;&gt;Western bridle showing snaffle strap&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;a href=&quot;about:invalid#zClosurez&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;200&quot; 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&quot; width=&quot;176&quot; /&gt;&lt;/a&gt;What this means to the rider is that if they fall off (or are jerks and pull hard, or even a one rein stop) you can pull these rings through the horses mouth and the cheek piece (side) of the bridle will just keep going through the horses mouth. So to protect the horse when you fall (or from jerks) you can add a strap under the bit (western riders do this) or a noseband (english riders do this)&lt;br /&gt;
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Notice on the English i show a standard and a flash. The flash attaches around the nose below the bit. The actual true reason this was designed was for people with horrible hands and horses with sensitive mouths that have to work together.&amp;nbsp; That trap stabilizes the bit position and the horses lips so that there is less movement of the bit when the horrible hands are slopping around. .... makes you wonder why they are used in dressage especially if the riders are trained from training level up to have steady hands with soft but constant connection....hmm....&amp;nbsp; Both straps should always have 2 fingers gap for horse comfort and to be fit properly.&lt;br /&gt;
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Now there are A TON of English nosebands and new designs and all kinds of new research going on. So here are some other English nosebands just to look at in case you see them you know they serve the same general purpose of saving the horse from the snaffle bit going through their mouth.&lt;br /&gt;
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Some have research about the nerves of the horses face and readjusting location of contact to help sensitive nerve paths. But if your noseband is truly fitted with 2 fingers spacing there will be no nerve damage to the horse.&lt;br /&gt;
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Yes horses have personal preferences. Just like humans. I personally HATE wearing skirts, but I know many that love them and can&#39;t be comfortable with anything else. So that is something you can play with on your own horse.&lt;br /&gt;
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But the summary of the whole blog is ... keep your horse safe use a snaffle &quot;curb&quot; strap or noseband that is fitted correctly.</content><link rel='replies' type='application/atom+xml' href='http://friesianhorses4u.blogspot.com/feeds/1661522901093574714/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://friesianhorses4u.blogspot.com/2020/06/nosebands-and-your-horse.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/1661522901093574714'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/1661522901093574714'/><link rel='alternate' type='text/html' href='http://friesianhorses4u.blogspot.com/2020/06/nosebands-and-your-horse.html' title='Nosebands and your horse'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnV74y6J487xlnPlQ4TKk0susQ7SLPSjx_1JeFU07nG2T8iIML-M96JndKAkc25fGDogUZpf4giLRV5qSY0jpk64lXMBoDBEnuS8f87bLJgoq9f4r4MquQDhviiEg7HsDnqxGsfUaopHJC/s72-c/blog+nosebands.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5491089849751007150.post-4880079101644423807</id><published>2020-06-21T11:29:00.002-06:00</published><updated>2021-01-04T15:45:57.559-07:00</updated><title type='text'>Riding and Driving Training</title><content type='html'>6x a day on facebook i see &quot;what age can i ride my X?X horse???&lt;div&gt;
well this post is to answer ALLLL that and more.&amp;nbsp;&lt;/div&gt;
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The quarter horse, race, futurities, and yes even the KFPS Friesian Stallion inspections are all designed to get the horse as far and fast as you can so that it has more value and can be flipped to sell or used for breeding etc.... well it comes with a high price. Soundness.&lt;/div&gt;
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Take a look at this chart, it shows when the bones are done growing. that is not even the joints between them this is just the length of that bone.&amp;nbsp;&lt;/div&gt;
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&lt;br /&gt;So if you put a saddle on that purple back before 6 you risk kissing spine, sway back, arthritis, dislocation, pinched nerves and a lifetime of pain.&amp;nbsp;&lt;/div&gt;
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Many horses (not just a breed, horses) that are restricted in movement (stalled) wile growing will develop slipping and locking of the stifle. That area isn&#39;t done growing till 4yo. and even then movement will be beneficial (pasture) to keep them limber. tight turns and jumping can severely damage those joints. ... so why would cutting horses be started on cows at 2 if their hips and stifles and shoulders are not stable or done growing...&amp;nbsp;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjy0gSImQ3HCj8ClNaIKSZkEzxdZt-HxYnDOdTl0ODMf5IypMJJSzieVdOoPOeJQwV8e3lWYNN81UX_MCaIUguTEK_z6er9c0iTlM0ANQ9Q2Yz8Nv0nlfkFRHe6DgjCedgR7jbsU3Xe24Wt/s750/68309358_1760024480810117_2399548587043192832_n.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;750&quot; data-original-width=&quot;750&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjy0gSImQ3HCj8ClNaIKSZkEzxdZt-HxYnDOdTl0ODMf5IypMJJSzieVdOoPOeJQwV8e3lWYNN81UX_MCaIUguTEK_z6er9c0iTlM0ANQ9Q2Yz8Nv0nlfkFRHe6DgjCedgR7jbsU3Xe24Wt/s320/68309358_1760024480810117_2399548587043192832_n.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
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Going down the legs you go down in age. knees and hocks are very important for movement stability soundess and long term health of the animal. MANY OTTB&#39;s are getting hock injections and knee injections because they were in full race training and competition while those joints were trying to finish&amp;nbsp;&lt;/div&gt;
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Fururity horses and Approved Friesian stallions are being asked to perform at peak movement, flexibility, balance and power at 2.5 yo.... so where does that leave the knees while they are trying to get those horses conditioned for those 2-3yo make it or break it competitions that will determine their fate... well even if they make it ... they broke it... so you better get on board with join injections if you buy a horse that was put through that to get a title.&amp;nbsp;&lt;/div&gt;
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now we know birth is not a good time to ride. and even 6mo is a little unrealistic to hear about riding .... but look at those crucial joints. hoof and pastern. you are talking about the stability of the entire horse. so proper balanced hoof trimming and care by a professional that will take the time to get it right is CRUCIAL to the future of a horse. When buying a horse from the breeder ask about the hoof care. when it was done, who did it. the hoof trims from 0-1yo are more important for the soundness of the horse&#39;s future than anyone can ever imagine.&amp;nbsp;&lt;/div&gt;
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&lt;a href=&quot;https://i.pinimg.com/originals/40/31/8d/40318d742afc5f41a037705149745bef.jpg&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;horse vs. human years (With images) | Horse age, Horse tips, Horse ...&quot; border=&quot;0&quot; src=&quot;https://i.pinimg.com/originals/40/31/8d/40318d742afc5f41a037705149745bef.jpg&quot; /&gt;&lt;/a&gt;Looking at the age char on the left would you really trust a 10yo human with your life??? That is what you are doing when you get on a horse&#39;s back, or in the cart behind it. Personally I prefer a mentally stable horse that has life experience to put things in perspective.&amp;nbsp;&amp;nbsp;&lt;/div&gt;
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The blowing bag&lt;/div&gt;
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2yo horse see&#39;s the bag blow in the wind and the brain blows up.&lt;/div&gt;
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3yo see the bag snorts, trots, gets on alert and prances a bit.&amp;nbsp;&amp;nbsp;&lt;/div&gt;
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4yo horse see&#39;s the bag and thinks... i&#39;ve seen a bag, i didn&#39;t die, we can watch where it goes. but just in case it isn&#39;t safe i&#39;m watching it like a hawk.&amp;nbsp;&lt;/div&gt;
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5yo horse sees that bag and thinks... human&#39;s bring cookies in a bag, is there a cookie in there, i should go get that bag.&lt;/div&gt;
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Personally I would rather the more mature outlook on the bag.&lt;br /&gt;&lt;/div&gt;
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Why do people ride before 4yo....&lt;/div&gt;
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$$$$$$$$ the all mighty dollar&lt;/div&gt;
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I want to...impatience&lt;div&gt;
I need to sell it...business trumps ethical treatment&lt;/div&gt;
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NEVER a good excuse for riding ANY&amp;nbsp; horse before 4yo.&amp;nbsp;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://friesianhorses4u.blogspot.com/feeds/4880079101644423807/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://friesianhorses4u.blogspot.com/2020/06/riding-and-driving-training.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/4880079101644423807'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/4880079101644423807'/><link rel='alternate' type='text/html' href='http://friesianhorses4u.blogspot.com/2020/06/riding-and-driving-training.html' title='Riding and Driving Training'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjy0gSImQ3HCj8ClNaIKSZkEzxdZt-HxYnDOdTl0ODMf5IypMJJSzieVdOoPOeJQwV8e3lWYNN81UX_MCaIUguTEK_z6er9c0iTlM0ANQ9Q2Yz8Nv0nlfkFRHe6DgjCedgR7jbsU3Xe24Wt/s72-c/68309358_1760024480810117_2399548587043192832_n.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5491089849751007150.post-5435877792361465953</id><published>2020-06-21T10:48:00.001-06:00</published><updated>2020-06-21T10:48:13.640-06:00</updated><title type='text'>Rainbow baby poop</title><content type='html'>This is not for the faint hearted,&amp;nbsp;foal poop, and all the various colors that they come in.&lt;br /&gt;
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Over the years I have seen&amp;nbsp;many many colors&amp;nbsp;of foal&amp;nbsp;poop that ended up not being a problem. If you are not familiar with your foals and mares&amp;nbsp;please do have your vet check your foal.&amp;nbsp;A foal can get dehydrated very quickly and go down hill in the blink of an eye. feel free to add your baby poop colors to the comments section. ONLY if they were healthy and had no need for treatment or antibiotics. If in doubt call a vet.&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9mxIJiJNy2WXRGeNFX1Z8zBbMhqfoTjeS8uEHF-HyuMYga1CpEF3AFWuKr6i7k5LrUXCYVyx6eX7w_LyBqYhHzcLfQ1yLg4evo1eFvomvDuE2t_onNeRlkKNU0SIrmdLVLKzJwv0aiHMh/s1600/20200505_165028.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9mxIJiJNy2WXRGeNFX1Z8zBbMhqfoTjeS8uEHF-HyuMYga1CpEF3AFWuKr6i7k5LrUXCYVyx6eX7w_LyBqYhHzcLfQ1yLg4evo1eFvomvDuE2t_onNeRlkKNU0SIrmdLVLKzJwv0aiHMh/s320/20200505_165028.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Orange baby poo on mom&#39;s poop&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4SDfd5H0_QhVUqTtlvKQ4LEw4ysuOc1bEu07re69ge5d5wDgyUgE7H1a9B6Y2lucIfzQWc1cnRcSXvyVtPyS71a2WS7eT0GRQK4-bvVvscWMnDhOBAdcXZ1eJgu5xYluqrqICVS2AmDLR/s1600/20170715_115229.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4SDfd5H0_QhVUqTtlvKQ4LEw4ysuOc1bEu07re69ge5d5wDgyUgE7H1a9B6Y2lucIfzQWc1cnRcSXvyVtPyS71a2WS7eT0GRQK4-bvVvscWMnDhOBAdcXZ1eJgu5xYluqrqICVS2AmDLR/s320/20170715_115229.jpg&quot; width=&quot;192&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Grey baby poop on mom&#39;s poop this was runny from foal heat but i have also seen this color and concrete grey in more solid shape&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGsYoWaKMdYrhQtGe60gyzte-XGwFMm2GgatSmbbcCV2Xg2GOjmRIeo65ARGurOif4gD5ncVValgoQXYFt3YhcWFP_ykyDb0_zmMgvDHNAlTEk8volfMI-GA5Jpsw17m19U2S0rqhyfjNC/s1600/20200502_115744.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGsYoWaKMdYrhQtGe60gyzte-XGwFMm2GgatSmbbcCV2Xg2GOjmRIeo65ARGurOif4gD5ncVValgoQXYFt3YhcWFP_ykyDb0_zmMgvDHNAlTEk8volfMI-GA5Jpsw17m19U2S0rqhyfjNC/s320/20200502_115744.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;orange red and brown&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;span id=&quot;goog_485506686&quot;&gt;&lt;/span&gt;&lt;span id=&quot;goog_485506687&quot;&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://friesianhorses4u.blogspot.com/feeds/5435877792361465953/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://friesianhorses4u.blogspot.com/2020/06/rainbow-baby-poop.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/5435877792361465953'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/5435877792361465953'/><link rel='alternate' type='text/html' href='http://friesianhorses4u.blogspot.com/2020/06/rainbow-baby-poop.html' title='Rainbow baby poop'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9mxIJiJNy2WXRGeNFX1Z8zBbMhqfoTjeS8uEHF-HyuMYga1CpEF3AFWuKr6i7k5LrUXCYVyx6eX7w_LyBqYhHzcLfQ1yLg4evo1eFvomvDuE2t_onNeRlkKNU0SIrmdLVLKzJwv0aiHMh/s72-c/20200505_165028.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5491089849751007150.post-6330904019182329913</id><published>2020-06-21T10:43:00.000-06:00</published><updated>2020-06-21T10:43:14.288-06:00</updated><title type='text'>Foal umbilical</title><content type='html'>Just after&amp;nbsp;the foal is born the placenta detaches from the foal leaving a small stump. That stump should be dipped in iodine (non bubbling) to prevent infection. &lt;br /&gt;
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Sometimes when the&amp;nbsp;placenta separates&amp;nbsp;the foal can get a small tear internally near the umbilical cord. Or the foal can cough too hard causing a tear, or play too hard, or get a small infection and have it tear. This can result in hernia or abscess. &lt;br /&gt;
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Hernias are&amp;nbsp;common and usually not a big concern. If there is 1-2 fingers and no food is stuck in the protruding pouch most vets will suggest to wait and see. While you are waiting you can massage it back up a few times a day. most of the time the foals will recover as they grow. There are also cases of adult horses with the same size hernia that do nothing about it. &lt;br /&gt;
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If there are more than 2 fingers space and any food or debris is stuck in the pouch then it needs to be addressed sooner rather than later. If food gets stuck in there or the intestines gets trapped in the hole and can&#39;t stay fluid then the tissue will get infected and cause bigger issues. &lt;br /&gt;
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If the hernia is harder and you can&#39;t &quot;push it back up in there&quot; then it might be an abscess. This also has to be addressed&amp;nbsp;quickly because it&#39;s an infection. In some cases antibiotics work but in others it has to be surgically removed/treated then followed up with antibiotics.&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhH61mx0pvfCoN_m-8t35CYxhNJFRv7cJl4bEH1LJvxL6gQXmnMof6jb6x_nHy3ZWCHIwYy4mwkpEJFO8bCijJ01QtFsMEdRzWzIuIoczDVFU-oC-sGBVSE3VQTJcRgn1d49xmCfNYNsyRf/s1600/IMG_20150817_140608395.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhH61mx0pvfCoN_m-8t35CYxhNJFRv7cJl4bEH1LJvxL6gQXmnMof6jb6x_nHy3ZWCHIwYy4mwkpEJFO8bCijJ01QtFsMEdRzWzIuIoczDVFU-oC-sGBVSE3VQTJcRgn1d49xmCfNYNsyRf/s400/IMG_20150817_140608395.jpg&quot; width=&quot;225&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Umbilical Abscess&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://friesianhorses4u.blogspot.com/feeds/6330904019182329913/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://friesianhorses4u.blogspot.com/2020/06/foal-umbilical.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/6330904019182329913'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/6330904019182329913'/><link rel='alternate' type='text/html' href='http://friesianhorses4u.blogspot.com/2020/06/foal-umbilical.html' title='Foal umbilical'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhH61mx0pvfCoN_m-8t35CYxhNJFRv7cJl4bEH1LJvxL6gQXmnMof6jb6x_nHy3ZWCHIwYy4mwkpEJFO8bCijJ01QtFsMEdRzWzIuIoczDVFU-oC-sGBVSE3VQTJcRgn1d49xmCfNYNsyRf/s72-c/IMG_20150817_140608395.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5491089849751007150.post-3217371677707376787</id><published>2020-05-23T15:46:00.001-06:00</published><updated>2020-05-23T15:46:12.584-06:00</updated><title type='text'>Friesian Buyers Guide</title><content type='html'>As you have read so far I&#39;m mostly KFPS Friesian HOWEVER. I am a breeder so my goals are to produce the top line Friesians. That does not mean that every buyer should spend the extra money to get breeding stock. (market prices are listed at the bottom)&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Know what you are doing with the horse for it&#39;s life.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
Are you going to show? Are you going to breed? Are you going to cross breed (purists calm down, the over priced warmbloods are cross bred animals so the Friesian breed will survive). Is this horse just for you to love and keep at home and show off in fun photos?&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Show&lt;/span&gt;&lt;br /&gt;
If you are going to show you need papers from an organization that will DNA verify that your horse does in fact have Friesian DNA. You can show part bred Friesians so you don&#39;t always have to buy pure to show. But to show USEF/USDF and some smaller shows you will need paper&#39;s to prove the horse&#39;s DNA.&lt;br /&gt;
There are some that have 1/2 registrations and some that are pure only.&lt;br /&gt;
FHANA will only take mainbook (KFPS approved sires on dame and sire line) pure Friesians.&lt;br /&gt;
KFPS (the original dutch registry) will take Mainbook as well as b-book (non approved sires) but are for pure Frisians only.&lt;br /&gt;
FPVZ (german registry) will only take pure Friesians with the FPVZ or KFPS lineage.&lt;br /&gt;
FHH and FSH will both take pure and part bred Friesians with DNA verification. There are other registries that will take 1/2&#39;s within other breeds so you would have to look those up for those breeds. But the FHH and FSH are the one&#39;s that require there to be Friesian in the DNA.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Breed&lt;/span&gt;&lt;br /&gt;
If you are going to breed you should have DNA proof in the form of papers that you are in fact breeding a Friesian line. If you are breeding for the purpose of staying true to the breed then stay within the KFPS/FHANA mainbook breeding program. They are the foundation registry and have been devoted to the pedigrees and documentation of the breed.&lt;br /&gt;
If you are cross breeding for a sport horse... relax purists, remember the warmbloods.... Anyways you should stay with the best bloodlines you can start with from both sides of the pedigree. Pick the best Friesian and best other breed horse you can pair.&amp;nbsp; It may be ok to get a b-book Friesian within the KFPS because the foals can&#39;t be registered with the KFPS once you cross breed. B-book will save you about 2-4k on a horse and still keep you within the KFPS. Make sure that the original papers of that B-book foal is directly from KFPS mainbook parents. For example The sire is Theodoor Sable (KFPS Mainbook registered, but not approved, out of the approved sire Maiko 373), the Dam is KFPS mainbook registered and her sire and dam sire all have 3 digit #&#39;s after their name. That foal would be closer to the original KFPS lines than a horse that is out of parents that don&#39;t have approved sires or were both b-book registered, or FHH or FSH registered. When breeding try to get the highest quality pedigree you can for your $.&lt;br /&gt;
&lt;br /&gt;
If you don&#39;t have papers and DNA proof it&#39;s called back yard breeding and you have no proof of lineage, value, inbreeding etc. So it&#39;s not recommended. it&#39;s done, but it&#39;s not respectable. Without papers the offspring can not be shown or validated, they are limited to a life of being a pet only. There is nothing wrong with pets, however creating a life with limitations is not fair to the buyer or the animal. If you do this please fully disclose that you do not have proof that there is Friesian in the bloodlines. Sell them as a grade horse. Some people say you can&#39;t ride papers, and papers don&#39;t prove it&#39;s a good horse. That is true, BUT be honest with the buyer and sell it as a grade horse and do not try to con people into thinking it&#39;s a Friesian when you have no proof that it is.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Pleasure&lt;/span&gt;&lt;br /&gt;
If your goal is to have a pleasure horse you may save&amp;nbsp; yourself some money by getting a b-book horse. YES get paper proof that your horse was DNA tested to be Friesian. OR pay grade horse prices for the horse. It is ok to fall in love with a horse and it not too have papers or proof. BUT do not pay Friesian prices for a horse without proof of lineage with DNA verification. You can love any horse you find, but do not get duped into a higher price by someone claiming the black horse is a Friesian if they can&#39;t prove it. There are claims that you can do a breed DNA test at UCDavis. However when Friesians were tested the&amp;nbsp; Percheron gene came up. Percheron are from Friesians, so it is not an accurate test. If they used the Friesian gene to determine the Percheron validity maybe but they have it backwards by trying to ID Friesians using the Percheron gene. The ONLY true verification that a horse is a Friesian is to have pedigreed parents that have been DNA tested and then to use the DNA from the offspring to do a parent verification. That is what the registries do. Yes buy the horse you love but pay grade prices unless you are given proof of Friesian.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Pricing&lt;/span&gt;&lt;br /&gt;
what is a reasonable price for a friesian&lt;br /&gt;
(based on markets from 2007-2020, pre covid, so prices should come down in Europe)&lt;br /&gt;
KFPS papered Frisians range from 3k-500k so how do you know you are getting a good deal or over spending. Well that gets into a lot of analyzing papers. (&lt;a href=&quot;https://friesianhorses4u.blogspot.com/p/kfps-premiums-explained.html&quot;&gt;more on Friesian papers&lt;/a&gt;)&lt;br /&gt;
Approved stallions will be 75k-350k EU/USD they come with 3 #&#39;s after their name and you can verify their name and number and history on this blog as well as with the KFPS. They are famous in that there are only about 100-150 of them alive in the world at one time so most Friesian breeders know who they are. IF they won the stallion shows they would be closer to 350k if they are aged and not breeding they have sold for 15k. If they are the average normal approved stallion the normal price is around 100-175k usd.&lt;br /&gt;
&lt;br /&gt;
For those that are not millionaires. let&#39;s break it down more&lt;br /&gt;
Model mares&lt;br /&gt;
range from 22k-50k EU/USD the younger the higher the price (they can&#39;t be model till age 7) the higher the training the higher the price (aka +Sport Status) and the more &quot;full&quot; the papers the higher the price. There was one that was aged and retired from breeding that was &quot;culled&quot; for 3k. but at that point you are giving them a retirement home, they are not breeding and riding is limited. Provisional means they have not met the requirements yet to pass up, so don&#39;t pay Model prices if they are provisional, pay what they ACTUALLY are. In foal to an approved stallion you can add 1-2k depending on the stallion stud fee, make sure that the LFG transfers to the new buyer (some do not, and you could loose the foal, so don&#39;t pay for that risk)&lt;br /&gt;
&lt;br /&gt;
Kroon Mares&lt;br /&gt;
range from 22k-45k EU/USD they are similar to Model but can be Kroon as early as 3yo if they have completed the IBOP (caution early started horses have higher risk of joint problems) They are not required to have birthed/nursed a foal to be Kroon so you would have to look into their birthing records to confirm fertility. + Sport and more &quot;full&quot; papers and younger, put them on the higher range, but a horse can be kroon without their parents having accomplished anything. Provisional means that they have been considered but have not passed a portion of the requirements. Do not pay the Kroon price till that is accomplished. No seller can guarantee that the judges will promote the horse, or that the horse can pass that portion of the requirements till the judges actually pass them. In foal to an approved stallion you can add 1-2k depending on the stallion stud fee, make sure that the LFG transfers to the new buyer (some do not, and you could loose the foal, so don&#39;t pay for that risk)&lt;br /&gt;
&lt;br /&gt;
Star Mares&lt;br /&gt;
range from 15k-28k they can be 1st or 2nd premium. 1st premium would be higher value than 2nd premium. + Sport and proven dressage scores can increase the value of the horse. Age will also affect the price. Over 17yo non breeding would likely be a retirement home price of 10-12k. However if you can find a PSG+ trained mare that is star you could be looking at 35-45k just because of the quality of training. In foal to an approved stallion you can add 1-2k depending on the stallion stud fee, make sure that the LFG transfers to the new buyer (some do not, and you could loose the foal, so don&#39;t pay for that risk)&lt;br /&gt;
&lt;br /&gt;
Star Stallions&lt;br /&gt;
range is about 18-30k. In holland if they got start they were invited to be seen for stallion testing. Many don&#39;t make it past the first 2 rounds, about 100-300 start each year and about 2-5 get approved. Star is a nice title for a stallion, but it does not earn them more $ value unless they have higher training. BUT also be fully aware that they are sent to the tests at 2.5 yo and they are required to ride and drive in a 70 day testing. knees and backs are not closed till 5yo so you may find that they have been ridden too young to perform that well and you may have long term care requirements. IF that horse was shown for star at an older age. that is great for their joints. and if they eventually get to a higher sport and GP/PSG level of riding then that will add value up to 50k EU but please xray, get new xrays, and budget for long term joint care.&lt;br /&gt;
&lt;br /&gt;
Studbook and Foalbook (non shown) mares and foals, that have or have not shown you are looking at 10-20k. pedigree will matter, age, training etc. A foal with good papers should be about 12k, some discount to get rid of them before 2yo but if you see them less than 10k worry a bit about health, papers etc. obviously these horses can go on to get sport status and&amp;nbsp; accomplish titles in the show ring that add value towards that 20k marker. A normal walk trot canter mare with KFPS papers and between 5 and 12 yo should be about 17k, if you start getting into flying changes bump them up to 22k if you get higher than 3rd level they can go up from there. being aged will drop the price down to 10. some go lower for retirement homes but the lower they go the more you will spend on vet care. be ware of discount horses/Friesians, they most likely come with medical issues that will cost you more in the long run.&lt;br /&gt;
&lt;br /&gt;
Geldings.&lt;br /&gt;
5k-55k YES it&#39;s crazy town. In non reproducing horses. Showing geldings is an american thing. people believe they are easier to show. however Friesian mares are amazing and will give their life to save you if you are bonded with them. Do not feel you have to pay the higher Gelding price to get a quality show horse. IF you are spending over 23k for a gelding they MUST have sold proven flying changes and be able to qualify for sport status in the USA (3rd level test 1) Sport status from NL is only 2nd level and has NO flying changes. if you spend more than 30k on a gelding they must be ridden and driven. If you spend more than 35k on a gelding you should require that they have Sport ELITE status proving that they showed in 2 types of driving and got sport in dressage (this will be 2nd level in NL not US 3rd) If you spend 45k on a gelding they should be PSG min. with proven scores and tempi changes. If you spend 50k or more they better be GP proven. Now you say... but xyz farm is selling this 2nd level import for 55k ... well the american importer is taking about 30k to pocket if not more. Yes there is 8k import flight for a gelding but in europe you can get a 3rd level gelding for about 10-12k EU... SO... don&#39;t get duped into hiked up prices.&lt;br /&gt;
&lt;br /&gt;
OK so now onto no KFPS prices&lt;br /&gt;
there are no keurings for inspecting non KPFS horses so... the market has to be base on how close the papers are to KPFS papers and how much training the horse has.&lt;br /&gt;
b-book foals - 7500-1100 (pre birth contracts are lower than live)&lt;br /&gt;
FHH/FSH foals with non KFPS parents 6000-9000&lt;br /&gt;
trained to ride +2000&lt;br /&gt;
proven shown at 1st level +3k&lt;br /&gt;
proven shown at 2nd level +4k&lt;br /&gt;
proven flying changes with scores past 3rd test 1 +10k (18-22k horse)&lt;br /&gt;
&lt;br /&gt;
1/2 friesian&lt;br /&gt;
depending on the value of the other 1/2&lt;br /&gt;
a QH (common for color *** see below) x is about 3500-7500 for a foal through 4yo +1k for trained to ride&lt;br /&gt;
a Gypsy (higher priced x) is about 7500-12000 because the value of both parents papers is there&lt;br /&gt;
morgan&lt;br /&gt;
undocumented parent x Friesian 3500-5000&lt;br /&gt;
for example Morgans came from Friesians, Morgans have been breed lighter and lighter over the years. Adding Friesian back in to thicken them back is a comparable match&lt;br /&gt;
Gypsy crosses keeps hair with hair and quiets down the new hotter Friesian blood lines. so comparable pairing&lt;br /&gt;
Arabians (aka turbo Friesians) are common crosses to put stamina back in the Friesian and to add bone mass to the arab. they both have horizontal hips and short backs, but the temperament is very different with the two breeds so meet the other 1/2 to make sure the pairing is right for your goals.&lt;br /&gt;
***Quarter horses are vertical shoulder and built down hill, small foot, strait stifle, horizontal neck so they are built NOTHING like a Friesian. so make sure that the other horse involved in the x has a complementary frame and was not just picked for color. you will never know what you are getting if you cross 2 horses that have nothing in common.&lt;br /&gt;
**** crossing for color does not add value to the horse training adds value to the horse. they are still a 1/2 Friesian. YES crossing will bring color but color does not = brains and trainability. the other breed chosen must be a suitable match.</content><link rel='replies' type='application/atom+xml' href='http://friesianhorses4u.blogspot.com/feeds/3217371677707376787/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://friesianhorses4u.blogspot.com/2020/05/friesian-buyers-guide.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/3217371677707376787'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/3217371677707376787'/><link rel='alternate' type='text/html' href='http://friesianhorses4u.blogspot.com/2020/05/friesian-buyers-guide.html' title='Friesian Buyers Guide'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5491089849751007150.post-3382255957515625669</id><published>2020-05-20T19:30:00.002-06:00</published><updated>2020-05-20T19:32:35.957-06:00</updated><title type='text'>ET Orphans and the Keuring</title><content type='html'>No this is not ET phone home. This is to let all you mare owners know that your foal can still show at the KFPS keuring if you do Embryo Transfer.&lt;br /&gt;
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&lt;div&gt;
The KFPS/FHANA requires you to register that you are doing an Embryo Transfer with your mare and a specific stallion. There is a fee to be paid to FHANA (last check was about $25, but can change so please check the current www.fhana.com page for more information on fees)&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
After the foal is born they will have to be DNA verified with the Dam and Sire that were on the ET application form. That is done when you microchip the foal and submit the hair samples at the time of registration.&amp;nbsp;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
Once verified you&#39;ll be able to enter that horse for the foal Keuring. It&#39;s ok that they show with the surrogate mare. Just let the show host know. The judges will see very quickly that there is substitute mare with that foal. They are not judging the mare if you enter the foal class. Just the foal. There have also been cases where orphaned and rejected foals have show with goats, donkeys or alone in hand. By alone in hand I mean that they walk the triangle led by a handler, just like with a dam.&amp;nbsp; But the foal with no &quot;adult&quot; guide would be shown at the trot in hand also. If they have a donkey, goat or surrogate mom that is being led to guide them, they can be turned loose to trot out. NO judge would ask the biological mother to run with a foal that they have not accepted or raised. That is far too dangerous.&lt;br /&gt;
(photos coming soon)&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://friesianhorses4u.blogspot.com/feeds/3382255957515625669/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://friesianhorses4u.blogspot.com/2020/05/et-and-keuring.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/3382255957515625669'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/3382255957515625669'/><link rel='alternate' type='text/html' href='http://friesianhorses4u.blogspot.com/2020/05/et-and-keuring.html' title='ET Orphans and the Keuring'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5491089849751007150.post-7882896300873114493</id><published>2020-04-07T19:08:00.000-06:00</published><updated>2020-04-07T19:11:29.366-06:00</updated><title type='text'>As of 2020 your Friesian can be an A, AA, AAA</title><content type='html'>Starting in 2020 the KFPS is now adding A, AA, and AAA to the papers of horses that have completed the IBOP, ABFP, CO (stallion test)&lt;br /&gt;
&lt;br /&gt;
You&#39;ll now see&lt;br /&gt;
Star A&lt;br /&gt;
&amp;nbsp;or Kroon AAA&lt;br /&gt;
what does that mean&lt;br /&gt;
&lt;br /&gt;
It means that not only did the horse participate in the aptitude tests but it scored well.&lt;br /&gt;
&lt;br /&gt;
A means they got a score of 73-76.5&lt;br /&gt;
AA means they got a score of 77-81.5&lt;br /&gt;
AAA means they got a score of 82 or higher&lt;br /&gt;
&lt;br /&gt;
At a quick glance you can see these rankings on the new printed papers as well as online on the KFPS.nl page.&lt;br /&gt;
&lt;br /&gt;
for example Fokelien is a Model mare that got an 83 on her IBOP&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEbAVzRwfOpvfLzrLAlP733MwtJ88SuM0eJQL4SzNJky2RtvzW_RQL6wM8cG5Qn8SOyaHqohuUEGimokEmZyYFL0v62kdBIr8VthkX6wCQCZ23bZqNamGRGi3B-fclzvSZ-rbYYeeHjSXt/s1600/fokie2.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;410&quot; data-original-width=&quot;597&quot; height=&quot;219&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEbAVzRwfOpvfLzrLAlP733MwtJ88SuM0eJQL4SzNJky2RtvzW_RQL6wM8cG5Qn8SOyaHqohuUEGimokEmZyYFL0v62kdBIr8VthkX6wCQCZ23bZqNamGRGi3B-fclzvSZ-rbYYeeHjSXt/s320/fokie2.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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here is Fokelien&#39;s information on the KFPS page you can now see that her ranking is Model AAA&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxKUJESdzUVOIUgOgUyg1JYFLqG5ogmFvzmCKP5Qnx7yYIYtmP3AMb8x6kkGZfrQ8-2ovXecE533iZPwxz220dCh8f6BLnt19FLsvF3dwRmhhLBb7fhnyNPPkMsUD3vl8zRjJ8wx6kIHTH/s1600/fokie.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;790&quot; data-original-width=&quot;861&quot; height=&quot;585&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxKUJESdzUVOIUgOgUyg1JYFLqG5ogmFvzmCKP5Qnx7yYIYtmP3AMb8x6kkGZfrQ8-2ovXecE533iZPwxz220dCh8f6BLnt19FLsvF3dwRmhhLBb7fhnyNPPkMsUD3vl8zRjJ8wx6kIHTH/s640/fokie.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
on the printed papers (courtesy of Paula P)&lt;br /&gt;
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you will now see Star A for a horse that got 73 on the IBOP. This horse&#39;s mother earned the scores in the ABFP. &lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwbGNdj_ukPJ1aQ8Glno7lhyphenhyphenNOx_AbGaov3XEUIla4PiG0WPQaurk6-aLTMgkNBchpcdmS7Ru1VOFWAjx-nOVnhQlbMCNTT0AOr8AfL1LaNNH4_iwojUKLjLhpHRT7Ed0hFe7R69FM0FM5/s1600/fokie22.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;424&quot; data-original-width=&quot;1196&quot; height=&quot;224&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwbGNdj_ukPJ1aQ8Glno7lhyphenhyphenNOx_AbGaov3XEUIla4PiG0WPQaurk6-aLTMgkNBchpcdmS7Ru1VOFWAjx-nOVnhQlbMCNTT0AOr8AfL1LaNNH4_iwojUKLjLhpHRT7Ed0hFe7R69FM0FM5/s640/fokie22.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Any KFPS aptitude test qualifies the horse for the A, AA, AAA status&lt;/div&gt;
&lt;br /&gt;
Here is the Phryso article in Dutch announcing the change&amp;nbsp; &lt;a href=&quot;https://www.phryso.com/toevoeging-a-aa-en-aaa-aan-predicatenstelsel/?fbclid=IwAR1V-rH1xdTgzCyr0_9tt3G0VcwTrKH7Ky4-Y7APrpWZSTv8KZjlGZynigE#pll_switcher&quot;&gt;HERE&lt;/a&gt;&lt;br /&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://friesianhorses4u.blogspot.com/feeds/7882896300873114493/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://friesianhorses4u.blogspot.com/2020/04/as-of-2020-your-frisian-can-be-a-aa-aaa.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/7882896300873114493'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/7882896300873114493'/><link rel='alternate' type='text/html' href='http://friesianhorses4u.blogspot.com/2020/04/as-of-2020-your-frisian-can-be-a-aa-aaa.html' title='As of 2020 your Friesian can be an A, AA, AAA'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEbAVzRwfOpvfLzrLAlP733MwtJ88SuM0eJQL4SzNJky2RtvzW_RQL6wM8cG5Qn8SOyaHqohuUEGimokEmZyYFL0v62kdBIr8VthkX6wCQCZ23bZqNamGRGi3B-fclzvSZ-rbYYeeHjSXt/s72-c/fokie2.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5491089849751007150.post-5183506817742242148</id><published>2020-03-28T21:14:00.001-06:00</published><updated>2020-03-28T21:14:49.215-06:00</updated><title type='text'>Feeding the Friesian ... and any other horse</title><content type='html'>For starters this will apply to any horse not just Friesians but there are specific points that will be made because of the breed needs...&lt;br /&gt;
Horses need Roughage (hay/grass), Water and Salt 24/7. sounds silly but I hear a lot of they get fed 2x a day. That creates acid flux in the stomach and results in ulcers (pissy behavior, pain etc)&lt;br /&gt;
&lt;br /&gt;
Step 1 TEST YOUR HAY. you can not tell me it&#39;s good cause it&#39;s green, or good because it&#39;s the place you always get it from, or good because it&#39;s expensive. The test is cheap and your horse&#39;s nutrition is vital. Each field changes each year, and with each cutting and with the time of day it&#39;s cut and the type of weather that occurred while growing and cutting and drying. SO get the test done. Here is one company that does horse specific tests&amp;nbsp;&lt;a href=&quot;https://equi-analytical.com/standard-analytical-services/&quot;&gt;EQUI-ANALYTICAL&lt;/a&gt;&amp;nbsp;or google equine hay tests. Your local Ag. extension office should also be able to do this (we don&#39;t have one), but most states and areas have them.&lt;br /&gt;
&lt;br /&gt;
Feeding 101 - Horses need roughage such as hay, pasture, grasses etc. they need to consume about 1% of their body weight per day in good quality hay. So a 1200lb horse needs 12lb of hay. not 2 flakes AM/PM 12 lbs. Weight your food&lt;br /&gt;
With that being said the exceptions are if they are nursing, breeding, showing, working, growing (till they are 6yo) they need 1.5-2% of their body weight some even need 3%. If your mare is pregnant you need to add on the weight of the pregnancy as she grows.&lt;br /&gt;Another exception is winter feeding. Horses get warm from fermentation of roughage in their body. So feed them more food to stay warm. If you are worried about the 3 F&#39;s with over feeding a horse (founder, fat and freaking out) then get a lower Relative Feed Value (RFV) hay for your horse for the winter and give them more.&lt;br /&gt;
&lt;span style=&quot;color: #0b5394; font-size: x-small;&quot;&gt;&lt;span style=&quot;background-color: white; border: 0px; box-sizing: border-box; font-family: &amp;quot;Open Sans&amp;quot;, Helvetica, Arial, Lucida, sans-serif; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;Bodyweight in pounds&lt;/span&gt;&lt;span style=&quot;background-color: white; font-family: &amp;quot;Open Sans&amp;quot;, Helvetica, Arial, Lucida, sans-serif;&quot;&gt;&amp;nbsp;= [(heartgirth in inches) squared times length in inches] divided by 330 where the length of your horse is measured from the front point of his shoulder blade to the point of his rump.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
If your hay is lacking something and you are stuck with it. The next step is to balance the minerals and making sure they have enough Energy. If your area soil and water are lacking in something or high in something you need to factor that into your equation. For example, my area in Colorado is low in copper. The only thing we give our horses besides hay is a copper lick. Selenium is one that varies greatly and is toxic in low and high levels with a narrow range of safety. There are certain grasses in the south that leech calcium and minerals out of horses, don&#39;t feed them, don&#39;t grow them, and bring in better hay. So know your area. Your state agriculture department can help as well as google reports on your area&#39;s soils.&lt;br /&gt;
&lt;br /&gt;
This is a great online calculator&amp;nbsp;&lt;a href=&quot;http://www.horsemath.com/horse-feed-calculator&quot;&gt;Horse-feed-calculator&lt;/a&gt;&amp;nbsp;(not sponsored by me please be careful not to push an advertisement button on their page. There are a lot of ads and you know I personally will not use ads on my page because they try to trick people into pushing them... not ethical&lt;br /&gt;
&lt;br /&gt;
Some general guidelines&lt;br /&gt;
Digestible Energy (DE) - here is the general formu&lt;span style=&quot;font-size: x-small;&quot;&gt;la&amp;nbsp;&lt;span style=&quot;color: #0b5394;&quot;&gt;&lt;span style=&quot;background-color: white; border: 0px; box-sizing: border-box; font-family: &amp;quot;Open Sans&amp;quot;, Helvetica, Arial, Lucida, sans-serif; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;DE/day (Mcal)&lt;/span&gt;&lt;span style=&quot;background-color: white; font-family: &amp;quot;Open Sans&amp;quot;, Helvetica, Arial, Lucida, sans-serif;&quot;&gt;&amp;nbsp;= 1.4 + 0.03 (body weight in pounds divided by 2.2)&amp;nbsp; (x by 1.25 for light work, x1.5 for medium, x2 for full work)&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
Calcium : Phosphorus (1:1 up to 2:1) (Calcium min 0.25% total diet)&lt;br /&gt;
Protein- maintenance 8-10%, everything else higher up to even 18%. If your horse is in a stall and your stall smells like ammonia that would make your eyes water, their protein is too high and their kidneys are working over time. Some reasonable pee smell is expected, but should be tolerable.&lt;br /&gt;
&lt;br /&gt;
Horses especially Friesians do not do well on high sugar diets (like people). Hay can have very high sugars if cut at certain times of day. Grains have a ton of sugars to try to get horses to eat them. TEST YOUR HAY. Know what you are feeding.&lt;br /&gt;
&lt;br /&gt;
STOP the grains - Grain is a carbohydrate and sugar. Those are two things that are not ideal for horses. They may contain fats that give you a shine on your horse. But it&#39;s junk food. it&#39;s usually by products packed into pellets. The nutrients test in a lab, but are rarely as digestible and the label. Also if you read the label and see the mass amounts that the company requires for you to feed to meet the label specifications you will realize it&#39;s crazy. There are new products claiming to be natural grains etc. but there is usually a molasses added (sugar bad). And Grains are sprayed with round up like products just before harvesting to dry the seeds faster... so guess who&#39;s eating that... your horse...GACK. Some know it all will say they found an organic grain etc. BUT if you have that much money to spend on a bag of grain why on earth did you not test your hay for less and buy true quality hay that doesn&#39;t need you to feed grains. How often do horses get out and raid a corn field, oat field, barley field? The eat the first grass they come to.&lt;br /&gt;
&lt;br /&gt;
100% do NOT grain your foals to make them grow faster. The current foal grains (and all grains) are designed to fast grow a&amp;nbsp;thoroughbred or quarter horse to get it to a track at 18 months. A horse ALL HORSES, are not done growing their joints and spine till 5yo. SO if you push a foal to be a 5yo by the time they are 18mo their joints will be compromised. DON&#39;T DO IT. Just think about all the OTTB&#39;s on joint injections at age 6. That is 1000&#39;s of dollars and a lifelong journey of pain because someone fast tracked them to grow. DON&#39;T DO IT. If you see a 3yo that looks a little young... they grew correctly. A 3yo should look like a 14-16 year old kid, a bit thinner than the final 30yo/40yo version of themselves. Take the time the horse needs so it doesn&#39;t have to be in pain from 3 year old to 30 year old (if they make it that long) It&#39;s safer to slow grow the first 5 years (not starve, balanced hay growing) and have them be sound and injection free till 30+yo.&lt;br /&gt;
&lt;br /&gt;
If your hay is quality you will not need to feed them anything else.&lt;br /&gt;
&lt;br /&gt;
Hay can be trucked all over the US. so you can buy hay that balances your areas deficiencies. If you have horses you should have enough covered area to store 1 years supply of hay for your horses. That is just responsible ownership. If you need quality tested hay trucked to you Email me or facebook me allison@sableranch.net&amp;nbsp; If you board there isn&#39;t much you can do but you can test your hay so you&amp;nbsp;&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://friesianhorses4u.blogspot.com/feeds/5183506817742242148/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://friesianhorses4u.blogspot.com/2020/03/feeding-friesian-and-any-other-horse.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/5183506817742242148'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/5183506817742242148'/><link rel='alternate' type='text/html' href='http://friesianhorses4u.blogspot.com/2020/03/feeding-friesian-and-any-other-horse.html' title='Feeding the Friesian ... and any other horse'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5491089849751007150.post-8642842342163498535</id><published>2019-10-24T17:44:00.002-06:00</published><updated>2019-10-24T17:47:28.926-06:00</updated><title type='text'>Sport status</title><content type='html'>We have all started to hear the hum of the new Sport Elite status... but lets go back to what it means to have the sport title.&lt;br /&gt;
Basically it means that the horse has competed in Dressage or Driving or Show Driving up to a certain proficiency. In this I will focus mostly on the riding dressage because I ride and am more familiar with the level that the horse must compete.&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.stevera.com/dressage%203rd%201.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;Image result for dressage third level tests 1 stevera&quot; border=&quot;0&quot; src=&quot;http://www.stevera.com/dressage%203rd%201.jpg&quot; height=&quot;320&quot; title=&quot;&quot; width=&quot;203&quot; /&gt;&lt;/a&gt;&amp;nbsp;Europe the KFPS Dressage Ridden Sport title is earned by getting 5 points or 5 tests completed over a score of 60%. The tests that they are allowed to do in Europe is Z1 test 23, 24, 25, and 26.&lt;br /&gt;
If they compete in the US they are required to do Third level Test 1 with 5 scores over 60 points&lt;br /&gt;
&lt;br /&gt;
Now lets look into that further.&lt;br /&gt;
USDF/USEF Third Level Test 1 (2019 test &lt;a href=&quot;https://www.usdf.org/docs/showflash/web/tests/2019/USEF_3LT1.pdf&quot;&gt;HERE&lt;/a&gt;) has extended &amp;amp; collected gaits, Shoulder in, Half pass, turn on haunches, rein back, turn on haunches, Flying changes.&lt;br /&gt;
&lt;br /&gt;
NOW for the EU versions (see this link for current tests or google the z1 tests&amp;nbsp;&lt;a href=&quot;http://www.fhana.com/sport/sports-predicate&quot;&gt;Z TESTS&lt;/a&gt;)&lt;br /&gt;
&lt;a href=&quot;https://img.yumpu.com/7482988/1/500x640/z1-level-test-26-entry-.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Image result for dressage Z1 23&quot; border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://img.yumpu.com/7482988/1/500x640/z1-level-test-26-entry-.jpg&quot; width=&quot;194&quot; /&gt;&lt;/a&gt;Z1 test 23 has extended &amp;amp; collected gaits, shoulder in, half pass, rein back, SIMPLE changes. NO flying change, NO counter canter NO turn on haunches....&lt;br /&gt;
&lt;br /&gt;
Z1 26 has extended &amp;amp; collected gaits, shoulder in, half pass, rein back, turn on haunches. counter canter, SIMPLE change. NO flying change&lt;br /&gt;
&lt;br /&gt;
what does that mean to you as a buyer or competitor. IF you buy a sport status horse from EU and you are thinking they will have 3rd level test 1 skills WRONG. you have to specifically ask the seller to provide you video or test results with the counter canter and the flying changes or there is no guarantee that they know how to do that. List of international dressage levels (&lt;a href=&quot;https://friesianhorses4u.blogspot.com/p/dressage-levels.html&quot;&gt;HERE&lt;/a&gt;)&lt;br /&gt;
&lt;br /&gt;
It would be most logical to have the US requirements brought down to 2nd level where the Z1 23-26 is actually at. BUT what that also means is that if you are buying a horse that needs sport status and sport status title is important to you. Have that horse test up to sport title in EU before shipping them to the US because earning that title is easier for the horse in EU.&lt;br /&gt;
&lt;br /&gt;
I have been working with a few organizations in the US to try to get them to administer the Z1 23-26 tests in the USA for the breeds that can get sport status for their associations. I will also continue to work with FHANA to try to get those methods approved by using licensed credited judges and programs. Please stay tuned. IF you would like to get your horse a sport title with a Z1 23-26 test please message me on facebook &lt;a href=&quot;https://www.facebook.com/allison.gelfandsable&quot;&gt;Allison&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Click here in case there are changes to the FHANA rules.&lt;br /&gt;
&lt;a href=&quot;http://www.fhana.com/sport/sports-predicate&quot;&gt;FHANA INFORMATION and TESTS&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://friesianhorses4u.blogspot.com/feeds/8642842342163498535/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://friesianhorses4u.blogspot.com/2019/10/sport-status.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/8642842342163498535'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/8642842342163498535'/><link rel='alternate' type='text/html' href='http://friesianhorses4u.blogspot.com/2019/10/sport-status.html' title='Sport status'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5491089849751007150.post-103480385823757255</id><published>2018-10-09T20:59:00.000-06:00</published><updated>2018-10-09T20:59:09.591-06:00</updated><title type='text'>Show Registration and Awards</title><content type='html'>&lt;br /&gt;
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Show associations and awards in a nut shell (Friesian Focus)&amp;nbsp;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Horse registration – to show in the below your horse has to
be registered with papers of some kind. Can be KFPS/FHANA or one of the many
other Friesian or part Friesian associations. But start with having registration
papers.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
USEF&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;- United States
Equestrian Federation &lt;a href=&quot;https://www.usef.org/&quot;&gt;https://www.usef.org&lt;/a&gt; &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: .5in;&quot;&gt;
This is the show governing body,
makes the rules for all the breeds and disciplines. &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: .5in;&quot;&gt;
The rider, owner, trainer AND horse
will need a membership or you pay an additional fee at the show. To get points
you need to have the active membership, but paying the non member fee at the
show will not get you points. So if you go to more than 2 shows it’s worth
paying for the active membership because the fees are similar. &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
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Human&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;- To compete you’ll need a Competing
Membership. Membership is for one year from the date that you started your
membership. The competition year is 12/1 of each year to the next, &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;but your membership is for 12 months from the
day you sign up. &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: .5in; text-indent: .5in;&quot;&gt;
Forms are here &lt;a href=&quot;https://www.usef.org/join-usef/membership-forms-resources&quot;&gt;https://www.usef.org/join-usef/membership-forms-resources&lt;/a&gt;
&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
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As of 2018 Active
is $80 and Life is $2500 Fees can and will go up from time to time so check the
link to make sure you get the current year membership form/prices. You can
register online. But the form has the prices clearly laid out. &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
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This is where you declare if you
are a professional (makes $ for shows/training) or Amateur (no compensation for
shows/training)&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
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Horse – a horse ID is free but you
are not eligible for USEF qualifying points. This is enough to have for showing
if you don’t care about USEF points or year end awards for that horse. &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: .5in;&quot;&gt;
IF your horse is born that year and
you register them for life it’s $35 (as of 2018) so if you plan on ever showing
don’t miss out on this discount because the next price for horse life is $300
for life (as of 2018). The annual recording fee as of 2018 is $95 and this will
qualify the horse for year end points. If they have the lifetime Recording then
you do not have to renew the horse annually. &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
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Awards - For awards the horse,
rider, owner and trainer have to be members if the owner, rider and trainer are
all the same person then that is covered under the 1 owner membership. For USEF
they record the points for you on the web page. You can see the points that
your horse has earned by logging in, going to My USEF, clicking on the horse
that you are interested in, Scroll down to a Cup symbol “view details and
results” click there and you’ll see the points for that horse. The shows can
take 4 weeks to be loaded into the system. &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: .5in;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
USEF Breed specific for Friesians&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
IFSHA (International Friesian Show Horse Association) &lt;a href=&quot;https://www.friesianshowhorse.com/&quot;&gt;https://www.friesianshowhorse.com&lt;/a&gt; &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;This is
the Friesian based USEF organization. If you don’t have a membership to this
organization you will only have to pay an additional fee at USEF shows that are
recognized by IFSHA and USEF. Your horse will also have to have a membership at
IFSHA recognized shows. Fees &lt;a href=&quot;https://www.friesianshowhorse.com/Fees.htm&quot;&gt;https://www.friesianshowhorse.com/Fees.htm&lt;/a&gt;
&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Human membership - &lt;a href=&quot;https://www.friesianshowhorse.com/cgi-bin/Members/NewMember.pl&quot;&gt;https://www.friesianshowhorse.com/cgi-bin/Members/NewMember.pl&lt;/a&gt;
&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;For
showing you will need an Annual membership (Jr, Adult, open) or Lifetime. As of
2018 the fees were $35/year Jr $50/year Adult/Open and $1000 lifetime. &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Horse
annual is $35 BUT if you get your horse signed up as a weanling it’s $35 for
life. It goes up incrementally after that but see fees link above to get the
most current pricing. (as of 2018)&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: .5in;&quot;&gt;
Awards- This organization has an
awards point system for showing. You can submit your show information online
prior to a certain date that is close to the regional shows. After that you
have to email them to the IFSHA office for them to enter the scores. They will
record IFSHA regional and national shows results for you. You can see the
points online at any time and the rankings of each division at any time. It’s a
little delayed if you have to email the scores in because a human has to enter
them, but the year end is November 30&lt;sup&gt;th&lt;/sup&gt; of each year so you’ll have
your ranking by then. &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
USDF – United States Dressage Federation https://www.usdf.org/&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;This is
the Dressage organization. &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: .5in;&quot;&gt;
Dressage tests&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: .5in; text-indent: .5in;&quot;&gt;
Here is a link to
the tests offered by USDF &lt;a href=&quot;https://www.usdf.org/competitions/competitors/tests.asp&quot;&gt;https://www.usdf.org/competitions/competitors/tests.asp&lt;/a&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;USDF does not have the Training level and
above on their web page because those are actually USEF tests and can be found
here &lt;a href=&quot;https://www.usef.org/compete/disciplines/dressage/2015-2018-dressage-tests&quot;&gt;https://www.usef.org/compete/disciplines/dressage/2015-2018-dressage-tests&lt;/a&gt;.
The USEF tests change every 4 years so please make sure the year is correct on
what you are learning. The USDF page also does not have the tests for Western
Dressage because that is through the WDAA &lt;a href=&quot;https://westerndressageassociation.org/wdaa-tests/&quot;&gt;https://westerndressageassociation.org/wdaa-tests/&lt;/a&gt;
. &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Human - To have points count towards year end awards the
rider must be a Participating Member of the USDF ($90 in 2019) Here is a link
to the forms &lt;a href=&quot;https://www.usdf.org/downloads/forms/index.asp?TypePass=Membership&quot;&gt;https://www.usdf.org/downloads/forms/index.asp?TypePass=Membership&lt;/a&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: .5in;&quot;&gt;
You can also compete through a
Group membership by joining your regional Group. &lt;a href=&quot;https://www.usdf.org/clubs/gmo/&quot;&gt;https://www.usdf.org/clubs/gmo/&lt;/a&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;For example I’m in Colorado RMDS (Rocky
Mountain Dressage Society) is my group. By joining them for $60 (2019) I can
show USDF, but not qualify for USDF yearend awards only RMDS yearend awards. The
Group also has a sub chapters. My area is AVDA (Arkansas Valley Dressage Association)
the group membership includes that chapter level also. Chapters usually have
schooling shows but may also have recognized shows. The RMDS shows usually are
recognized by USDF. &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Horse –
Your horse needs to have a membership also. A Horse ID (HID) is $35 (2019) and
a lifetime horse registration (LHR) is $115 (2019). It doesn’t matter what age
the horse is this is a flat fee. The LHR makes the horse eligible for awards
and points. The HID allows them to participate. &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;My RMDS
local group requires the horse also be registered with them for a 1 time
lifetime fee of $40 (2018), so make sure that you check your group membership
requirements for the horse also. &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;AWARDS
- USDF horse awards program is very tricky and if you miss the dates is very
costly so don’t miss this one. By August you have to pay the $35 (2019) annual
fee if you miss that there is a $100 late fee for 30 days then a fee of $300
and absolutely no acceptance past Sept 30&lt;sup&gt;th&lt;/sup&gt; of that year so watch
out for this one. The first time you send in the application you have to send
in registration papers for your horse for the registry that you specify as the
PO for your horse. The form has the list of participating organizations (PO) for
the year end awards program. FHANA is listed as well as a few others. &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;To get most of these awards you need to look
at the class requirements for each class. I know USDF awards usually require 3
shows. &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;RMDS
also requires volunteer hours for the year to get yearend awards so be aware of
what your group requires for you to get yearend awards. &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
With the USDF awards most registries have their own awards
programs. FHANA has a list of awards that they offer if you submit your scores &lt;a href=&quot;http://www.fhana.com/sport/performance-awards&quot;&gt;http://www.fhana.com/sport/performance-awards&lt;/a&gt; .
For the USDF All breed award for FHANA you don’t have to submit anything, that is already
calculated and relayed back to the organization. &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Summary for weanlings that you may show get a USEF and IFSHA
membership the year they are born so you can save money. Even if you never use
it it’s still a good just in case. And when you sell the horse it’s on the
transfer fee not the full registration amount. For all other ages IFSHA the
younger they are the better to get a life discount. &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;USDF is not horse age specific so you can do
that when you are ready to show. BUT watch out for the awards points
application deadline. The late fees are huge.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://friesianhorses4u.blogspot.com/feeds/103480385823757255/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://friesianhorses4u.blogspot.com/2018/10/show-registration-and-awards.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/103480385823757255'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/103480385823757255'/><link rel='alternate' type='text/html' href='http://friesianhorses4u.blogspot.com/2018/10/show-registration-and-awards.html' title='Show Registration and Awards'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5491089849751007150.post-4837671389820612942</id><published>2018-02-23T15:18:00.005-07:00</published><updated>2018-02-23T15:18:57.773-07:00</updated><title type='text'>Frozen Semen and Friesians</title><content type='html'>I get really frustrated when I hear a lot of people say Friesians are not good with Frozen semen. So many people and steps are involved in getting a pregnancy from frozen semen. The stallion semen quality at ejaculation, the handler&#39;s ability to follow the freezing process properly, the right extender at collection and for freezing, the right concentration in the straw, the temperature used to thaw and time in the water bath, the proper instruments (no rubber), maintaining the freezing temperatures, post thaw protocol being followed, the timing of the mare&#39;s ovulation, the mare&#39;s reproductive health, mare&#39;s physical health, mare&#39;s follicle viability, mare uterine reaction vs deep horn for insemination, the mare clearing her uterus prior to the cervix closing, a good cervix, and ultimately the embryo retention.... and a few more things inbetween...... so is it the mare...the stallion... vet.... yes and no.... a lot can go wrong at any of the steps for the process to fail &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;h3&gt;
The Stallion side&lt;/h3&gt;
It&#39;s true not all stallion&#39;s semen recovers from the freezing process the same and some don&#39;t recover at all, but that is a man/semen thing not a breed thing. Currently Post Thaw Motility is the industry indicator for evaluating semen. Obviously if you can get ahold of fertility rate with frozen semen that is most ideal. But when dealing with frozen fertility there is also a lot of error on the side of the insemination.&lt;br /&gt;
&lt;br /&gt;
So lets start with what is normal. Right now 30% + post thaw motility or better is considered acceptable. You can get conceptions with lower motility but this is the industry lower number for now. Each dose should have a minimum of &amp;nbsp;250 million sperm. The stallion collection site, on the day they do the freezing, will determine the number of straws for the dose. The person packaging the semen in the 1/2 cc straws will know how many million sperm are in each 1/2 cc&lt;br /&gt;
So if you need 250 million progressively motile sperm&amp;nbsp;for a dose and the post thaw motility is only 30% you will need to start with 833 million sperm. If each 1/2 cc straw has 200 million sperm then you would need 8.3 straws (8 or 9) if the post thaw motility is 50% then you would need 500 million sperm to start or 5 straws for that dose. &lt;br /&gt;
The stallion side will also know what extender is used and would have tested a few to see which is best for that stallion and which freezing method is best for that stallion. And remember motility does not = fertility, it&#39;s just the current best indicator because if it can&#39;t swim it can&#39;t get there. &lt;br /&gt;
&lt;br /&gt;
&lt;h3&gt;
Mare side&lt;/h3&gt;
You will get the semen frozen. It should be in liquid nitrogen from the time it is frozen till right before it&#39;s put into the mare. If the semen thawed out at any time during travel the semen will not survive and will likely infect your mare with a bacteria or fungus. &lt;br /&gt;
&lt;br /&gt;
your mare may or may not respond properly to hormones so the ultimate best way to handle a frozen insemination is to ultrasound the mare every 4-6 hours to make sure you are getting the ovulation and insemination timed close together. Ideally just before ovulation is best, but post ovulation is ok. &lt;br /&gt;
&lt;br /&gt;
when the vet is ready to do the insemination they need to follow the instructions provided by the stallion side. If there are no instructions the industry standard is 8 straws in uterine body, 37&#39;c water bath for 30 seconds, use a NON-rubber syringe and inseminate just the contents of the straws after it&#39;s thawed. Testing for post thaw motility at 10 minutes post thaw.&amp;nbsp; The only time the vet should stray from these instructions is if the stallion side sent different instructions. For example Botucrio is optimal at 46&#39;c for 20 seconds. Some stallions need 15 min post thaw to be evaluated because they are slow to wake. There is only one acceptable deviation to the norm and that is doing 1/2 dose insemination pre ovulation and 1/2 post ovulation. This is used incase the mare holds her follicle (I have seen some 55mm&#39;s held for 5 days before ovulating)&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
common mistakes - &lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1. adding extender to the thawed semen. Do not do this unless instructed to by the stallion sender and only using their instructions. Different semen handles different antibiotics and proteins differently and mixing extenders or using the wrong one can cost the pregnancy. if antibiotics are needed for the mare&#39;s protection&amp;nbsp;the vet should administer them 4 hours post insemination in the uterine body. If the vet is worried that high sperm concentration will irritate the mare&#39;s uterus or she has a history reactions to frozen semen then use deep horn. &lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 2. incorrectly doing a deep horn insemination a. not getting to the deepest part of the horn so essentially doing a deep body insemination. b. putting too much volume in a deep horn insemination - 1-3 straws deep horn is sufficient there is limited space. There are single straw insemination pipettes that can be used. &lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 3. using too many hormones with a Friesian to get them to work on the vets schedule. Friesian mares commonly have lower fertility on the cycle after leutalize is used. Friesians tend to have larger follicles so ovulation timing drugs (even combos) that say to use at 35mm+ actually for a Friesian would be 50mm+ follicle. BUT not all Friesians get oversized follicles so it can work from time to time, or have no effect on timing the ovulation, or worse, delay ovulation&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;4 not confirming ovulation. as mentioned above if the vet gives a 24 or 36hr shot to a mare that tends to have a larger follicle it could actually ovulate 5 days after they see it as a 35mm. Some Friesian&amp;nbsp;mares are not even in heat with a 35mm and we have seen follicles over 65mm. &lt;br /&gt;
&lt;br /&gt;
There are many more points and tips to breeding Friesians but &lt;br /&gt;
</content><link rel='replies' type='application/atom+xml' href='http://friesianhorses4u.blogspot.com/feeds/4837671389820612942/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://friesianhorses4u.blogspot.com/2018/02/frozen-semen-and-friesians.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/4837671389820612942'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/4837671389820612942'/><link rel='alternate' type='text/html' href='http://friesianhorses4u.blogspot.com/2018/02/frozen-semen-and-friesians.html' title='Frozen Semen and Friesians'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5491089849751007150.post-2256166181778380782</id><published>2017-07-10T08:56:00.002-06:00</published><updated>2017-07-10T08:56:39.358-06:00</updated><title type='text'>Locking Stifles- upper fixation of the patella</title><content type='html'>&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg66i_3jlqZVAvEFdHuG2UvWoy6xGrbM_vylksfeUjBGF3SRyXfbiXNORkVBuDQeeMldsxTgsfWIuW0z-mS3pFEUwgPcc9KSo8Hi5uxxx2EHUK8qOQ_BpK5-IyLz_a48gJMlUcVl2_LF3pe/s1600/patellar+-+hoofbeats+magazine.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;479&quot; data-original-width=&quot;300&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg66i_3jlqZVAvEFdHuG2UvWoy6xGrbM_vylksfeUjBGF3SRyXfbiXNORkVBuDQeeMldsxTgsfWIuW0z-mS3pFEUwgPcc9KSo8Hi5uxxx2EHUK8qOQ_BpK5-IyLz_a48gJMlUcVl2_LF3pe/s200/patellar+-+hoofbeats+magazine.jpg&quot; width=&quot;125&quot; /&gt;&lt;/a&gt;upper fixation of the patella is not a Friesian specific issue, but we talk about everything and it&#39;s come up a lot. People have tried to say that Frisians are more prone to it because they have such flexible tendons.... but they also say Friesians foals are prone to lax tendons and prone to hyper flexed tendons. In all the years of having Friesians I have only had 1 horse get upper fixation of the patella, she was in a small area for an extended period of quarantine time while in a critical growth phase. Once we could exercise her she was symptom free and had no issues in years to come. We have also never had a foal with contracted or lax tendons, so don&#39;t feel that it&#39;s only a Friesian thing. &lt;br /&gt;
&lt;br /&gt;
What is upper fixation of the patella&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2hpW8m0FK6n1k_F85ib76w6P8LNTqzrjaf4KheQSTKfik8mfMNHLh_7peoZNjGvX2qF3SiRRQ7rnWv0_Nlip64hXoZKo-pBE0zzIBbtyNl9cE26NEx_aFEr5WIPaFN_15__2IT2bct0wP/s1600/patellar-locking-.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;208&quot; data-original-width=&quot;300&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2hpW8m0FK6n1k_F85ib76w6P8LNTqzrjaf4KheQSTKfik8mfMNHLh_7peoZNjGvX2qF3SiRRQ7rnWv0_Nlip64hXoZKo-pBE0zzIBbtyNl9cE26NEx_aFEr5WIPaFN_15__2IT2bct0wP/s1600/patellar-locking-.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
The patella in a horse is also called the stifle. This part is located on the front of the hind leg at the top just before it gets to the main body. If you feel it on the horse it will feel a lot like a human knee cap, it&#39;s very similar. Horses have a locking or stay apparatus built into their stifle so that they can effortlessly sleep standing up. So it is very natural for any and&amp;nbsp;all horses regardless of breed or age&amp;nbsp;to &quot;lock&quot; their patella. The problems are when this happens in exercise or does not release normally.&amp;nbsp; There are various severities, from&amp;nbsp;a slight catching as they stride, to locking before they stride out and have to &quot;step it out&quot; to needing&amp;nbsp;human&amp;nbsp;assistance to unlock it. &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Causes for locking stifles&lt;br /&gt;
- Lack of fitness and exercise&amp;nbsp;- get those horses out, trot them over poles, up and down hills, do transition work. &lt;br /&gt;
- Longer than normal distal patellar ligaments - these can be tightened with exercise, but it should also be pointed out that growing phases can affect tendon lengths.&lt;br /&gt;
- Strait or upright pelvic limb conformation - not normally in Friesians, more seen in halter quarter horses, but it&#39;s important to breed for good leg angles. &lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFeAfv2bvgxnvmceLCA_Tk3txbftaZ0waHVuAQsA8EwGxILXgSmJ093Mm9HLWLoaFEI4IrgEgF1ZzzbVIpUE5nIMS0dLj5fe65JzQP106-E40b-GsqGFg0mMRVMVkI1rDK2-LpbrbtUehR/s1600/patellar+conformation.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;197&quot; data-original-width=&quot;575&quot; height=&quot;109&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFeAfv2bvgxnvmceLCA_Tk3txbftaZ0waHVuAQsA8EwGxILXgSmJ093Mm9HLWLoaFEI4IrgEgF1ZzzbVIpUE5nIMS0dLj5fe65JzQP106-E40b-GsqGFg0mMRVMVkI1rDK2-LpbrbtUehR/s320/patellar+conformation.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEig6h0VCA4xN2ozUV5u7hc1OEHv1nUJoe_hyphenhyphenFw2DA0fcLlww8GnRaJPRDCH6TyjCCV9G2x2PsJO5fiMBKssST2BM34gboWpipxqzSi7CL2JukXEjr1PPrGoqErh5Sbkl6Tlx7yC7DzQrCBx/s1600/palmar_plantar_angle.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;807&quot; data-original-width=&quot;624&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEig6h0VCA4xN2ozUV5u7hc1OEHv1nUJoe_hyphenhyphenFw2DA0fcLlww8GnRaJPRDCH6TyjCCV9G2x2PsJO5fiMBKssST2BM34gboWpipxqzSi7CL2JukXEjr1PPrGoqErh5Sbkl6Tlx7yC7DzQrCBx/s320/palmar_plantar_angle.jpg&quot; width=&quot;247&quot; /&gt;&lt;/a&gt;- Negative plantar angle - seen on the back feet where the coffin bone is tipping upward and the heel is dropped. This directly affects the function of the stifle joint. So make sure your hoofs get proper trimming, x ray if needed. Like in humans if the feet are off or shoes are off it will affect everything up to your hips, spine and neck. No hoof, no horse. &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
If you horse exhibits any locking, trot to canter resistance, lameness that doesn&#39;t respond to anti-inflammatories,&amp;nbsp;drag their toes, difficulties backing and with hills, lameness when coming out of&amp;nbsp;stall rest that gets better with moving.&amp;nbsp;Or if they have outright visible locking of the stifle, please have them checked out.&amp;nbsp;&amp;nbsp;&lt;br /&gt;
&lt;br /&gt;
The most effective way to treat/prevent this situation is to have a horse that is conformational correct,&amp;nbsp;in&amp;nbsp;regular exercise and able to move regularly. &lt;br /&gt;
&lt;br /&gt;
Other more significant treatments if the horse is chronic include corrective shoes (to fix the coffin bone angle). Also estrogen therapy has been known to help&amp;nbsp;as well as ligament&amp;nbsp;injections. In sever cases it can be addressed surgically to restrict locking. &lt;br /&gt;
&lt;br /&gt;
I do not have a video of this as the horse was in quarantine when she was affected. But if you search on Youtube.com for &quot;locking stifle&quot; you will see many videos showing affected horses. If you have a youtube video link that you would like me to use for this blog feel free to send it to me, but please leave it online indefinitely so that I do not post a dead link. &lt;br /&gt;
&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://friesianhorses4u.blogspot.com/feeds/2256166181778380782/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://friesianhorses4u.blogspot.com/2017/07/locking-stifles-upper-fixation-of.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/2256166181778380782'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/2256166181778380782'/><link rel='alternate' type='text/html' href='http://friesianhorses4u.blogspot.com/2017/07/locking-stifles-upper-fixation-of.html' title='Locking Stifles- upper fixation of the patella'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg66i_3jlqZVAvEFdHuG2UvWoy6xGrbM_vylksfeUjBGF3SRyXfbiXNORkVBuDQeeMldsxTgsfWIuW0z-mS3pFEUwgPcc9KSo8Hi5uxxx2EHUK8qOQ_BpK5-IyLz_a48gJMlUcVl2_LF3pe/s72-c/patellar+-+hoofbeats+magazine.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5491089849751007150.post-6787788172933436761</id><published>2017-03-03T18:22:00.000-07:00</published><updated>2017-03-03T18:22:07.319-07:00</updated><title type='text'>Importing a Friesian from Holland</title><content type='html'>Some of this information can work for importing from other countries but you have to look into the specifics for each country to know for sure with the USDA. Also pricing and locations may change, this is accurate as of 1/2017 and most of it applied back in 2014 and 2011. &lt;br /&gt;
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Things to consider before putting money down on a horse. &lt;br /&gt;
Put your hands on the horse, ride it if that is what you will do with it when you get it home. This is a live animal with feelings and personality and it would be a shame to spend 20k+ to find out that you don&#39;t get along, their stride doesn&#39;t suit you, or that the horse is more horse than you can or want to&amp;nbsp;handle. So budget money for a flight and hotel/car rental to get out there to meet the horses that make your top choice list. &lt;br /&gt;
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Vet check the horse&lt;br /&gt;
In Holland if they sell a horse as a sport horse then they will usually provide leg x rays. Make sure you have your vet examine them or the University Vet hospital. Make sure someone that you trust is giving you the analysis of the x rays and take more if there are any questions. They will most likely not let you x ray a pregnant horse so if it&#39;s a mare that you plan to ride and need sound make sure that is examined before breeding, or in between breedings. &lt;br /&gt;
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Female horses sold for breeding will not usually come with leg x rays because it&#39;s implied that they are not riding horses that they are for breeding and long term soundness is not as much of a concern. It&#39;s highly recommended that you have the vet check done for yourself. If pregnant include ultrasounds of the foal. Insemination records so you know how many inseminations it took for her to get pregnant and what date she actually took. &lt;br /&gt;
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For stallions if you are planning on breeding them make sure you do a semen analysis. Have some frozen and test the frozen. Do your own test of the semen. They may provide you semen results, but it&#39;s up to you to know for sure. Ask how often the stallion is collected. When he was last collected. How many mares did he cover (broken down by year). How many confirmed pregnancies, live foals (they are not the same, so ask for both). Ask for previous years evaluations on semen. EVA tests or vaccinations (vaccinations are not common in NL). Can the stallion ship chilled semen. What were those test results. Can they Freeze, again test results. Also with Frozen and Chilled make sure that you get conception rates as well as progressive motility (not just total, but also progressive). Consider the volume of semen and concentration. &lt;br /&gt;
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Scan the Microchip to make sure it matches the papers. Also review any markings that are listed on the papers vs what the horse actually has. I have seen horses that on the papers say no markings and they poses a larger than allowed star or leg marking. If you see a leg marking that looks like it&#39;s an injury make sure you have the vet reports because at the US keurings they will want to know why the horse has a white marking that is not allowed. Accidents do happen that leave white hairs, but vet reports will tell the judge that the marking was acquired and not present at birth. &lt;br /&gt;
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DNA test the horse, hair DNA is random in Holland (taken at foal registration in the US). So if you are buying for pedigree/breeding make sure that the horse you buy is the horse on the papers. &lt;br /&gt;
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Price&lt;br /&gt;
Price depends on the horse and the papers, training, ranking at the keuring. Make sure that you do your research and don&#39;t pay more than you have to. Paying more drives up the market. As of early 2017 it was more affordable to purchase a horse already in the US than it was to buy one in Holland and pay import fees on top of the purchase price. &lt;br /&gt;
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Importing. &lt;br /&gt;
Make sure that you have reviewed the importing requirements for the USDA/APHIS &lt;a href=&quot;https://www.aphis.usda.gov/aphis/ourfocus/animalhealth/animal-and-animal-product-import-information/import-live-animals/sa_equine/ct_equine_protocol_for_importation_of_equines&quot; target=&quot;_blank&quot;&gt;EQUINE&lt;/a&gt;&amp;nbsp;as well as your state requirements for import &lt;a href=&quot;https://www.aphis.usda.gov/aphis/ourfocus/animalhealth/animal-and-animal-product-import-information/import-live-animals/ct_us+state_and_territory_animal_import_regulations&quot; target=&quot;_blank&quot;&gt;STATE&lt;/a&gt; (links may change but you can always Google USDA equine import requirements and find the current link)&lt;br /&gt;
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As of early 2017 the estimated total costs are 10k for a mare,&amp;nbsp;8k + CEM (6-12k)&amp;nbsp;for a stallion and 8k for a gelding or horse under 2 years of age. If something is found in quarantine and more tests are needed then costs can be higher. But these are realistic estimates. If you can get it for less, check every line item and make sure nothing is missing. You may have less expense in ground travel or have a lower air plane fuel cost for that time of year. But realistically set aside the above amounts and factor them into the total price you will pay for your imported horse. &lt;br /&gt;
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There are many import shipping companies that will handle the cost break down for you and manage how to get your horse door to door. There are a few ways to save money but Holland Export quarantine is not one of them, that is very standard and strait forward. And your export broker will manage the details. &lt;br /&gt;
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The broker will also handle the export permit from Holland, but please confirm with them that they will help with the US import permit. If not go to the USDA &lt;a href=&quot;https://www.aphis.usda.gov/aphis/ourfocus/animalhealth/animal-and-animal-product-import-information/import-live-animals/ct_import_live_animals&quot; target=&quot;_blank&quot;&gt;link&lt;/a&gt; to get the paperwork and make sure that it&#39;s submitted properly. You do not want your horse to arrive without this being processed. The import permit application (if simple as of 1/2017) is around&amp;nbsp;$150, amendments are more. &lt;br /&gt;
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The flight portion of the travel has to be handled by a broker of some kind because special containers are needed for horses to travel on the airplane, and a groom is required to join the horses on the plane. I had the rare chance of being the groom on our Australia to US flight with our horses but that was because they were only my horses and a 2nd groom was needed. There are rare cases where people get to fly with the horse, but don&#39;t count on it because they are liable for all the other horses on the flight also. The air cost will depend on what port you bring your horse into. The horse box will hold 3 horses, or 5 foals. Each box costs about 15k per box, so 5k per horse or 3k per foal (varies on location, but this is a reasonable figure to keep in your head).&lt;br /&gt;
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&amp;nbsp;LAX, New York,&amp;nbsp;and Florida are the most commonly used. Chicago and New Jersey have the capability but NY is the most cost effective since they have the most flights. LAX is also good for the west coast. When picking your broker make sure that they handle the export from your preferred port (Amsterdam for Holland) and your Import port in the USA. I know Florida&#39;s company has a monopoly on the import to FL so the exporting company would have to work with them. &lt;br /&gt;
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Quarantine&amp;nbsp;for horses coming into the US from Holland (as of 1/2017) &amp;nbsp;is about 3 days (other countries have other lengths of quarantine). Currently USDA/APHIS fees (as of 1/2017) is about $430 per DAY but can be up to $2500 min for the 3 days. If the horse is under 731 days or 2 years old or a gelding they will be cleared through import quarantine and be able to go home from there. &lt;br /&gt;
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If the horse is over 2 years old and Mare or Stallion then they must go to CEM quarantine after regular import quarantine. Mares stay for an avg. of 3 weeks and stallions for an avg of 5 weeks. &amp;nbsp;Make sure that the broker factors in transport from the import quarantine facility to the CEM quarantine facility. You will not be allowed to do this. The trailer picking them up will be locked by USDA when picked up and checked and unlocked by USDA on arrival at the CEM facility. It will then be disinfected per the quarantine requirements. Be aware that Florida has the highest rate for CEM quarantine prices (about 2500 more per horse) so driving a distance may be cheaper than doing CEM in Florida. &lt;br /&gt;
As you can quickly see prices vary A LOT. Your broker will have the most current list and prices and locations to know what is your cheapest and best option. &lt;br /&gt;
&lt;a href=&quot;http://www.vetmed.ucdavis.edu/ceh/quarantine/q_fees.cfm&quot; target=&quot;_blank&quot;&gt;UC Davis CEM isolation prices&lt;/a&gt; (about 3400 for mares&amp;nbsp;12,200 for stallions. This said 15 days, but it&#39;s usually 21 days....) So do your homework where you want your horse to go to CEM. The broker can help. Sometimes it&#39;s cheaper to drive further then it is to have your horse quarantined close to home. &lt;a href=&quot;https://ncsu.edu/ncsu/cvm/vhc/sfs/ehc-sp/cem.html&quot; target=&quot;_blank&quot;&gt;NC CEM location&lt;/a&gt;&amp;nbsp;(Stallions: $5,365 total. Length of stay is 35 to 40 days.* Mares: $2,262  total (with or without foal). Length of stay is 19 to 21 days) &lt;br /&gt;
Sky Coast in KY estimates 6500 for stallion CEM, mare was not posted online. &lt;br /&gt;
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Other fees to look out for&lt;br /&gt;
You will have a US customs import fee based on the value of the horse&lt;br /&gt;
(more fees to come, after all, it&#39;s the Government we are talking about. They love adding fees)&lt;br /&gt;
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If you use a broker door to door then you should be ok, but knowing all the above information will help you avoid having a broker miss something and have problems with your import. There are some companies that are used more than others and I&#39;m not advertising for any of them or vouching for any of them but if you use the search Holland horse flight you&#39;ll find listings. Some other searches didn&#39;t pull up the broker sites. Horse 2 fly and IRT are ones that we have used. But get quotes from people and ask forums if they are trusted companies. &lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://friesianhorses4u.blogspot.com/feeds/6787788172933436761/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://friesianhorses4u.blogspot.com/2017/03/importing-friesian-from-holland.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/6787788172933436761'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/6787788172933436761'/><link rel='alternate' type='text/html' href='http://friesianhorses4u.blogspot.com/2017/03/importing-friesian-from-holland.html' title='Importing a Friesian from Holland'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5491089849751007150.post-7140718984313077562</id><published>2017-02-12T11:59:00.003-07:00</published><updated>2017-02-12T11:59:52.745-07:00</updated><title type='text'>Gelding or Stallion</title><content type='html'>I seem to get this question a lot so I&#39;m going to put it on the blog. &lt;br /&gt;
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My go to answer is always.... YOU have to live with the horse so if you are not enjoying a horse with testicles, then geld. Testicles must be earned.&lt;br /&gt;
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In Europe the stallions are shown, the mares have babies. Some ride the mares and show them but it&#39;s not as common as riding stallions. So having a bunch of stallions in a ring is not uncommon. But in the US the trend is Geld or buy mares. &lt;br /&gt;
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Stallions are fantastic to ride. You don&#39;t have to breed a stallion for them to stay a stallion you can just ride them and enjoy the macho that comes with the extra testosterone. HOWEVER, you should have them properly housed and fenced so that no accidental pregnancies occur. Or accidental visitors that would get the stallion in trouble. At our farm our stallions have an extra rope or halter tied&lt;br /&gt;
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around the door. Not because the stallion is doing anything wrong, but because people who don&#39;t know that horse is a stallion will have one extra step to get in their pen, or ask why that horse has a tie on the gate. Almost all our horses are solid black no white, so who&#39;s who to the lay person. Well I took the guessing game for them away. Our stallion pens also have hot wire and they are double fenced from the outside world. Our whole property if fenced, then they are fenced again inside that. It makes sure that our neighbors don&#39;t turn their mare loose in heat on the fence line and tease my stallion into getting hurt and tangled in the fence. so 10-20 ft between the careless neighbors and my stallions is one extra step to make sure my boys don&#39;t get hurt and we don&#39;t have accidental babies. &lt;br /&gt;
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On the farm the stallions can come within a few ft of the mares as long as they behave. But that is up to you with your horses. Some people give the stallion a companion, mare, gelding, other stallion. That is your choice but please have a plan for the foal if you use a companion mare. I have one stallion that likes living with a mini donkey stud. I have 2 other stallions that live together and have grown up playing and loving on eachother.&amp;nbsp; But please be responsible, we all know where babies come from at this point, so please don&#39;t make one&#39;s that will end up at auction, or dog food. Have a purpose if you have a foal. &lt;br /&gt;
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Other considerations, not many boarding facilities allow stallions and some shows have age restrictions on who can handle stallions. I know in Australia there were even shows that didn&#39;t allow stallions and extra rules for stallions if they did. Like green tags on the bridles (made for ugly show photos, but warned the unaware mare owners you were&amp;nbsp;there). Also Stallions had to be double tied, these were outside trailer tied shows so it was not set up for stabling a stallion like some US shows. I know some US shows have trailer tying, some have stalls in barns. Each show is different. One suggestion if you want to alert people to the presence of a stallion in this gelding/mare show world. I have gone out and bought normal saddle tress, or saw horses from the hardware store (home depot or lowes et all) painted them bright colors and wrote stallion across them. When I set them up on either side of the stallion or alley way it makes people look before just walking up on him with their in heat mare, or just flat out not paying attention. It&#39;s not that my stallion will do anything wrong, it&#39;s that it&#39;s rude to tease him if he&#39;s standing there getting tacked up or waiting on his class. &lt;br /&gt;
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Now if you do decide the time has come where you want a gelding instead of a stallion then that is great. Don&#39;t feel bad, you are the one that has to live with them. If he&#39;s so absolutely genetically important for the breed to survive and excel then it might be an option to sell him or lease him out. Or even collect, freeze and then geld to preserve the genetics. BUT most of the time they are amazing to you, and your special friend. you can still preserve his DNA, but not every stallion needs offspring. There are plenty of horses in the slaughter sales that you don&#39;t need to be adding more. If you have a purpose and destination for the offspring great, but if that stallion is a terror to be around.... will the offspring also be the same way... so is it worth it. &lt;br /&gt;
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Timing for gelding. There are vets that geld when the foal is born. I personally don&#39;t recommend doing it that early since there is so much growth associated with reproduction hormones.&amp;nbsp; But if you can see both then they can be removed. I also don&#39;t like to put foals through such trauma, they already have such a hard time in the first 6 months of life. I would wait till after 6 months of age at min. because horses have immunity from their dam&#39;s colostrum, that has to last them till they are about 6 mo and can start forming their own immune system. If they use up that immunity fighting castration, then you&#39;ll likely have to do a plasma transfusion to get them through till they are 6 mo. Also I like my colts to have tetanus and some vaccinations before they go under the knife. 6 mo is usually when vaccinations are affective, and depending on the label on the vaccination might be the soonest the vaccine can be given. &lt;br /&gt;
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You can wait till they are 2 or 3 to see what kind of man they turn into. I have stallions that don&#39;t even know they are studs, so they don&#39;t bother me to stay studs even if not breeding. I also have some that turn into studs on steroids and need their egos checked all the time. I don&#39;t mind it, but I know it would be a lot more than some could handle. If they get violent or untrustworthy, game over, jewels are gone. &lt;br /&gt;
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Stallions that get into their teens and are not gelded will have more chrest development and larger testicles. They can be gelded, but it&#39;s at a risk of the chrest falling. But if a stallion comes to me that is not breeding quality, is not quiet to be around and is not safe then there is no reason to cry over a crest, bye by jewels. &lt;br /&gt;
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Stallions that are in their 20&#39;s, now that is a riskier surgery because of their age, it can be done, but if they are safe and can be stabled properly and they don&#39;t have anything wrong with their testicles I would just leave them. But even a 20 yo jerk can have his jewels removed. &lt;br /&gt;
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So long story short. What are you willing to live with, put up with, how do you want your time spent with your horse. Make sure your decision is for your sanity. You can always collect and freeze if DNA preservation is necessary (some don&#39;t freeze or don&#39;t have conceptions with frozen so have that tested prior to removal, but most have some ability to make a foal if needed). And if you choose to keep your stallion make sure that you only breed with a purpose and plan for that foal. </content><link rel='replies' type='application/atom+xml' href='http://friesianhorses4u.blogspot.com/feeds/7140718984313077562/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://friesianhorses4u.blogspot.com/2017/02/gelding-or-stallion.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/7140718984313077562'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/7140718984313077562'/><link rel='alternate' type='text/html' href='http://friesianhorses4u.blogspot.com/2017/02/gelding-or-stallion.html' title='Gelding or Stallion'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVqZcJH-8TcSUD3avdk4KUFpMvT1kAg-2RxMPMn2phCjC95xQcQ9_ArNeq6H4RX3PssgMXegnEw4nFrg_5UiqI05oKK8Y2QbsWQ-lonCHSl9UcXAbxs0bZx-T91yNxnb1K4kjJofJZ4BnA/s72-c/10887171_10204191970933662_6318554320493683659_o.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5491089849751007150.post-7727902774389514470</id><published>2017-02-12T11:23:00.000-07:00</published><updated>2018-11-12T13:36:08.666-07:00</updated><title type='text'>Megaesophagus</title><content type='html'>&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqYxi0SK7XoHS0x8Ip1TlVyDpBssrP5-EKF-AJmG6vIk66aiSJcAdlbG7DxumsLk-NagJPNVty_p3Ump91q1Drx3OtV7iA7pUaanNyp9YV5s434SfsIon4a6__p9C4Z6JJo2uBXvgUX83F/s1600/megaesophagus.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;177&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqYxi0SK7XoHS0x8Ip1TlVyDpBssrP5-EKF-AJmG6vIk66aiSJcAdlbG7DxumsLk-NagJPNVty_p3Ump91q1Drx3OtV7iA7pUaanNyp9YV5s434SfsIon4a6__p9C4Z6JJo2uBXvgUX83F/s200/megaesophagus.png&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;Megaesophagus in Friesians is on the talk boards a lot lately.&amp;nbsp; It&#39;s common in dogs and has been seen in other breeds. But with the Friesians there are unique traits associated with the disorder.&lt;br /&gt;
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Symptoms include chronic choke and swelling/deformation of the area where the esophagus is on the neck. Loss of weight (because of the swallowing complications) Some horses have nasal discharge from the backup of feed. (See photo). &lt;br /&gt;
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This is a lot more than just a choking disorder, it&#39;s actually on the cellular level of the esophageal structure. The malformation results in impaired function of the esophagus which then&amp;nbsp;results in&amp;nbsp;choke and debris collecting in the&amp;nbsp;esophagus. Some horses have&amp;nbsp;mild cases and can be&amp;nbsp;managed with moist food, frequent small mash meals, elevated eating and lifestyle adjustments.&amp;nbsp;Decreased exercise can also help. This disorder is degenerative and develops as the horse ages so there is not cure, just treatment. Some have sever enough deterioration that they have to be put to sleep so evaluation of your horses situation and quality of life&amp;nbsp;is very important. &lt;br /&gt;
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The best tool for diagnosis is to have contrast radiographs or endoscope. When scoped there is a clear difference in a unaffected horse vs a horse with megaesophagus. On Autopsy Friesians with Megaesophagus&amp;nbsp;usually have&amp;nbsp;thickened esophageal walls and not much sign of food pockets or tissue degeneration from obstructions fermenting. Further examination of the tissue also shows decreased elastin, and disorganized collagen. Where other breeds tended to have a fold or pocket that deteriorated or other degradation to the tissue.&lt;br /&gt;
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There is some belief that because in Friesians the megaesophagus is related to abnormal collagen that it could be hereditary, there are no genetic tests in place to prove or disprove this but it&#39;s something that should be addressed. So if you have a horse with Megaesophagus and want to share their pedigree that would be appreciated. The more information we have the better chance we have at helping our horses. Fenway Foundation is trying to research&amp;nbsp; Megaesophagus and it&#39;s link to the collagen disorder, they even believe it can be linked with CPL and Aortic Rupture. They are not disclosing blood lines, but if you would like to share that information either privately with me or publicly on the blog I&#39;m happy to share whatever information I can. &lt;br /&gt;
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Here is a postmortem of a&amp;nbsp;torn esophagus. &lt;br /&gt;
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This is a video of Freerk, a Friesian with Megaesophagus. The information in the video was provided by the owner, Thank you. It is to help other owners with similar situations, however your veterinarian needs to be consulted for your specific case. If you have any information to share about your success or struggles please share that with us so that we can help more people through this situation &lt;br /&gt;
&lt;a href=&quot;https://youtu.be/CuzzFNHkouA&quot; target=&quot;_blank&quot;&gt;VIDEO - Freerk&lt;/a&gt;&lt;br /&gt;
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&lt;a href=&quot;https://www.researchgate.net/publication/276316579&quot; target=&quot;_blank&quot;&gt;Research Gate A&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://slideplayer.com/slide/3852917/&quot; target=&quot;_blank&quot;&gt;Slide show with some information, independent source&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.fenwayfoundation.com/2015PDF/Megaesophagus-Ploeg-Etal-14.pdf&quot; target=&quot;_blank&quot;&gt;Article C&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://fenwayfoundation.com/friesian-advocate/11-myth-or-real-megaesophagus-is-most-likely-a-hereditary-condition-in-friesian-horses/&quot; target=&quot;_blank&quot;&gt;Fenway Info&lt;/a&gt;&lt;br /&gt;
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Gay recently had a 16yo gelding diagnosed with ME- here is a helpful status update from her Facebook post&lt;br /&gt;
&lt;span style=&quot;background-color: #eff1f3; color: #1d2129; font-family: Helvetica, Arial, sans-serif; font-size: 13px;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Status update- 11mo since diagnosis. What has worked/made him feel the best - short/medium grass in the field. He&amp;nbsp;&lt;span class=&quot;_5mfr&quot; style=&quot;font-family: inherit; margin: 0px 1px;&quot;&gt;&lt;span class=&quot;_6qdm&quot; style=&quot;background-image: url(&amp;quot;https://static.xx.fbcdn.net/images/emoji.php/v9/f6c/1/16/2764.png&amp;quot;); background-repeat: no-repeat; background-size: contain; color: transparent; display: inline-block; font-family: inherit; font-size: 16px; height: 16px; text-shadow: none; vertical-align: text-bottom; width: 16px;&quot;&gt;❤️&lt;/span&gt;&lt;/span&gt;It and seems very happy/normal with a field of grass to eat. Long not mowed grass, eating dry hay (too much too quick) or (too much too&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;background-color: #eff1f3; color: #1d2129; font-family: Helvetica, Arial, sans-serif; font-size: 13px;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;quick) soaked(watery soup) triple crown senior all have the same affect- he will stand, not want to move, waits until it passes, if it doesn’t pass in under 5 min he will also put his nose to the ground and back up, flemen intermittently . He does not like you touching the underside of his neck nor making him move during this -hoofs are glued to ground. He lost some weight but look in good flesh still. Now that we are going into winter, he is eating more hay from his 1” hay nets/bags inside/outside I am starting to see the signs above again&amp;nbsp;&lt;span class=&quot;_5mfr&quot; style=&quot;font-family: inherit; margin: 0px 1px;&quot;&gt;&lt;span class=&quot;_6qdm&quot; style=&quot;background-image: url(&amp;quot;https://static.xx.fbcdn.net/images/emoji.php/v9/fd3/1/16/2639.png&amp;quot;); background-repeat: no-repeat; background-size: contain; color: transparent; display: inline-block; font-family: inherit; font-size: 16px; height: 16px; text-shadow: none; vertical-align: text-bottom; width: 16px;&quot;&gt;☹️&lt;/span&gt;&lt;/span&gt;&amp;nbsp;. It is amazing how much hay this horse can empty from 1” hole hay net&amp;nbsp;&lt;span class=&quot;_5mfr&quot; style=&quot;font-family: inherit; margin: 0px 1px;&quot;&gt;&lt;span class=&quot;_6qdm&quot; style=&quot;background-image: url(&amp;quot;https://static.xx.fbcdn.net/images/emoji.php/v9/f4/1/16/1f60f.png&amp;quot;); background-repeat: no-repeat; background-size: contain; color: transparent; display: inline-block; font-family: inherit; font-size: 16px; height: 16px; text-shadow: none; vertical-align: text-bottom; width: 16px;&quot;&gt;😏&lt;/span&gt;&lt;/span&gt;. Last week for the first time I saw him slam his hay net in anger after it looked like he ate too much and he was standing there waiting for it to pass, feel better. I wish there was grass for him to eat year round. He is boarded so no option for wet hay. IMO wet hay would be hard to get out of a 1” hay net and I am sure he would eat too much too soon if free choice . I give him 90% standlee Timothy, some soft alfalfa mixed in, recently adding small amount of triple crown alfalfa-lox. In his triple crown soup he gets 3/4 cup senior and 3/4 cup complete soaked plus (all powder) supplements, cosequin, slippery elm, Smartpak digest ultra , u guard 7. No dry pellets or dry treats, no apples, no carrots etc- cannot beat these even if chopped up&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://friesianhorses4u.blogspot.com/feeds/7727902774389514470/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://friesianhorses4u.blogspot.com/2017/02/megaesophagus.html#comment-form' title='9 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/7727902774389514470'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/7727902774389514470'/><link rel='alternate' type='text/html' href='http://friesianhorses4u.blogspot.com/2017/02/megaesophagus.html' title='Megaesophagus'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqYxi0SK7XoHS0x8Ip1TlVyDpBssrP5-EKF-AJmG6vIk66aiSJcAdlbG7DxumsLk-NagJPNVty_p3Ump91q1Drx3OtV7iA7pUaanNyp9YV5s434SfsIon4a6__p9C4Z6JJo2uBXvgUX83F/s72-c/megaesophagus.png" height="72" width="72"/><thr:total>9</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5491089849751007150.post-8439527883133784248</id><published>2017-02-05T22:36:00.001-07:00</published><updated>2017-02-05T22:36:11.096-07:00</updated><title type='text'>CPL - Chronic Progressive Lymphedema</title><content type='html'>It&#39;s very common for people on the chat groups to post about scratches, greasy heel, dermatitis on the fetlocks and pasterns. Most of the time it can be treated with the appropriate antidote. Scrapings can help you determine if it&#39;s being caused by mites, fungus, bacteria. You can also evaluate your horses immune system to see if they are not defending themselves. This will not be a post on the million ways to treat scratches/greasy heel because if the test shows X then you treat with Y... so talk with your vet.....&lt;br /&gt;
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But what about the times when NOTHING works. you treat all the fungus, bacteria and have your diet in check, feathers cleaned and dried, footing/bedding dry, moved locations, but the horse is still chronic. They even seem a little swollen in the lower legs. ......&lt;br /&gt;
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They might have CPL. Many draft and feathered breeds suffer from CPL. Fenway Foundation and a few other research parties are trying to figure out why it happens a lot in Friesians &lt;a href=&quot;http://fenwayfoundation.com/2015PDF/CPL-Flyer-Friesians.pdf&quot; target=&quot;_blank&quot;&gt;LINK&lt;/a&gt;. There is no solid research results&amp;nbsp;to support the claims that it&#39;s genetic or that it&#39;s environmental or that it&#39;s a collagen disorder. But&amp;nbsp; there are some blood lines that are believed to be more susceptible to chronic dermatitis on the lower legs.&amp;nbsp;They have not actually compared affected horses in a lineage and documented the environment that the horses are in to determine if it&#39;s environmental. They are working on documenting affected bloodlines. UC Davis has some information online about it &lt;a href=&quot;http://www.vetmed.ucdavis.edu/elephantitis/about.html&quot; target=&quot;_blank&quot;&gt;LINK&lt;/a&gt;&lt;br /&gt;
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There is also no easy way to document the severity or to know if it&#39;s truly CPL or just scratches. For example we had a mare that we bought that was very scaled in her feathers, had giant lumps that were hard on her fetlocks. She came from a humid climate and was moved to a dry climate. We shaved the feathers, treated with bleach for 1 week and let the hair grow back. She never had&amp;nbsp;scales again even when we moved to the beach in Australia. The lumps took a very very long time to go down and never went away completely. But exercise seemed to soften them and reduce them. So was that scratches or had she stayed in her original environment would she have been classified as&amp;nbsp;having&amp;nbsp;CPL. The lumps that would normally be classified as CPL, were they from chronic scratches in the form of scar tissue, or was it truly CPL that sent her in that direction in the first place. There is no real way to analyze this situation with so many horses in so many different locations. &lt;br /&gt;
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With the very narrow breeding pool for the Friesians, it could also be a type of allergy that has not been figured out yet. Many inbreeding programs (human or animal) result in decreased immunity and an increase in allergies and insect hypersensitivity. &lt;br /&gt;
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It&#39;s likely that a horse that has CPL tendencies will develop varying levels of CPL. Can be from periodic scratches (1) to inflamed legs that need pressure wraps with chronic dermatitis (10). Environment could take a horse that is a 2 and make it a 7, or vise versa. Or it could be that they are destined to be a certain severity. It&#39;s also likely that as the horse gets older they will be more affected. The lymph system is not as strong as they age. Their environment will continue to enable their secondary infections. Scar tissue will form and not heal. &lt;br /&gt;
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There have been correlations with feathering density and tendency towards CPL, you also may notice that the KFPS stallion selection program is getting less and less feathering.... &lt;br /&gt;
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I would love to say that there is a cure or an answer but as of yet there is not. All you can do is treat the secondary infections and symptoms and hope that you can keep the horse comfortable. Some people have moved their horses to drier environments and some have had to stay on top of treatments regularly. &lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://friesianhorses4u.blogspot.com/feeds/8439527883133784248/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://friesianhorses4u.blogspot.com/2017/02/cpl-chronic-progressive-lymphedema.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/8439527883133784248'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/8439527883133784248'/><link rel='alternate' type='text/html' href='http://friesianhorses4u.blogspot.com/2017/02/cpl-chronic-progressive-lymphedema.html' title='CPL - Chronic Progressive Lymphedema'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhH2WMKT0ZNo_8tka9RH5iX-CJgKsYhWI0WOjgsLpy0kUS1WN_c69y6t1b8_1fBBp70Uk923kaZaf4MFxs2yqfipOg99gCVw_WmSASm21hVzTZaTjGl-7gbNtXUW2NR5qv2kW2aFVvpBxGl/s72-c/cpl.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5491089849751007150.post-201695194296825234</id><published>2017-02-05T21:57:00.002-07:00</published><updated>2017-07-07T17:47:28.052-06:00</updated><title type='text'>Hydrocephalus</title><content type='html'>&lt;br /&gt;
Hydrocephalus means water on the brain. I&#39;m not going to get into the medical reasons why it happens in fetal development because it&#39;s passed on genetically and can be avoided completely. &lt;br /&gt;
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This genetic disorder is something to take very seriously because A. there is a test for it&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;B. it&#39;s lethal to the foal and C. birthing a Hydrocephalus affected baby can be traumatic or terminal&amp;nbsp;for your mare. &lt;br /&gt;
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Cure:&amp;nbsp;Test your mare before breeding and If you have a carrier mare avoid breeding with a carrier stallion. Problem is solved. &lt;br /&gt;
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As you probably guessed from above Hydrocephalus is a genetically transferred disorder. It&#39;s recessive so the only way to get an affected foal is to breed 2 carriers together. You&#39;ll have a 25% chance of an affected/dead&amp;nbsp;foal and 50% chance of a carrier foal. It&#39;s not worth the risk that you&#39;ll get the 25% chance of a non affected non carrier foal. It&#39;s irresponsible to take that risk. &lt;br /&gt;
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The reason the birthing is so traumatic to the mare, possibly causing dystocia, c section or death to the dam, is because the cranium of a hydrocephalus foal can be enlarged significantly &lt;br /&gt;
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As you can see in the next photo the brain cavity was opened up to show it&#39;s not formed completely and the fluid in that cavity was drained. &lt;/div&gt;
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The KFPS/FHANA has started testing the&amp;nbsp;all approved stallions and posting the results. I have compiled the published and known carriers on the stallion pages. If you have a positive mare and have picked a stallion that you want to breed to that is missing information please contact the KFPS directly to see if your positive mare is a risky match with the desired stallion. I believe they will not&amp;nbsp;give out any stallion information&amp;nbsp;if your mare is not tested, so please get your mare tested. &lt;/div&gt;
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Here is the form for the FHANA horses to be tested &lt;a href=&quot;http://www.fhana.com/pdfs/HydrocephalusDwarfismOrderFormfinal.pdf&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;color: #5b3f22;&quot;&gt;FORM&lt;/span&gt;&lt;/a&gt;&amp;nbsp;(email me if the link doesn&#39;t work or &lt;a href=&quot;mailto:fhana@fhana.com&quot;&gt;fhana&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/null&quot;&gt;@fhana.com&lt;/a&gt;)&lt;/div&gt;
to contact the KFPS directly for&amp;nbsp;all other books&amp;nbsp;(bb1,2, C and D books) please go to &lt;a href=&quot;http://www.kfps.nl/&quot;&gt;&lt;span style=&quot;color: #5b3f22;&quot;&gt;www.kfps.nl&lt;/span&gt;&lt;/a&gt; and contact them directly﻿&lt;br /&gt;
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IF you do not want to go through the KFPS or you do not have a pure Friesian this is a company that will test for Hydrocephalus cariers regardless of breed. &lt;/div&gt;
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&lt;a href=&quot;http://www.animalgenetics.us/Equine/Genetic_Disease/HCP.asp&quot; target=&quot;_blank&quot;&gt;Animal Genetics&lt;/a&gt;&amp;nbsp;&lt;/div&gt;
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Scientific article that you can look at for more detailed&amp;nbsp;information. &lt;/div&gt;
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&lt;a href=&quot;https://www.researchgate.net/publication/282732539&quot; target=&quot;_blank&quot;&gt;LINK&lt;/a&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://friesianhorses4u.blogspot.com/feeds/201695194296825234/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://friesianhorses4u.blogspot.com/2017/02/hydrocephalus.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/201695194296825234'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/201695194296825234'/><link rel='alternate' type='text/html' href='http://friesianhorses4u.blogspot.com/2017/02/hydrocephalus.html' title='Hydrocephalus'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWWvWy29dXPOcFXiptEWzmfOk2s8Oyj776jjQoiUeNdWwgPlvB7v6ASsUliCAwUsPO_152coOnCp4Yzg6Y-nxxvjRVAlFsHpVsfsjMGg3rNP473MALt6LQ941l-WyU3yN0tWL0qkEnUimo/s72-c/hydro.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5491089849751007150.post-6351037387489752140</id><published>2017-02-02T13:34:00.001-07:00</published><updated>2017-02-02T13:34:12.551-07:00</updated><title type='text'>EVA</title><content type='html'>Equine Viral Arteritis&lt;br /&gt;
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There are a few Friesian stallions that are currently positive for EVA. They can be positive in blood, and/or Semen. It&#39;s important to know about because one of the side affects it that it can cause abortions in mares or death in young foals. That is the part I&#39;m going to focus on. Symptoms of an infected horse are in this article &lt;a href=&quot;http://www.aaep.org/info/equine-viral-arteritis&quot; target=&quot;_blank&quot;&gt;HERE&lt;/a&gt;&lt;br /&gt;
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The virus is carried by the stallion, usually for life once they have it. It lives in Frozen, chilled and fresh semen. Mares that are&amp;nbsp;inseminated&amp;nbsp;with the affected stallion&amp;nbsp;&amp;nbsp;(or horses exposed to the + semen)&amp;nbsp;will shed the virus for about 21 days after contact with the affected semen. They will spread it through respiratory secretions to any horse within range. &lt;br /&gt;
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Unvaccinated mares in early term are likely to abort the foal. A late term pregnant mare may abort or may give birth to an infected foal that shows symptoms of pneumonia. &lt;br /&gt;
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There is a vaccination for mares. They should be tested for their existing resistance (serology), then vaccinated appropriately. After being vaccinated they should be isolated for the 21 days/3 weeks that they are shedding the virus. The vaccine is not for pregnant mares, it&#39;s for pre insemination. &lt;br /&gt;
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Colts can be vaccinated after 6mo of age, but this may affect their ability to get into other countries. I know Australia will not allow vaccinated stallions into the country or positive stallions in (as was in 2011, may change in the future)&lt;br /&gt;
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For Embryo transfer it&#39;s recommended that the recipient also be tested and vaccinated if the stallion is EVA +. &lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://friesianhorses4u.blogspot.com/feeds/6351037387489752140/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://friesianhorses4u.blogspot.com/2017/02/eva.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/6351037387489752140'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/6351037387489752140'/><link rel='alternate' type='text/html' href='http://friesianhorses4u.blogspot.com/2017/02/eva.html' title='EVA'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5491089849751007150.post-8053355726722647654</id><published>2017-01-28T21:10:00.000-07:00</published><updated>2017-01-28T21:10:06.279-07:00</updated><title type='text'>Red Gene</title><content type='html'>A lot of people worry about the red gene factor in Friesians. As it&#39;s well known it&#39;s not fatal for a Friesian to be born chestnut (double red factor). They are allowed to be registered with the KFPS. As of now they are not allowed to be advanced from the foalbook, however if a chestnut mare has a black foal, that foal will be allowed to show at the keuring to try to advance out of the foalbook. &lt;br /&gt;
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The historical red gene carriers include&lt;br /&gt;
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Jillis 301&lt;br /&gt;
Wicher 334&lt;br /&gt;
Abe 346&lt;br /&gt;
Atse 342&lt;br /&gt;
Diedert 288&lt;br /&gt;
Laes 278&lt;br /&gt;
Ijsbrand 238&lt;br /&gt;
Freark 218&lt;br /&gt;
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For about&amp;nbsp;8&amp;nbsp;years the KFPS would not approve any stallions that carried the red gene. At this point they are allowing red gene carriers to be approved. As of #483 they have started posting the test results for stallions&amp;nbsp;that carry&amp;nbsp;red, dwarfism and Hydrocephalus genes, but since that time none have been red carriers. &lt;br /&gt;
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There is a Fire Friesian or Fox Friesian registry that is trying to create a gene pool to expand the number of horses with the red gene. As mentioned it&#39;s not fatal, it&#39;s just not part of the breed standard for the KFPS for advancement in the registry. If you know your mare or stallion is a carrier you can contact them to have your horse on record as a carrier. Breeding 2 carriers can give a 25% chance of producing a chestnut offspring. but would give a 50% chance of having the offspring be a red gene carrier thus keeping the recessive red gene still available in the population. &lt;br /&gt;
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If you would like to post your horse here as a carrier I&#39;m happy to do that just PM me with their name, sire and dam&#39;s 2 sires and that they are carriers or homozygous (chestnut hair). &lt;br /&gt;
</content><link rel='replies' type='application/atom+xml' href='http://friesianhorses4u.blogspot.com/feeds/8053355726722647654/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://friesianhorses4u.blogspot.com/2017/01/red-gene.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/8053355726722647654'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/8053355726722647654'/><link rel='alternate' type='text/html' href='http://friesianhorses4u.blogspot.com/2017/01/red-gene.html' title='Red Gene'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5491089849751007150.post-2539050316270896251</id><published>2017-01-28T19:32:00.000-07:00</published><updated>2017-02-12T11:02:03.826-07:00</updated><title type='text'>Aortic Rupture</title><content type='html'>Aortic rupture has been in the discussion groups a lot recently. It&#39;s not that it&#39;s not in other breeds, but the Friesians have a unique location to where their heart failure takes place. &lt;br /&gt;
Here is an article about all breeds &lt;a href=&quot;http://www.google.com/url?sa=t&amp;amp;rct=j&amp;amp;q=&amp;amp;esrc=s&amp;amp;source=web&amp;amp;cd=4&amp;amp;cad=rja&amp;amp;uact=8&amp;amp;ved=0ahUKEwje9KTqpObRAhWKsFQKHVfPCgAQFggvMAM&amp;amp;url=http%3A%2F%2Fwww.revistas.usp.br%2Fbjvras%2Farticle%2Fdownload%2F98298%2F109247&amp;amp;usg=AFQjCNEaEBm6uOK-1_DoJ-Cp21A_C1jZBQ&amp;amp;sig2=38f0CNWstla9gTcEYNJgmw&quot; target=&quot;_blank&quot;&gt;Aortic Rupture&lt;/a&gt;&lt;br /&gt;
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The more specific information that applies to the Friesian is located on the &lt;a href=&quot;http://www.google.com/url?sa=t&amp;amp;rct=j&amp;amp;q=&amp;amp;esrc=s&amp;amp;source=web&amp;amp;cd=1&amp;amp;cad=rja&amp;amp;uact=8&amp;amp;ved=0ahUKEwit_JjcpebRAhUEwVQKHb9HAOMQFggcMAA&amp;amp;url=http%3A%2F%2Fwww.fenwayfoundation.com%2Fpdf%2FAortic-Rupture-PHRYSO.pdf&amp;amp;usg=AFQjCNGInGA_8mymABjSjx7LU1VkgbD-Uw&amp;amp;sig2=rJhPhJBF6ORSEbTxkHWorA&quot; target=&quot;_blank&quot;&gt;Phryso article&lt;/a&gt; &lt;br /&gt;
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There are currently no tests available to determine risk. Please see the article to learn about symptoms and diagnosis. As the name implies it&#39;s a very serious and fatal condition. ***Update, at Utrecht they have successfully used a small ultrasound scope passed through the esophagus near the heart to view the area of the heart that could potentially have the defect. The beauty of this is that it&#39;s non invasive and the horse doesn&#39;t have to be asleep!! I am not sure the availability of this technology in the US but calling around to major equine universities or clinics should get you some answers. &lt;br /&gt;
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Also please note that there is a specific way to autopsy a Friesian to determine if they died of Aortic Ruptor so please contact Fenway Foundation.&lt;br /&gt;
Here is a Form that helps with some information from Fenway Foundation, if this link does not work please contact them directly &lt;a href=&quot;http://fenwayfoundation.com/wp-content/uploads/2016/05/Necropsy-brochure-rev-2016.pdf&quot; target=&quot;_blank&quot;&gt;FORM&lt;/a&gt; . They may have special instructions for you based on your horses symptoms so please work with them to help identify the source of the problem. &lt;br /&gt;
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If you have had or know of a horse that died of Aortic rupture please share stories and information with us so that we can help other owners. Knowing their lineage will also help, but it is not yet determined that it&#39;s genetic. It could be fetal development or post birthing complications. Any information you have could help. &lt;br /&gt;
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If links stop working please contact me and I can Email you a PDF&lt;/div&gt;
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&lt;a href=&quot;http://www.ecvpath.org/january-2016/&quot; target=&quot;_blank&quot;&gt;CASE 1&lt;/a&gt; ﻿&lt;/div&gt;
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&lt;a href=&quot;https://www.researchgate.net/publication/225046303&quot; target=&quot;_blank&quot;&gt;Research gate article A&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;https://www.researchgate.net/publication/284185716_Biomechanical_and_biochemical_properties_of_the_thoracic_aorta_in_warmblood_horses_Friesian_horses_and_Friesians_with_aortic_rupture&quot; target=&quot;_blank&quot;&gt;Research gate article B&lt;/a&gt;&lt;br /&gt;
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&lt;a href=&quot;http://link.springer.com/article/10.1186/s12917-015-0597-0?view=classic&quot; target=&quot;_blank&quot;&gt;BMC Article&lt;/a&gt;&lt;br /&gt;
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&lt;a href=&quot;http://hdl.handle.net/1854/LU-2123456&quot; target=&quot;_blank&quot;&gt;Ugent&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://friesianhorses4u.blogspot.com/feeds/2539050316270896251/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://friesianhorses4u.blogspot.com/2017/01/aortic-rupture.html#comment-form' title='5 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/2539050316270896251'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/2539050316270896251'/><link rel='alternate' type='text/html' href='http://friesianhorses4u.blogspot.com/2017/01/aortic-rupture.html' title='Aortic Rupture'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhM4JjxrOrLZ1TTD3DzOynD4r8fBFS5qFaae0ZlmGmu9uydiiaX-0ha1aby3DueB5x0eGmr6SqbHi-EfivKrlm_PGWyCFa-HDyI_64wWbP2CJV6H6t7JaiX7TjKUOUAS_Z1mzxQ_w5nKtd0/s72-c/aorta.png" height="72" width="72"/><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5491089849751007150.post-4993492142164898848</id><published>2017-01-28T18:59:00.000-07:00</published><updated>2017-01-28T20:20:35.323-07:00</updated><title type='text'>NI</title><content type='html'>Neonatal Isoerythrolysis&lt;br /&gt;
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&amp;nbsp;basically a blood incompatibility in horses, just like humans get when a mom and baby have different gene types. The big difference is that a human will need treatment during pregnancy, where foals need help just after birth. So this is not just a Friesian thing, it&#39;s a horse thing. But it&#39;s very much talked about on the breeding pages and Friesian chat groups so it&#39;s important that I post it here. &lt;br /&gt;
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Simple summary -&lt;br /&gt;
The foal gets it&#39;s immunity from the first 24 hours of milk from mom, called colostrum. If the mom is producing enzymes that &quot;fight&quot; the blood type of the foal it&#39;s carrying, then when the foal drinks the colostrum, the colostrum will &quot;fight the foal&quot;.&amp;nbsp; It&#39;s FATAL so take it very seriously and don&#39;t take your eyes off the foal. That is about as basic as it comes for an explanation.&lt;br /&gt;
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It&#39;s a red blood cell disorder where the mares antibodies to attack the foals red bloodcells, causing oxygen deprivation, decreased immunity and ultimately&amp;nbsp;organ failure. &lt;br /&gt;
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The quick fix is&amp;nbsp;early identification that the foal is getting&amp;nbsp;weaker after ingesting the colostrum.&amp;nbsp;Then remove them from that situation. Either muzzle&amp;nbsp;the foal or put them in a foal holding box, or anything you can to keep that foal from nursing for the first&amp;nbsp;36 (48 to be safe) hours after birth. In the meantime feed the foal colostrum from another mare, powder, and consider a plasma transfusion. For that 36-48 hours that you are keeping the foal off the dam, milk her like crazy, get that colostrum out of her and make sure she&#39;s running white milk before the foal is back on the dam. At 48 hours the foals gut will stop absorbing the colostrum. &lt;br /&gt;
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Symptoms to be on the watch for in the first 3 days&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; decreased suckling, weakness, increased heart rate, increased respiration, white or yellowing gums, lethargy and weakness, decreased flight response (a baby should have some fight even when imprinted) &lt;br /&gt;
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IF you didn&#39;t catch it quickly you will likely need a plasma transfusion for the foal. IV fluids and serious vet care to make sure that the foals organs are not damaged. Even if you caught it early it&#39;s always important to have the vet check them. &lt;br /&gt;
Before putting the foal back with the mare you will want to get a Jaundice Foal Agglutination (JFA) test done to make sure that the foals blood and the Mare&#39;s colostrum/milk are combatable. &lt;br /&gt;
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The foal shown below has jaundice from being compromised from NI. At this point the foal has been in full vet care, it&#39;s 5 days old in this photo. &lt;br /&gt;
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You can do blood tests with in 2 weeks of foaling to see if the mare&#39;s antibodies are increased. If the mare is positive for the antibodies make sure you have a muzzle handy,&amp;nbsp;and all the supplies to feed a foal. You&#39;ll need colostrum (1-2 pints min, more if possible) it can be&amp;nbsp;powder or frozen (NI neg mares). You&#39;ll also need milk&amp;nbsp;(for foals, not cows) follow the instructions or see our post on orphaned foals. They will likely need 12 oz every 2 hrs. Also get the mare some Domperidone (milk stimulator) so you can get her milked out faster. Keep milking her often so that her milk let down keeps up with the volume you are feeding the foal so when they are put back together she&#39;s not too dry for the foal. &lt;a href=&quot;http://www.vetmed.ucdavis.edu/vmth/lab_services/clinical_labs/Featured_tests/equine_blood_typing.cfm&quot; target=&quot;_blank&quot;&gt;UC Davis Blood Test for NI&lt;/a&gt;&amp;nbsp; &lt;a href=&quot;http://getgluck.ca.uky.edu/files/ni_testing_submission_form_nov2016.pdf&quot; target=&quot;_blank&quot;&gt;UK&amp;nbsp;blood test for NI&lt;/a&gt;&amp;nbsp;(we are not affiliated with&amp;nbsp;any testing facility&amp;nbsp;this is just to help because so few places do blood typing now that DNA has replaced blood type for parent verification)&lt;br /&gt;
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In summary you can test for NI, it&#39;s not breed specific, it&#39;s easy to treat if you know you have a positive mare, and it&#39;s fatal if you don&#39;t catch it in time and give the foal proper treatment. &lt;br /&gt;
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more posts on NI&lt;br /&gt;
&amp;nbsp;&lt;a href=&quot;https://hagyard.com/custdocs/NI%20-%20April%20Newsletter.pdf&quot; target=&quot;_blank&quot;&gt;NI Posting&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://bingweb.binghamton.edu/~lkaspere/(NI).pdf&quot; target=&quot;_blank&quot;&gt;NI posting 2&lt;/a&gt;&lt;br /&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://friesianhorses4u.blogspot.com/feeds/4993492142164898848/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://friesianhorses4u.blogspot.com/2017/01/ni.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/4993492142164898848'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/4993492142164898848'/><link rel='alternate' type='text/html' href='http://friesianhorses4u.blogspot.com/2017/01/ni.html' title='NI'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYH0PEi7VIPcQbLH7BFJmcoPr4iAs_QhYIn7mN-YYwwtc_erODFhGiRLU0gx6nfn6MuaB4VCyDQGdUC9JjEMAo8okRrc2wjEtrYsTC4dT_eKQKx1vim9mOq7pERslEp0NDeLh0m8bzuthC/s72-c/NI+foal.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5491089849751007150.post-7484305721011733473</id><published>2017-01-28T15:20:00.000-07:00</published><updated>2017-02-02T09:09:59.676-07:00</updated><title type='text'>Dwarfism</title><content type='html'>One of the disorders associated with horses is Dwarfism. Right now it&#39;s a hot topic of conversation with the Friesians because the KFPS has developed a test that is about 98% accurate to determine if a Friesian is a carrier. Because the test is not 100% conclusive and is based on gene markers, not a single gene it&#39;s not a widely used test. But 98% is better than not knowing. The KFPS will test any pure Friesian horse (even if it&#39;s not mainbook/fhana) as long as it&#39;s pure Friesian (b- book 1 or 2 or D or C books, out of non approved sires) they will test it for you for a small fee. &lt;br /&gt;
&lt;br /&gt;
Here is the form for the FHANA horses to be tested &lt;a href=&quot;http://www.fhana.com/pdfs/HydrocephalusDwarfismOrderFormfinal.pdf&quot; target=&quot;_blank&quot;&gt;FORM&lt;/a&gt;&amp;nbsp;(email me if the link doesn&#39;t work)&lt;br /&gt;
to contact the KFPS directly for non approved stallion offspring (bb1,2, C and D books) please go to &lt;a href=&quot;http://www.kfps.nl/&quot;&gt;www.kfps.nl&lt;/a&gt; and contact them. &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Dwarfism is not a new thing or a Friesian only thing. Miniature horses have had several Dwarf genes and they were selected for to create the breed. Here is a general article on Dwarfism in horses, including mini&#39;s, so not specific to Friesians but there is a Dwarf Friesian photographed on that page so worth a look for information &lt;a href=&quot;http://myhorseforum.com/threads/equine-dwarfism-101.361669/&quot; target=&quot;_blank&quot;&gt;Dwarfism in Horses&lt;/a&gt;. Friesians have a specific type called Diastrophia Phenotye. &lt;br /&gt;
&lt;br /&gt;
Breeding and why you should know if your mare is a carrier before picking a stallion for her to mate with&lt;br /&gt;
Dwarfism is a recessive gene meaning that the affected horse has to have both Dwarf genes to exhibit symptoms. &lt;br /&gt;
Genetically speaking if you breed a non carrier (BB) to a carrier (Bd) each offspring can&amp;nbsp;get 1 of the 2 genes from each parent.&amp;nbsp;So with &lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;span style=&quot;background-color: white; color: purple;&quot;&gt;B&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #38761d;&quot;&gt;B&lt;/span&gt; x &lt;span style=&quot;color: #3d85c6;&quot;&gt;B&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;d&lt;/span&gt;&amp;nbsp;&amp;nbsp;you have the ability to get offspring that are &lt;span style=&quot;color: purple;&quot;&gt;B&lt;/span&gt;&lt;span style=&quot;color: #3d85c6;&quot;&gt;B&lt;/span&gt;, &lt;span style=&quot;color: purple;&quot;&gt;B&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;d&lt;/span&gt;, &lt;span style=&quot;color: #38761d;&quot;&gt;B&lt;/span&gt;&lt;span style=&quot;color: #3d85c6;&quot;&gt;B&lt;/span&gt;, and &lt;span style=&quot;color: #38761d;&quot;&gt;B&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;d&lt;/span&gt;. So 50/50 chance of having a carrier (Bd)&amp;nbsp;offspring and 50/50 chance of a non carrier (BB). &lt;br /&gt;
&lt;br /&gt;
If you breed 2 carriers (&lt;span style=&quot;color: purple;&quot;&gt;B&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;d&lt;/span&gt;) x (&lt;span style=&quot;color: #3d85c6;&quot;&gt;B&lt;/span&gt;&lt;span style=&quot;color: #e69138;&quot;&gt;d&lt;/span&gt;) you have a chance of getting &lt;span style=&quot;color: purple;&quot;&gt;B&lt;/span&gt;&lt;span style=&quot;color: #3d85c6;&quot;&gt;B,&lt;/span&gt; &lt;span style=&quot;color: purple;&quot;&gt;B&lt;/span&gt;&lt;span style=&quot;color: #e69138;&quot;&gt;d, &lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;d&lt;/span&gt;&lt;span style=&quot;color: #3d85c6;&quot;&gt;B,&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;d&lt;/span&gt;&lt;span style=&quot;color: #e69138;&quot;&gt;d&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&amp;nbsp; so you would have a 25% chance of non carrier (BB) 50% chance of carrier (Bd), and 25% chance of affected (dd). It&#39;s never recommended to breed carrier to carrier because you have that 25% risk of having an affected/symptomatic offspring. But it&#39;s not to say it has never been done, or that it&#39;s not going on right now. Testing is very recent and with only a %25 chance of affected foal there is also a chance that 75% of the time the foals were born appearing to be healthy. The only 100 % positive test to know if a Dam and Sire are carriers is to produce an affected (dd) foal. &lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
Dwarfism is not lethal to the horse, it is more inconvenient to that horse. They have shorter limbs with tendon laxity that gets worse with age, rather than getting better after birth. They&amp;nbsp;appear to have&amp;nbsp;larger heads, but they are similar in size to a full grown horse, just on a smaller body. They&amp;nbsp;sometimes have&amp;nbsp;issues with the abdominal cavity sizing and shape that can cause problems as the horse grows to a mature age.&amp;nbsp;&amp;nbsp;The growth plates of dwarf horses are also affected so they don&#39;t achieve full height. The breed standard for a Friesian is 154 min for a mare and have been at and above 170 for some. There are some friesians that are 150cm without carrying the dwarf gene, but a dwarf affected foal will be about 110cm (can vary, records are not kept very well on dwarf average heights). But full expected height will not be achieved by a dwarf affected horse, and other physical abnormalities stated above will also be present. &lt;br /&gt;
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There is a photo of a 7yo dwarf mare that has a regular size foal at foot as recent as 1995 (there may be other cases of breeding dwarf mares).&amp;nbsp;&amp;nbsp;So they can grow to be adult horses and as the photo implies, carry foals to term. If breeding&amp;nbsp; dwarf mare she would be (dd) affected, so you would want to make sure 100% that the stallion is (BB) non carrier. All the offspring would be Bd, so 100% carriers with no affected foals. So mathematically speaking it&#39;s possible to breed, but very questionable ethically and scientifically given the rib cage abnormalities, the tendon laxity of the limbs and all the stress of adding the extra weight of a full sized foal. &lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9eXq20ZDww2zNgDNSxBkH16zrsjllMBCmouSuR83Y3XcaA9lPELd9xuI4cruMmOU4lG8pNKRvLZgVNnhoZpYRINrirC7stQ6ZexNn6wXenAq3g25zxx4XeFwB6-xUu-m2An9hrGW-BC0C/s1600/dwarf+mare+with+foal.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;250&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9eXq20ZDww2zNgDNSxBkH16zrsjllMBCmouSuR83Y3XcaA9lPELd9xuI4cruMmOU4lG8pNKRvLZgVNnhoZpYRINrirC7stQ6ZexNn6wXenAq3g25zxx4XeFwB6-xUu-m2An9hrGW-BC0C/s320/dwarf+mare+with+foal.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Here is a link to an article about the gene mapping of the Dwarf gene and some added information about Dwarf Friesians. If the link no longer works please e-mail me for a pdf, I can&#39;t upload pdf&#39;s to the blog??&amp;nbsp; &lt;a href=&quot;https://www.researchgate.net/publication/309703433&quot; target=&quot;_blank&quot;&gt;ARTICLE&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Historically &lt;br /&gt;
Firstly, approved stallions are given #&#39;s after their name indicating the order that they were approved in. Friesians are from a very small gene pool that in recent times can trace back to 3 stallions. Tetman 205, Age 168, Ritske 202 P so the gene pool is very small. &lt;br /&gt;
But lets go back a bit further and focus on Darfism, the topic of this converstaion.&amp;nbsp; The following stallions have been known to have produced 1 or more dwarf foals. Prins 109,&amp;nbsp; Alva 113, Friso 117, Paulus 121, President 123, Nemo 51, Frits,&amp;nbsp;Cramer 136, Elvis 138, Corbus 248, Remmelt 323, Lukas 324.&lt;br /&gt;
&lt;br /&gt;
Some&amp;nbsp;non approved stallions&amp;nbsp;and&amp;nbsp;pure Mares&amp;nbsp;that have produced&amp;nbsp;Dwarf foals but it&#39;s un known if the gene comes from their sire or their dam line so it&#39;s not conclusive if their sire carries or their dam, but they got the gene from one of them and have produced&amp;nbsp;1 or more dwarf offspring - &amp;nbsp;Lyckle B (son of Ulrik 168) and Maurits Friso (son of Dagho 247), 4 mares (by Yjsbrand 238). 2&amp;nbsp;Mares (by Jochem 259) If you have information on any dwarf offspring or positive mares or stallions please help us share that information.&lt;br /&gt;
&lt;br /&gt;
Current stallions (starting with # 483) have all been tested and reported. Stallions before that are not being reported unless the stallion owner posts it. Mostly because of the EU privacy laws, but also because the last big dna reveal, Red Gene, caused 1000&#39;s of loosed breedings for carrier stallions so there is a lot of fear of repercussions of public posting. The tested approved stallions are on my blog pages by stallion #, not all are tested. .&lt;br /&gt;
&lt;br /&gt;
The KFPS IS, yes IS, still approving carrier stallions. It&#39;s up to the mare owners to also test so that they know what their breeding risk is. Check out the &lt;a href=&quot;http://friesianhorses4u.blogspot.com/p/stallions-in-number-order-200.html&quot; target=&quot;_blank&quot;&gt;STALLION LIST&lt;/a&gt;&amp;nbsp;to see who of the 483# and higher carries and who doesn&#39;t. &lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;I&#39;m also putting together a list of carrier horses. SO if you have a carrier horse please message me a copy of the papers and what they are&amp;nbsp;carriers for. I will not post the papers just the lineage. Or send&amp;nbsp;the Sire, Dam sire, grand dam&#39;s sire, and great grand dam&#39;s sire. There is still a small chance the gene came from further back but statistically the&amp;nbsp;carrier would be in that list. For example there is a Carrier A, he&#39;s a Sape 381(-) x Thomas 327 x Djurre 284 x Corbus 248. Sape is negative for dwarf, so we know the gene had to come from one of the others. It just so happens that history shows Corbus 248 as a carrier, but that doesn&#39;t mean that Thomas and Djurre are not the one&#39;s that gave it to the dam. So it would be important for people with mares with&amp;nbsp;Corbus, Thomas and Djurre to get tested. It is still important&amp;nbsp;to test all breeding horses, however some people who are sitting on the fence about testing may get the push when they see their&amp;nbsp;mare&#39;s lineage on the list.&lt;br /&gt;
&lt;br /&gt;
The only true + test is a dwarf foal. I would love for people to share those results with us also, but I also hope there are not many out there. If anyone has any first hand photos of a dwarf Friesian horse please share that with me, so we can share as much information as we can. The new tests are great, but the only 100% proof of being a carrier is producing and affected offspring. &lt;br /&gt;
&lt;br /&gt;
Non KFPS dwarf information - &lt;br /&gt;
Here is another page with more information on Dwarfism. The one main thing that I would point out is that they state that by crossing Friesians with other breeds we are &quot;spreading&quot; the dwarf risk HOWEVER, other breeds are carriers of the dwarf genes. We just have more people talking about the Friesian&#39;s right now. A Friesian x TB produced a Dwarf foal, that is only possible because the TB was a carrier of the same gene disorder as the Friesian. so it will not &quot;spread&quot; it&#39;s already out there. &lt;a href=&quot;https://www.equine-dwarfism.com/ocd-friesian-dwarfism/&quot; target=&quot;_blank&quot;&gt;PAGE&lt;/a&gt;&lt;br /&gt;
Even the American Morgan Horse Association is working on Dwarfism testing, showing it&#39;s a concern in that breed also &lt;a href=&quot;http://www.amha.org/pdf/memb/Minutes/Feb%2009%20Genetics%20Report006.pdf&quot; target=&quot;_blank&quot;&gt;LINK&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://friesianhorses4u.blogspot.com/feeds/7484305721011733473/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://friesianhorses4u.blogspot.com/2017/01/dwarfism.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/7484305721011733473'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/7484305721011733473'/><link rel='alternate' type='text/html' href='http://friesianhorses4u.blogspot.com/2017/01/dwarfism.html' title='Dwarfism'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKsgu_V_7GsBHPfuF-63-RAcje9cN1puD4AGpstFb6YEKz1fULM1lU8c51VoDdvhiG9RrZ-qPqLsrRfRdfz9j1dj5YibCBGDRVDp7OJO40n7RE-nQ7XhLRbICJBWOQL8jxRz26uPnnb5kq/s72-c/dwarff.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5491089849751007150.post-4802374053316004573</id><published>2016-11-29T19:52:00.003-07:00</published><updated>2016-11-29T19:52:50.181-07:00</updated><title type='text'>CSU hay test explained</title><content type='html'>

&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-size: 12pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;For
starters horses need a minimum of 1% forage but in reality a horse will want
to, and naturally, consume 1.5-2% of their diet in forage to meet their energy
needs. Hay is your forage. &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;So if your
horse weights 1200 lbs you should not give them less than 12lbs of forage a day
with 18-24lbs/day being more realistic to their natural and desired
consumption. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-size: 12pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;If
you have a horse that is susceptible to obesity do not reduce the volume of
hay, reduce the quality of hay. By that I do not mean get moldy cow hay. I mean
get lower energy, lower protein hay that the horse can eat all day long without
gaining. A full gut round the clock is a happy gut. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-size: 12pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;The
below information is based on the factors tested by Colorado State University
standard forage test. In 2016 it was a $35 test. There are more tests for minerals
available but the below information is just for the basic test that they
provide for the hay test. The test from Colorado State University was selected
for this post because they are well known. Other institutions may give other
reports with other components. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: 12pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;br /&gt;


&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Moisture - &lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;span style=&quot;font-size: 12pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Ideal is
10-17%, when it reaches 18% it’s at high risk of mold. Hay over 25% poses a
huge heat and fire risk. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: 12pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;br /&gt;


&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Crude protein (CP) --&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;span style=&quot;font-size: 12pt; mso-bidi-font-weight: bold;&quot;&gt;Is
actually an estimation of total protein based on the amount of nitrogen in the
hay. So areas with high nitrogen may falsely read high protein. &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;It does not tell you anything about the amino
acid composition or the protein quality. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: 12pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;High
quality proteins are usually found in legumes, like Alfalfa. Combining the two
makes a more balanced protein diet for the horse. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;span style=&quot;font-size: 12pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Ideally
a horse needs around 10% protein (Lactating, Pregnant and Growing foals need
more)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;span style=&quot;font-size: 12pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Grain
hays (oat, rye) generally have a lower CP than grass hay&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;span style=&quot;font-size: 12pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;grass
hay contains 8 to 10% &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;span style=&quot;font-size: 12pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;legumes
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;(alfalfa, clover, perennial peanut) can
range from 17-20+%. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-size: 12pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Neutral Detergent fiber (NDF) – &lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Measures insoluble fibers. Since
fibers are digested by the microbes living in the hindgut (cecum and large
colon), a healthy microbial population is important for your horse to derive
calories from fiber. This figure is a good indicator of Net Energy (NEL, NEM,
NEG see below) they are inversely related so when NDF goes down NE_ increases. This
measurement is also the best indicator of how much forage a horse will eat. The
lower the # the more the horse will eat. Legumes (alfalfa) are lower in NDF so
horse will want to eat more legume than grass. But as most people know high
alfalfa diets can risk founder, bloating and other issues. So just because they
like Legumes doesn’t mean that is what they should eat 24/7. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;40-50% are
good&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;65% the
horses may not want to consume them&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;b&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;


&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Acid detergent fiber (ADF) &lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;span lang=&quot;EN&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN; mso-bidi-font-family: Arial;&quot;&gt;ADF is
composed of cellulose, lignin (not digestable), and other poorly digested
components. The lower the ADF value, the more digestible the nutrients in the
hay. Lignin increases in mature plants and more hay will end up in the manure. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span lang=&quot;EN&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN; mso-bidi-font-family: Arial;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;30-35% is desirable&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;span lang=&quot;EN&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN; mso-bidi-font-family: Arial;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;45% and above you will have to feed more hay &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;b&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN; mso-bidi-font-family: Arial;&quot;&gt;Equine Total Digestible Nutrients (Equine TDN):&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN; mso-bidi-font-family: Arial;&quot;&gt; This is a measure of the hays energy value, TDN is rarely used in
evaluating horse hay, which is ironic because it’s the digestible nutrients. TDN
is very closely related to Net Energy (NE) below. As TDN (DM% increases so does
the NE for Lactation, Growth and Maintenance. It is a measurement that is also
directly correlated to Digestible Energy (DE) and Metabolizable Energy (ME)
below. &lt;/span&gt;&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN; mso-bidi-font-family: Arial;&quot;&gt;40 to
55% is desired.&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN; mso-bidi-font-family: Arial;&quot;&gt;Equine Digestible energy (DE):&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN; mso-bidi-font-family: Arial;&quot;&gt; Measure of the digestible energy in the hay. Horses in light work should
get about 20 Mcal/day. So if hay is DE 1 Mcal/lb you need to feed 20lbs to that
horse. Horses usually have a loss of 35-40% DE in feces, so don’t be stingy on
feeding hay to your horses. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span lang=&quot;EN&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN; mso-bidi-font-family: Arial;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Most hays are 0.76 to 0.94 Mcal/lb of DE.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN;&quot;&gt;The DE requirements for a 1,102 lb &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;horse (500kg) can range from 15.2 Mcals to
34.5 Mcals &lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN; mso-bidi-font-family: Arial;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;br /&gt;


&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Net Energy (NE):&lt;/b&gt;&lt;span style=&quot;font-size: 12pt; mso-ansi-language: EN; mso-bidi-font-family: Arial;&quot;&gt; &lt;span lang=&quot;EN&quot;&gt;&amp;nbsp;There are 3 types of Net Energy&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span lang=&quot;EN&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN; mso-bidi-font-family: Arial;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Maintenance (NEm) –maintenance of the animal&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;span lang=&quot;EN&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN; mso-bidi-font-family: Arial;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Gain (NEg) – Growth and gain for that animal&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;span lang=&quot;EN&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN; mso-bidi-font-family: Arial;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Lactation (NEL) – Lactation (mainly dairy cattle) &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;span lang=&quot;EN&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN; mso-bidi-font-family: Arial;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;This is highly dependent on the animals actual
intake of the forage. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;span lang=&quot;EN&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN; mso-bidi-font-family: Arial;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;br /&gt;


&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Estimated Net
Energy (ENE) &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;A term expressing available energy in a forage. The higher
the number, the greater the energy to the animal.&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;font-size: 12pt; mso-ansi-language: EN; mso-bidi-font-family: Arial;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;br /&gt;


&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Net Energy Lactation&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;
(NEL) this is usually used for cattle to help determine if the forage will meet
the needs for lactation. Mostly used for the dairy industry but it can also be helpful
for horses.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;An average NE Lactation is 0.5-0.95&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;When TDN is 50 (DM%) NEL is around 0.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;When TDN is 90 (DM%) NEL is around 0.95&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;So very closely related&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Net Energy Maintenance&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;
(NEm) &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;This is the energy available for
maintaining the animal &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;An average alfalfa maintenance is around
0.4-1.02&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;When TDN is about 50 (DM%) NEm is
around 0.44&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;When TDN is about 90 (DM%) NEm is
around 1.02&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Net Energy Gain&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;
(NEg)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;This is the energy available for the
horse to gain. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;An average around 0.19-0.7&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;When TDN is about 50 (DM%) NEg is
around 0.19&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;When TDN is about 90 (DM%) NEg is
around 0.7&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Metabolizable Energy (ME) &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Range from 0.82 – 1.48 &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;when TND (DM%) is around 50 ME will be
around 0.82, &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;when TND (DM%) is around 90 ME will be
around 1.48&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Relative Feed Value (RFV)-&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;
Combines ADF and NDF to estimate consumption of the hay. So in theory it’s the
expected consumption, or the animals want to consume the hay . As ADF and NDF
increase, RFV decreases. &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;It’s mostly
used for Cattle. There is no formula for horses yet for RFV because this
formula is based on fiber and cattle have a better fiber conversion because of
the rumen digestive system. But it’s a number CSU gives for their hay
evaluation so it’s one that we are going to explain. &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Average RFV for alfalfa is 100 (ADF 41,
NDF 53). The higher the # the better the quality&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Alfalfa can be up above 150, 185+ is
considered Supreme quality. Low quality alfalfa will be around 70.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Keep in mind that horses do not need
the higher quality forages that a dairy or meat cattle need. And horses
digestive systems are not equipped to handle the higher levels of RFV and CP. Feeding
strait Alfalfa with a &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;100 RFV could risk
obesity, founder and other health issues, So please consider other values that
are more tailored for horse feed to base your feed choice on. If you pick a lower
TDN grass hay you could supplement with Alfalfa to meet your horse’s needs, or
free choice the grass hay so the horse has a full gut (much more healthy for
them than sporadic feeding)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;But when in doubt test your hay, soil
and water. Take those results with your current grains and supplements to an equine
nutritionist to balance your ration. You may find that a few simple changes
could reduce your feed cost and ultimately have a healthier horse. Do not grain
your horses blindly, know what they are eating so you don’t throw them off balance.
&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://friesianhorses4u.blogspot.com/feeds/4802374053316004573/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://friesianhorses4u.blogspot.com/2016/11/csu-hay-test-explained.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/4802374053316004573'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/4802374053316004573'/><link rel='alternate' type='text/html' href='http://friesianhorses4u.blogspot.com/2016/11/csu-hay-test-explained.html' title='CSU hay test explained'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5491089849751007150.post-4819847328136305163</id><published>2016-11-26T18:38:00.000-07:00</published><updated>2016-11-26T18:38:25.468-07:00</updated><title type='text'>Colic and the Broodmare</title><content type='html'>There are many causes for colic, after all by definition it&#39;s abdominal pain.... there is just sooo much in there to go wrong. The broodmare has some extra &quot;baggage&quot; to deal with when it comes to her abdominal cavity.&lt;br /&gt;
&lt;br /&gt;
&lt;h4&gt;
While they are pregnant....&lt;/h4&gt;
We experienced a 7.5 month pregnant mare that had a splenic colic. So her intestines were up over her spleen. The only way to fix that is surgery. Yes she went through surgery 7.5 months pregnant. Her baby saw the light of day before birth when she was opened up for colic surgery. She could have rolled, but that was not common for this mare. It was likely that the foal movement pushed it up to the wrong spot. &lt;br /&gt;
She made it through the surgery and successfully carried to full term a healthy baby boy. The foal is now an adult and is doing very well. The only complication is that the surgery clinic did not put a hernia belt on the 7.5yo very large Friesian mare and she has a life long hernia. Her abdomen is also distended towards the ground an abnormal amount likely from having the stomach re stitched in such a distended frame from having the foal. She is healthy and rides. She got a few years off&amp;nbsp; to fully heal and has since had 3 foals. She did loose her first foal post surgery in a late term abortion. No autopsy on the foal was done so there is no way to know if the abortion was because of mare pain or foal problems. &lt;br /&gt;
&lt;br /&gt;
There are other pregnancy colics that are possible such as uterine twisting. This is very painful but there is a chance to fix it non surgically by rolling the mare. This obviously takes a vet and a large team so please don&#39;t try it at home. This FYI is just so that you know there are other things to look for with broodmares and colic symptoms. &lt;br /&gt;
&lt;br /&gt;
&lt;h4&gt;
During or just after birth.....&lt;/h4&gt;
It&#39;s scary when your mare goes into labor... then she&#39;s still in labor an hour later. You check the foal, it&#39;s in the right position, cervix closed... ok so not labor.. Colic. We had a situation where the foal was due and all the signs that the foal would be born in the next 24 hours was there but the mare coliced instead. What happened in her situation was that the birth impacted her cecum. She was distressed from that so didn&#39;t want to give birth. The big debate was to force the birth medically... not safe and the foal can be red bag, or wait till the foal is born, or get her to surgery. We opted for all three. I know that sounds odd. We took the mare to the clinic because a pasture or farm birth with that much distress could cost the foal and the mare. Our drive was not longer than 30 min and we were lucky that we got the mare there safely. She was in the clinic under serious watch of the vet for the foal and for her. She was up and down deciding if she would have the foal or not. The foal came out Red bag, meaning that the placenta detached before the foal was born so there was blood in the sac and the oxygen was deprived to the foal. She was not a dummy foal (no suckling response) so we gave the foal post natal care of oxygen and plasma. We rushed the mare down to the surgical vet so that if and when she flipped her gut she would be ready for surgery. With the added space from the foal being out, the added gas from the impaction and the weight of the impaction she flipped. Lucky for her and us she was at the clinic ready to go on the surgical table so there was no damage to the intestinal track. She recovered in record time, 4 not 7 days. She was ok with us taking her baby away, it was as if she knew we had to save her. The foal lived 36 hours. The trauma of the birth complicated her blood flow. When we stood her up her tongue got cold and fell out of her mouth. When she was laying down her limbs were cold. She was suckling and did have a few pees and poops but her viability was very low. We stayed with her round the clock and had her in the house by the fire. She got plasma to replace the inability to get colostrum, but she was too compromised to make it longer than 36 hrs. &lt;br /&gt;
&lt;h4&gt;
&amp;nbsp;&lt;/h4&gt;
&lt;h4&gt;
Longer after birth....&lt;/h4&gt;
You don&#39;t need&amp;nbsp;a traumatic birth to have a post birth colon flip. It&#39;s very common when the intestinal system takes back the space where the foal is. It can happen up to 2.5 months post foaling. Most surgical clinics don&#39;t put the 2 together when it&#39;s that late after birth. Or they are more worried about saving the horse then why they are saving the horse.&amp;nbsp;But many surgical clinics have put the 2 together and when you tell them the foal is 3 mo or under they put that mare on the higher risk for a twist or flip. &lt;br /&gt;
&lt;br /&gt;
We had a mare go through a 2 month post partum colic surgery. She was vibrant and feeding her foal, there were no indications of issues. We looked out and she was laying down in a spot that she would normally have felt unsafe. She had some gas build up on rectal palpation, but no elevated pulse, respiration or temperature. We got her down to the surgical clinic and were told they would watch her closely. My gut just knew she was surgical, that mother intuition or something, but I was scared. Sure enough they called us 30 minutes after we left and she was going into surgery. Her&amp;nbsp;Colon had slid up along her diaphragm and her small intestines were twisted&amp;nbsp;around her cecum. So she definitely had a displacement and was surgical. &lt;br /&gt;
Her foal was taken from her as she went into surgery. He was already eating hay and grain and grew as steady as the other foals from that point on. She must have known that we had to save her life because she was not upset that her foal was gone. She was milked out a little bit to keep from having utter pain while she was recovering from surgery but her utters dried up appropriately even with being stall bound. If we had left such a large foal with her during recovery she would have had to produce milk for the foal which is taxing on the mare&#39;s resources. The foal would have been fussy in a stall for a month and in the ICU would have likely tangled in the catheter line and cause issues with that. &lt;br /&gt;
&lt;br /&gt;
Colic is never a good thing and there are sooooooo many causes of colic. So keep an eye on those broodmares, they have a lot more going on in their abdomens. </content><link rel='replies' type='application/atom+xml' href='http://friesianhorses4u.blogspot.com/feeds/4819847328136305163/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://friesianhorses4u.blogspot.com/2016/11/colic-and-broodmare.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/4819847328136305163'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5491089849751007150/posts/default/4819847328136305163'/><link rel='alternate' type='text/html' href='http://friesianhorses4u.blogspot.com/2016/11/colic-and-broodmare.html' title='Colic and the Broodmare'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>