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	<title>Machine Accessories Archives | Permanent Makeup Products LLC</title>
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	<link>https://permanentmakeupproducts.store/product-category/machine-accessories/</link>
	<description>World Leader in Permanent Makeup products</description>
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		<title>Bayonet Dr. Pen A-6 Needles</title>
		<link>https://permanentmakeupproducts.store/product/bayonet-dr-pen-a-6-needles/</link>
		
		<dc:creator><![CDATA[dawn widmayer]]></dc:creator>
		<pubDate>Wed, 22 Apr 2020 23:49:03 +0000</pubDate>
				<guid isPermaLink="false">http://permanentmakeupproducts.store/shop/uncategorized/dr-pen-a-6-needles/</guid>

					<description><![CDATA[<p>Cartridge needles for BB Glow applications. Perfect for micro needling and meso therapy procedures also.</p>
<p>The post <a href="https://permanentmakeupproducts.store/product/bayonet-dr-pen-a-6-needles/">Bayonet Dr. Pen A-6 Needles</a> appeared first on <a href="https://permanentmakeupproducts.store">Permanent Makeup Products LLC</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>This Dr. Pen A-6 Needle or derma pen cartridge is for portable automatic micro needle Derma Rejuvenation Therapy. It is a Non-surgical skin rejuvenation treatment which is widely used for skin rejuvenation, enhancement of skin elasticity, wrinkle reduction, acne scar reduction, stretch mark reduction, stimulation of Hair growth, whitening and administration of active ingredients. This device helps cosmetics to be penetrated and absorbed while stimulating the skin.</p>
<p>These are Bayonet type attachment not screw port attachment.</p>
<p>Pick your size: Nano, 9 &#8211; 12 &#8211; 24 &#8211; 36 prong groups.</p>
<p>The post <a href="https://permanentmakeupproducts.store/product/bayonet-dr-pen-a-6-needles/">Bayonet Dr. Pen A-6 Needles</a> appeared first on <a href="https://permanentmakeupproducts.store">Permanent Makeup Products LLC</a>.</p>
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		<item>
		<title>KP 96 Disposable Double Prong Needles</title>
		<link>https://permanentmakeupproducts.store/product/kp-96-disposable-double-prong-needles/</link>
		
		<dc:creator><![CDATA[dawn widmayer]]></dc:creator>
		<pubDate>Wed, 22 Apr 2020 23:48:52 +0000</pubDate>
				<guid isPermaLink="false">http://permanentmakeupproducts.store/shop/uncategorized/kp-96-disposable-double-prong-needles/</guid>

					<description><![CDATA[<p>2 Prong Needle for KP 96 rotary tattoo machines.50ct.</p>
<p>The post <a href="https://permanentmakeupproducts.store/product/kp-96-disposable-double-prong-needles/">KP 96 Disposable Double Prong Needles</a> appeared first on <a href="https://permanentmakeupproducts.store">Permanent Makeup Products LLC</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Disposable Double Prong Needles for KP 96 rotary machines. 50ct Single pre packaged sterile, disposable, one time use 2 prong needle. Perfect for procedures such as full lips, areola, corrective pigment camouflage, fill in for eyebrows, skin and facial needling, tattoo removal, melanocite restoration, scar relaxation.</p>
<p>The post <a href="https://permanentmakeupproducts.store/product/kp-96-disposable-double-prong-needles/">KP 96 Disposable Double Prong Needles</a> appeared first on <a href="https://permanentmakeupproducts.store">Permanent Makeup Products LLC</a>.</p>
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		<item>
		<title>KP 96 Disposable FLAT Needle Covers</title>
		<link>https://permanentmakeupproducts.store/product/kp-96-disposable-flat-needle-covers/</link>
		
		<dc:creator><![CDATA[dawn widmayer]]></dc:creator>
		<pubDate>Wed, 22 Apr 2020 23:48:52 +0000</pubDate>
				<guid isPermaLink="false">http://permanentmakeupproducts.store/shop/uncategorized/kp-96-disposable-flat-needle-covers/</guid>

					<description><![CDATA[<p>4-6 Flat Prong Needle Covers for KP 96 rotary tattoo machines. 80ct.</p>
<p>The post <a href="https://permanentmakeupproducts.store/product/kp-96-disposable-flat-needle-covers/">KP 96 Disposable FLAT Needle Covers</a> appeared first on <a href="https://permanentmakeupproducts.store">Permanent Makeup Products LLC</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Disposable Needle Covers FLAT for KP 96. 80ct. Single pre packaged sterile, disposable, one time use 1-3 prong needle cover. Perfect for procedures such as full lips, areola, corrective pigment camouflage, fill in for eyebrows, skin and facial needling, tattoo removal, melanocite restoration, scar relaxation.</p>
<p>The post <a href="https://permanentmakeupproducts.store/product/kp-96-disposable-flat-needle-covers/">KP 96 Disposable FLAT Needle Covers</a> appeared first on <a href="https://permanentmakeupproducts.store">Permanent Makeup Products LLC</a>.</p>
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		<item>
		<title>KP 96 Disposable Four Flat Prong Needles</title>
		<link>https://permanentmakeupproducts.store/product/kp-96-disposable-four-flat-prong-needles/</link>
		
		<dc:creator><![CDATA[dawn widmayer]]></dc:creator>
		<pubDate>Wed, 22 Apr 2020 23:48:52 +0000</pubDate>
				<guid isPermaLink="false">http://permanentmakeupproducts.store/shop/uncategorized/kp-96-disposable-four-flat-prong-needles/</guid>

					<description><![CDATA[<p>4 Flat Prong Needle for KP 96 rotary tattoo machines.50ct.</p>
<p>The post <a href="https://permanentmakeupproducts.store/product/kp-96-disposable-four-flat-prong-needles/">KP 96 Disposable Four Flat Prong Needles</a> appeared first on <a href="https://permanentmakeupproducts.store">Permanent Makeup Products LLC</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Disposable Four Flat Prong Needles for KP 96 rotary machines. 50ct Single pre packaged sterile, disposable, one time use 4 prong needle. Perfect for procedures such as full lips, areola, corrective pigment camouflage, fill in for eyebrows, skin and facial needling, tattoo removal, melanocite restoration, scar relaxation.</p>
<p>The post <a href="https://permanentmakeupproducts.store/product/kp-96-disposable-four-flat-prong-needles/">KP 96 Disposable Four Flat Prong Needles</a> appeared first on <a href="https://permanentmakeupproducts.store">Permanent Makeup Products LLC</a>.</p>
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		<item>
		<title>Screw in Derma Pen Needles</title>
		<link>https://permanentmakeupproducts.store/product/screw-in-derma-pen-needles/</link>
		
		<dc:creator><![CDATA[dawn widmayer]]></dc:creator>
		<pubDate>Wed, 22 Apr 2020 23:48:52 +0000</pubDate>
				<guid isPermaLink="false">http://permanentmakeupproducts.store/shop/uncategorized/screw-in-derma-pen-needles/</guid>

					<description><![CDATA[<p>Cartridge needles for BB Glow applications. Perfect for micro needling and meso therapy work also.</p>
<p>The post <a href="https://permanentmakeupproducts.store/product/screw-in-derma-pen-needles/">Screw in Derma Pen Needles</a> appeared first on <a href="https://permanentmakeupproducts.store">Permanent Makeup Products LLC</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>The derma pen cartridge is a portable automatic micro needle Derma Rejuvenation Therapy. It is a Non-surgical skin rejuvenation treatment which is widely used for skin rejuvenation, enhancement of skin elasticity,wrinkle reduction, acne scar reduction, stretch mark reduction, stimulation of Hair growth,whitening and administration of active ingredients.This device helps cosmetics to be penetrated and absorbed while stimulating the skin.</p>
<p>These are screw port attachment not bayonet type attachment.</p>
<p>Pick your size: Nano, 3-D,  12 &#8211; 24 &#8211; 36 prong groups.</p>
<p>The post <a href="https://permanentmakeupproducts.store/product/screw-in-derma-pen-needles/">Screw in Derma Pen Needles</a> appeared first on <a href="https://permanentmakeupproducts.store">Permanent Makeup Products LLC</a>.</p>
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		<title>Prime + Round Liner Cartridge Needles 12g</title>
		<link>https://permanentmakeupproducts.store/product/prime-round-liner-cartridge-needles-12g/</link>
		
		<dc:creator><![CDATA[dawn widmayer]]></dc:creator>
		<pubDate>Wed, 22 Apr 2020 23:48:50 +0000</pubDate>
				<guid isPermaLink="false">http://permanentmakeupproducts.store/shop/uncategorized/prime-round-liner-cartridge-needles/</guid>

					<description><![CDATA[<p>Prime + Membrane Cartridge Style Needles</p>
<p>The post <a href="https://permanentmakeupproducts.store/product/prime-round-liner-cartridge-needles-12g/">Prime + Round Liner Cartridge Needles 12g</a> appeared first on <a href="https://permanentmakeupproducts.store">Permanent Makeup Products LLC</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Prime+ proves that you don&#8217;t have to sacrifice quality for an affordable needle cartridge. The Prime+ Cartridge features improved Prime Needles and configurations in a membrane system for complete needle stability, performance, and protection from back-flow.</p>
<p>The new Prime+ Cartridge offers the performance and affordability that you&#8217;ve come to expect from the Prime brand but with new high-quality needles and configurations.</p>
<p>&nbsp;</p>
<ul>
<li>New high quality polished long taper needles</li>
<li>Prime+ features silicone membrane technology to prevent ink back-flow into the motor housing of rotary machines</li>
<li>Transparent housing for total usability</li>
<li>EO gas sterilized</li>
<li>10 per Box, but sold individually.</li>
<li>.35 mm long taper smooth polish</li>
<li>12 gage needle diameter</li>
</ul>
<p>&nbsp;</p>
<p>Ultra safe design, Convenient one piece unit, pre sterilized, individually packaged.</p>
<p>Available in 1R, 3R, 5R, 7R, 9R,  Sold Individually.</p>
<p>Fits many popular permanent makeup and tattoo style cartridge machines.<br />
EX: FK Irons, Spektra, Xion, Xion s, Cheyenne Hawk, Legend, Prime, AXYS, Kwadron</p>
<p>The post <a href="https://permanentmakeupproducts.store/product/prime-round-liner-cartridge-needles-12g/">Prime + Round Liner Cartridge Needles 12g</a> appeared first on <a href="https://permanentmakeupproducts.store">Permanent Makeup Products LLC</a>.</p>
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		<title>LUMI &#8220;Ultra Precision&#8221; Needle Module 10ct.</title>
		<link>https://permanentmakeupproducts.store/product/lumi-ultra-precision-needle-module-10ct/</link>
		
		<dc:creator><![CDATA[]]></dc:creator>
		<pubDate>Thu, 02 May 2019 15:24:49 +0000</pubDate>
				<guid isPermaLink="false">https://www.pmupusa.com/product/lumi-ultra-precision-needle-module/</guid>

					<description><![CDATA[<p>LUMI "Ultra Precision Needle Module"</p>
<p>The post <a href="https://permanentmakeupproducts.store/product/lumi-ultra-precision-needle-module-10ct/">LUMI &#8220;Ultra Precision&#8221; Needle Module 10ct.</a> appeared first on <a href="https://permanentmakeupproducts.store">Permanent Makeup Products LLC</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><strong>Sold in a 10ct. box</strong></p>
<p style="margin: 0in 0in 10pt;"><span style="font-family: Calibri; font-size: medium;"><span style="font-size: large;"><strong>LUMI &#8220;Ultra Precision Needle Module&#8221;</strong></span> </span></p>
<p>The Name says it all. They are a new thinner gauge needle along with a newly redesigned tip and casing for better fitment.</p>
<p>Available in 1nano, 1s, 2nano, 2s, 3shader, 3liner, 4F, 5s, 6F, 8s, 9M, 9U, 11M, 14U.</p>
<p>&nbsp;</p>
<p>These are the NEW <strong>&#8220;Ultra Precision Needles&#8221; </strong>LUMI Needle Cartridge</p>
<p>&nbsp;</p>
<p><span style="color: #000000; font-family: Calibri; font-size: medium; background-color: #ff0000;"><span style="background-color: #df9e13;">1 Prong Needles &#8220;NANO&#8221;</span><br />
</span></p>
<p style="margin: 0in 0in 10pt;"><span style="font-size: medium;"><span style="background-color: #ff0000;">1 Prong Needles</span> </span></p>
<p><span style="font-family: Calibri; font-size: medium; background-color: #800080;">2 Prong Needles<br />
</span></p>
<p><span style="font-family: Calibri; font-size: medium; background-color: #008000;">3 Prong Needles<br />
</span></p>
<p><span style="font-family: Calibri; font-size: medium; background-color: #ffff00;">4 Flat Needles<br />
</span></p>
<p><span style="font-family: Calibri; font-size: medium; background-color: #3366ff;">5 Prong Needles<br />
</span></p>
<p><span style="font-family: Calibri; font-size: medium; background-color: #808080;">6 Flat Needles<br />
</span></p>
<p><span style="font-family: Calibri; font-size: medium; background-color: #993300;">8 Prong Needles</span></p>
<p><span style="background-color: #00ff00;">9 Prong Magnum</span></p>
<p>9 Prong U Shape</p>
<p><span style="background-color: #99ccff;">11 Prong Magnum</span></p>
<p>14 Prong U Shape Nano</p>
<p>&nbsp;</p>
<p style="margin: 0in 0in 10pt;"><span style="font-family: Calibri; font-size: medium;"> </span></p>
<p><span style="font-family: Times New Roman; font-size: medium;"><span style="font-family: Times New Roman; font-size: medium;"> </span></span></p>
<div style="text-align: center;" align="LEFT"><span style="font-size: medium;">F O R A L L PERMANENT MAKEUP PROCEDURES</span></div>
<div style="text-align: center;"></div>
<div style="text-align: center;">
<p><span style="font-size: medium;">G a m m a S t e r i l i z e d I n C e r t i f i e d F a c i l i t y, M e d i c a l G r a d e S t a i n l e s s S t e e l N e e d l e s .</span></p>
<p><img decoding="async" 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" /></p>
</div>
<p>&nbsp;</p>
<p>The post <a href="https://permanentmakeupproducts.store/product/lumi-ultra-precision-needle-module-10ct/">LUMI &#8220;Ultra Precision&#8221; Needle Module 10ct.</a> appeared first on <a href="https://permanentmakeupproducts.store">Permanent Makeup Products LLC</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Sapphire &#8220;Ultra Precision&#8221; Needle Casings</title>
		<link>https://permanentmakeupproducts.store/product/sapphire-ultra-precision-needle-casings/</link>
		
		<dc:creator><![CDATA[]]></dc:creator>
		<pubDate>Thu, 02 May 2019 15:24:32 +0000</pubDate>
				<guid isPermaLink="false">https://www.pmupusa.com/product/sapphire-ultra-precision-needle-casings/</guid>

					<description><![CDATA[<p>Disposable Casing for the Sapphire "Ultra Precision" Needles and Tips. (Not for regular size needles) Order packages of 10 or 50 casings.</p>
<p>The post <a href="https://permanentmakeupproducts.store/product/sapphire-ultra-precision-needle-casings/">Sapphire &#8220;Ultra Precision&#8221; Needle Casings</a> appeared first on <a href="https://permanentmakeupproducts.store">Permanent Makeup Products LLC</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><strong>&#8220;Make sure you use this Casing with the &#8220;Ultra Precision&#8221; Needles and Tips for the Sapphire PRO or Elite rotary machines.<br />
</strong><br />
This is the newly redesigned Casing made to fit the Ultra Precision Needles and tips. Individually packaged and pre-sterilized, these single-use <span style="font-weight: bold;">Disposable Casings</span> cover the machines coupler and needle for safe and sanitary procedures. Used for the <strong>&#8220;Ultra Precision&#8221;</strong> Needles and Tips with the Sapphire PRO or Elite machine.</p>
<p>Select packages of 10 or 50 casings.</p>
<p>These casings are for the &#8220;<strong>Ultra Precision&#8221; </strong>Needles <span style="text-decoration: underline;"><span style="color: #ff0000; text-decoration: underline;">NOT</span></span> the <strong>&#8220;Regular Needles&#8221;</strong> needles.</p>
<p>The post <a href="https://permanentmakeupproducts.store/product/sapphire-ultra-precision-needle-casings/">Sapphire &#8220;Ultra Precision&#8221; Needle Casings</a> appeared first on <a href="https://permanentmakeupproducts.store">Permanent Makeup Products LLC</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>KP 96 Disposable Needle Covers Flat</title>
		<link>https://permanentmakeupproducts.store/product/kp-96-disposable-needle-covers-flat/</link>
		
		<dc:creator><![CDATA[]]></dc:creator>
		<pubDate>Thu, 02 May 2019 15:24:32 +0000</pubDate>
				<guid isPermaLink="false">https://www.pmupusa.com/product/kp-96-disposable-needle-covers-flat/</guid>

					<description><![CDATA[<p>4-6 Flat Prong Needle Covers for KP 96 rotary tattoo machines. 80ct.</p>
<p>The post <a href="https://permanentmakeupproducts.store/product/kp-96-disposable-needle-covers-flat/">KP 96 Disposable Needle Covers Flat</a> appeared first on <a href="https://permanentmakeupproducts.store">Permanent Makeup Products LLC</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Disposable Needle Covers Small for KP 96. 80ct. Single pre packaged sterile, disposable, one time use 4-6 prong needle cover. Perfect for procedures such as full lips, areola, corrective pigment camouflage, fill in for eyebrows, skin and facial needling, tattoo removal, melanocite restoration, scar relaxation.</p>
<p>The post <a href="https://permanentmakeupproducts.store/product/kp-96-disposable-needle-covers-flat/">KP 96 Disposable Needle Covers Flat</a> appeared first on <a href="https://permanentmakeupproducts.store">Permanent Makeup Products LLC</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Sapphire &#8220;Ultra Precision&#8221; Needle and Tip</title>
		<link>https://permanentmakeupproducts.store/product/sapphire-ultra-precision-needle-and-tip/</link>
		
		<dc:creator><![CDATA[]]></dc:creator>
		<pubDate>Thu, 02 May 2019 15:24:29 +0000</pubDate>
				<guid isPermaLink="false">https://www.pmupusa.com/product/sapphire-ultra-precision-needle-and-tip/</guid>

					<description><![CDATA[<p>"Ultra Precision Needles" New &#38; improved!</p>
<p>The post <a href="https://permanentmakeupproducts.store/product/sapphire-ultra-precision-needle-and-tip/">Sapphire &#8220;Ultra Precision&#8221; Needle and Tip</a> appeared first on <a href="https://permanentmakeupproducts.store">Permanent Makeup Products LLC</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>&nbsp;</p>
<p style="margin: 0in 0in 10pt;"><span style="font-family: Calibri; font-size: medium;"><span style="font-size: large;"><strong>&#8220;Ultra Precision Needles&#8221;</strong></span> </span></p>
<p>The Name says it all. They are a new thinner gauge needle along with a newly redesigned tip and casing for better fitment.</p>
<p>Available in 1nano, 1s, 2s, 3s, 4F, 5s, 6F, 8s.</p>
<p>Please note that the Ultra Precision tips are only compatible with the <a href="../../../UltraPrecisionDisposableCasing.aspx">Ultra Precision Disposable Casing</a> and the Sapphire Elite Autoclavable Casing included in the Sapphire Elite Kit.</p>
<p>These are the NEW <strong>&#8220;Ultra Precision Needles&#8221;</strong></p>
<p><span style="color: #000000; font-family: Calibri; font-size: medium; background-color: #ff0000;"><span style="background-color: #df9e13;">1 Prong Needles &#8220;NANO&#8221;</span></span></p>
<p style="margin: 0in 0in 10pt;"><span style="font-size: medium;"><span style="background-color: #ff0000;">1 Prong Needles</span> </span></p>
<p><span style="font-family: Calibri; font-size: medium; background-color: #800080;">2 Prong Needles</span></p>
<p><span style="font-family: Calibri; font-size: medium; background-color: #008000;">3 Prong Needles</span></p>
<p><span style="font-family: Calibri; font-size: medium; background-color: #ffff00;">4 Flat Needles</span></p>
<p><span style="font-family: Calibri; font-size: medium; background-color: #3366ff;">5 Prong Needles</span></p>
<p><span style="font-family: Calibri; font-size: medium; background-color: #808080;">6 Flat Needles</span></p>
<p><span style="font-family: Calibri; font-size: medium; background-color: #993300;">8 Prong Needles</span></p>
<p>9 Prong Magnum</p>
<p>11 Prong Magnum</p>
<p style="margin: 0in 0in 10pt;"><span style="font-family: Calibri; font-size: medium;"> </span></p>
<p>&nbsp;</p>
<p>The post <a href="https://permanentmakeupproducts.store/product/sapphire-ultra-precision-needle-and-tip/">Sapphire &#8220;Ultra Precision&#8221; Needle and Tip</a> appeared first on <a href="https://permanentmakeupproducts.store">Permanent Makeup Products LLC</a>.</p>
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