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	<title>Adapters Archive - tn-EXKLUSIV</title>
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	<description>Pulverbeschichtung, Felgenreparatur &#38; Lack- und Dellenservice – plus Fahrzeugpflege &#38; Aufbereitung</description>
	<lastBuildDate>Tue, 30 Jun 2026 18:58:56 +0000</lastBuildDate>
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		<title>Install Qwen-Image_ComfyUI Windows 11 Windows</title>
		<link>https://tn-exklusiv.de/2026/06/install-qwen-image_comfyui-windows-11-windows/</link>
		
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		<pubDate>Tue, 30 Jun 2026 18:58:56 +0000</pubDate>
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					<description><![CDATA[<p>Setting up this model locally is incredibly fast if you use the native CMD prompt. Just follow the guidelines provided below. The script takes care of fetching the multi-gigabyte model weights. The installer will automatically analyze your hardware and select the optimal configuration. 🗂 Hash: 9bb8dc5f7462d1d6d05885c4f4a653d8 • Last Updated: 2026-06-26VerifyProcessor: 4.0 GHz+ boost clock recommended  [...]</p>
<p>Der Beitrag <a href="https://tn-exklusiv.de/2026/06/install-qwen-image_comfyui-windows-11-windows/">Install Qwen-Image_ComfyUI Windows 11 Windows</a> erschien zuerst auf <a href="https://tn-exklusiv.de">tn-EXKLUSIV</a>.</p>
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gzx1me3S+sloHCMU35iZXHJqEKQU7DQgkJJBW3RyNCoKya+rvIH/soTWSriAlTTAjGsQ4l9TNY3cKvpWZ73CU/r2ZqdUp8laOJzHYn0L36m93HEYbbWLs+GmhDtiT54NAsPIIBj43mh+gc99l+iBlvHEn2kD+huTur734IRFQP1dYFS0eZGMrZn8Q8+YPctVju2jU3tSOd+6vskjw/OyEQKsDYnem4dkmhaMQdEuTmr9G96NFfpptpZ7td9CEhkhstvSbd0VFGJwEgX6HIrVmpAkpFuCfhgeeL8eNmnQKt7NJhU7/iI60V6o7JpgfhrSbdK6ltLnW1HTIZu1D2dOOFSr1HYZCBSf/TaSAbH/xuhYK6C7Tmj7UJ667jw/WJyekvVvaoieHXEme3ALXqRT40WTrfJrXPyTRVZmqmsOiJDT2151aixfQVEJDELfXyznSLtBj9AkShEgLx9dBx94aoiS4sOhYj3bBQL+lJVVPAgDaXjKZAo/t5HhfHu2QoUG6ai+ma4BX3iWuG8aiG6Qwv6DPiHx9C05mtddq75Oejub/YZCCVX/9Ubl7y1vc/UhoAb+6mLg+BE/eS9AMlijbz40QE/IoK2SEYFz/6dolHFRWi8bSWPRuvbJpBdG455aD7MzGhYhHBXKx/I0lRN6L8od/80O4JDxyecggoycdEW391GxKrzLTQKeGSHtu6Dqfogsa8pG6s/pW77wc2Rgg3+3g5Sl5ak7A9tfDk3D0Vu+tKH5jbPJJ22ipliDwSLmVQUgFUWTkp+eiOBVoREOCzaVyY+r4ldchujz0WNB8YqLoWQIn4V2SOxOfsPgZau5Wawm5YCRnULrWUHes/cK4ghEtQnmogkPO6U8FT33bpLish64J0sRiPyqs3Ecclc3RuUh7FSKfS1CNm3DSlnHwsYfQ6dssA4AlWvfhbvzN0QW+nFphJlNOd/WCyV/w8HaCp1CT2Lcd9XjPknZcPxUh51sO8T7Pu1hn67Xl4lsXGTyw6fRGbkX48VQ0j/T77TxsbIe0InFWfE6dO5KLZIr4WDVQIWSjDRHuAX6kIPo6RgilQ9+OpPOmdN8Z/k42KmoYvhgp4PTYF2sZtVPJLmn+gSYCC2zHFU3AmRrTpB3d9b9yVX8e0guApyeLd3d5dctYL2kSRhziVRKofJSQpIRxtDQjOd7NhrdBzzNwDNQeWbuNLWqB8DM/MsILLXopbm5t8nYpI0tPdpSxmWUfWqULplqDIfzVpGlsb75Tr4ReerGUSUJf3P/+Du/xflSccIvqtQgA9mQiiSmuVIgHDVEDbradoFQ+Vg/jtSPppmFlcgRyqWkLual88h+yNz+B0V8cWqHzwu84ZB9QjGOqmYMk/wQMLKNw+R6vpTCpmYI5Ar5Q3oFjEejlVavVF1JK2Y4kBDx9wZXCVGBtDQfCk2tM93v/69PSd09vk+8Dq2qU/paJfwULvsr0GGhs9Qi9AmCWVXIw8vmG8hPaAN7WX3OF+zIiFXcK5MHZNFMayEaNJKxK8TDHXoz4wopf1X4/Jzubt/DFSEN3gMqGLDET/E6/yvR9lc+uwvSsBMc7jJ4fjt+XoAU+bb0WW164RG+prfhnesBh70DSADsWSx13etO6xZvfpulAL24wQn+5R3B3/P4AcKU1HIchIleocLmBz4vclkup5P3YLCO5+32YGHKpUIU0KHXUbggoxVH0w687mdnkMzNMAwQ/xdhv7HHXJWRp95lDUCG5VMfEkcB1+T6qrsPL2eofiRLek3rdp3759bPXSRiJcuDaVm1QMPR0HE3ktRiXPDxaIHlmD+M1VOQ8fYMglC/pPl2tvpPhIq36dcGsunhVV0+pkD5oM0Tzu419zr5OYL/8fxb5Utjp6hGgBz2WcSo78x+HPwYSm2joMgM160jMBUvS5o2ug61V0eDFc7Vmx7pBdvISBPAYX5IvnuKM37IxhTbGvO36V/SzGJCcveMRFrU0WbJpBiCbrc1AJ7i0iZYOJ3leuRNQBaU/CuWvfXJkm3xyzo5d0zP8mrwJDkg28fEx866msBQKQkhxLTfZhtvCzQmMOtyvdyAzSWu3zXGKyQND8Hs/ABIsioKjoHK1DldQRlsP5YcLDZVa2Gi0BLu2y1ghGDwimn/c6piXJF2uIL621yJnvnNyFP2SNk3SVnzMsKgsxtpBazsRyN7dC8fY5b7ioHLzAQNd1F0X486YN71d1h9wRIBkx2x2sMD90KdU/7pyLRDu7lYXOuM5B+Gtkm+MvXb6RJlPGszTXuW5y4Wfhumt4RVTFt+7VInNLL4F3hbUWATlRgHN5dnYf+Nx91ciFEHQrmCZFV8MRFzACQ3foZY9csM90+X6XvOyiAWcdv3X18wBgnvH96jgQPm4BqESkz9Wbw+b4I3nbBv+a33aFwmS1EXHxeLoRCrav7TmXcEclTB8D6ksBBId5BdsJnZkenHcPUQpUJ9FkQGaIQ0M7RG5Zei7OLjMNqcxJnpoAtTWMIH2Dl5ZqFgDcXLF+i5tnKtk1pJ3dzQ1B7QNmxsVrEDIYZLF0SExNqyvyQ44n6EmPYeKSvUbPsbBhUGO8SJ+Ul5l6VxTxUYfXG6SNYCgZmgn2Rvyv7Lg7TDC/QW6XRKRlA+wQPlac/hErymfUTAmkaPsz4nKfGLq+H0JClDqlsh13QB1VpjCk+qPj5aQKODYzF7QgdgmEr0J2EOv00X67fGpzfWZRVVYBq8LarA+emOfOamx5g6RhaSnqMHad7CrDvnwoHkY2qk34Y7seMNUK4/L1KPIgaIphVUc9jSo8YLA4PgG4JG18N61sVG5ub5iPxni+WZuut/6bSrfrSulHGQYAQ3tRUsZrLL43q72RvR/mhs6ufANCHzS+ZbcKlsX9MCvvKFpe2I90FfzsMDm0gxV2LhANv349MtoaFPqb+95J4pXyMX3mAAqhSQhctZQ9mNhX5bNiXtb1PM3hQGxkCeIU+MhbyMGKGHp4QVYA5N0+VLiImRm1X+jSnhEiERJgsjSEuT7xpSReadxuB1KkMLJhKA5HW5mDX/PNwiz7xDz5KxtCS7cMQqYlSEwkY//eej1FxZWl4rHIRbEWm68K4eE31OkAeQrSbJsuGaY699UtvTCD+XqxKZMNv9SIgWmjNx+Fpgbs8mjCX9B6LgXUA+lWhgyOuTzXeFyEq+Qu2hqseOtSyZ2uBpcsPVm6D4G2pGSQ413RT3WKGFapeHr28g/QO5hQqCdUe8lO8qlz7n3hGjc7hODmRPlLOQS+dOcNtIkQ/ChvpuENucm+hBw67utKCWlpkO30vSC8GcddjxBKrnwIqTazgSCDTmwta6t/xmvDjoozduy5gR8bECR69s2rLt/ncmD5JjhJ6iuQ2xqxu2BsMKF1htzqLBL6IHZJouZ4lmvSDLo87oRiFNj0phywDlEgmhE0dJrwEqR9bo+6OedwvsqIUsiC47oZ143PRMq9EgoZztnvdL9RHweh41wORBRrunK79h4POFIWnNHyt6L6hMmQeCkUrOLugzyZ6vJY9qdzdF5EQMF3VW/UFsmpqFklH8G55jV5hzMiej7jEL5AmSfC1eUSGxVyvRsK5u20WHpeYL2FWbme5apdqjT2YwwLrNScGGId6aCwfcSP+ozhTRN8y0NQ26DALBP6d3iMi1u01ICaKgNw4btHqvSr1ygULJeiWL6Zf804939MYZx4GDYwIMPT56FfMc968DhzSnwR1b8WwkelA92Gz0jRTZ19j64ppjoZqmQaSlGEJiCuDVm8ScTW9b3ZIY1Ei/tXF90YxKCoKGv7/+BOszmo5P3LD4/xDKXc/UFQHhGVycenQD0BjU4r9wbWQpw9qwzAZ86MZtJwWDC6xQof1neqTzr3TQ++i0c43//0XGav053x4KrCNpNcSvYb2V/x6u2GQPSFgGB7XkeTmYzA50rDMpBDC9YeDRqfdf/dEX0xpveGJ2cUwHtwW1LbcGI38KFwbN8Ezww7D/sg0cORurChcyoD+QxmMGW4Mn2K+UUvTE9k3nyxk7YYBkifQv95lqR8YOKClROc7iul8V/JoBLIOzrwAK3SU5vmNGFcuBaGRr8q87zZfh9hJRwM3UCyCq58qNAahqG/DTVELCPViqZ4H4T24TovLMcDK6KyQqsyQ0KFEvPiN09EGO5mQrM2smkfhEq7v5n4m/QnSwRKMWR7C66/J7WS3Bu+WRLvl+T7EBArRT0S3jHFnHsyPYXe5LZ3BjnZ5ntxXik8s1xdiPPnneUVtEuX/Pc9wGQioaxR/bHEcZlmCujTQZajCH7aEVYHutP0F9+AsE14RumNdz7P2l4r8N+bHs9tBxD0WczvuTQlsoXo0wcUCFwxpKKqEoHXUB1gskdf8kBzZMJploxl42jz1q1XLJiFWqP3KmNhAK8XIjJKHKhOManF5Bkkwsdlns6jjnAGM1DUwA6K7mwn9Ef94tLSjXGnqelbMoS0B8v8rEjJ4vt3TP1MafmJy750jOrCkxHjwAkxKzeLM63EuCcgv+XT1H2DSp3KdSHBdfx63zjvd9zPu/vwRbqxCeUyCS/hZl8Bb/chnGSHRhKDzn0b5RmYb/fckzz4m/SFGBQ90FpmfZrRbC2upYKxXBPLpU6+BXgTpn1FlxhPhtt1KQL2ZdBSWe3VX29xvqYrFRueWHPoKIIwrhilme4eT5UjanzeEo7MaGL9erHsTRj3svW0quLhPSsiG4yMjFBLF3QkDGwAMw0C7B++QtDedcuQY7yGJ7C2lO7OZnSiijU1PUvtXXBWFP6372qwYB0g5sb8iCBUJE5dmig/9qe4WrXIxOwRaOBMZcOvkkGgPW2eGbTGrabnGcsa4Y/hT7Jsl5fpXU0KAVeyUVhf4wtd8zDSyOinXJa7dNtFKl+h+w7GKHl+o6WibhCOWk0KdHt7X+8aJpahUobjM8UYzK7DRUPKbZYQb5mff+z8+XPXSEENd9ck/k9GQxD/abu4brobbrkbkzPQ/I+gGSQA4YDQsv1Kl5zT0p/FAjOItibTjtBKpFkqNH0WFeMxtQ8cbbTv8OQkW/QWB64iD/YHZMj/cqzfQ5CW4Qr1DxQIfzbliSO9LNNKzhe6rmgi6oxNK2y9f/ngyNcDwTpGsODKff0WXO5HFo+i8LeaRIsuaPY8c82QotBUgNVHEd1LLjcbGAoSzwoZ5M/TJNwkif3fwQozkk7Y5MwTQrW2xOm2grdAW24CDrr+1MoJ+lbKHO+9Zrm1Y06F6tbEEMs6eP0AFiJj7/VPnHnimWWIClf83HMjIAz2Kw8q0c71kXj8xt9IvfLdZhq0ryUbsHKQIBWj2yWJTwApW2TwmepqB4BjwuiqBo3lfCmBD71g9PFhCfGxpxrpdYzhcExXDiqjIoWazJBJl5vXXPRQkjsJJYH4ZNZ7OYDTEyjdwZbTBpq7yAMsgJ0d+D3SzHNZbrLcHt17riTqP7O9/ltjff+B/4WhxHwjOfPEKM0IYNMKaS2/DobnLKLWlMugDOTsz1Au+TPZvEYINPsJB0NcQUA7eDeCiQ7mKYVdi4Jz1q/NXcoV+sil+TgEy10mBAgKhOftmfDuL/dKKgtnPi9GBTFjxZCN8tqrlPcr+/i4vi7jSIEjF3DgNIpMrthA+Hk91Guw2WO5bV30n8pfcmfmLIbE9620zgDSZ4MHfyTFAYyQIpA5RHomQX+I2Qf6h+sZjQx1Q7AIJ5El80XIpT9g6n3Y73buS/zU9DU2/KQGIKIG9N0dXRm43Q9P/6LQ0RcgBCPScVE74btUC4k167OknWNOBsHcq/FjC3tT/x1O5nm+GMf4uBF6sO4wF55Vf4CmZwKKQSDNIdba8rsRrErlffl27sfKTbwOEe8c/yU6SDzJs7eD230pFoDUYhnezR34WRSzCIhy8ItKmcGeAFo2ckDmEKfMuiOzyaRXpFRisM0pZ/z3SaJF9HI9jaCPXL/xdgEB+Vu+o5L8hK8KCW/ROon6cpF9wfE5GnR00mZbt95qyIWS6xGjmCsAhPgNiwBdwyDwQzeb4sqJoei1p4FxMIiMMkdegjqHp7yLNafDa9l857aVyf2zFY0siGhv43vHRsHQhX6J1PxzwcuAsFKpA0g9KqHANNz8B0pCGCTiB5398B89siWyERuCry7R8ZjzSPKKcAkdsQoTAqQCFKo9NcI0+OYfCZX/Bla3feP3NyqXcpDdYnPeZYCCKTGwPNYkgbW97EUGU6xBoHPG3vZiS/MiHZGu5B9+huzuak4HXgUm/1vy79dcL3Fx1LqctYAioDwbcyDNhpdHgwwOk7Yf0Xp9EWOI54sVn49BiaK1CaV9ngaIJz/Jod3h/BV8r8gQNYlGYxXRzlj5eMgZRFygvZ2FFm2dEkV6yAo15S5abrt4GvGtmgfSvieufRYNjCg0IIyITOlB1VvcdznPlu2LBz2T70UPhE2rKronoiY5zq1zEOjKz9ATLowTtBnzrBUaWogvlNN9NEc4pZyTRagXBDKIUzXpCboY8uBqRROB4iz6TlsNMyUrQHJKkSgK4tvDrFBQ/W+YMCjwj0Zc/F0zfuvya+vLQhrsCZzAjVaAk/2YT6hnpN5Q36TMrqSrHSnaotB3pREHjtnS5m3+zSz9JkSdSTZTG/wszFiEJvxb3HhuHNeRF4gm3QguQ/rbkYU3yuvYlIvgmh5JIKuZX7Rf3mwLe6dBSsoa4MUYhDMYWNNa8h9N2M2+8RfY1ZXDMDsgUX+zzvmoEf/4uwCRFtIKcBy9P4U4lxfMR76D334jRSKoDG9b3ktL9lMn1kcr7wzSjgQEHhQDg07uLTLYUuZIDfCx6vtANLpX4MjDoc7NjRrN18ksqfKs5mKxV6PrEzyfBmpNXv+7Y/8icpdBJkECxfwP1TcH6IJeMVrSexlqHW+RL23yGVRTOKaZGvf9oE8aiO7kEXLEFrsJygxV1MWplrELVuy4aZT+tC+CeWcIcp+q1mUBh5wOURi+iIk8xzWc/HxHCCe9xCHHDnXa2lTT+VhAJnUIFhmJzo7K6TYoiv7d1YbPFwsome3ZGZMv6hxadhZsZUx4yE9ej4TBwDzAR7CrDUhkiWlQLag6VfPP63+FbbJ6qPGVY+lDkiIPLcCsAef7CVEuhvq2P1l5wLfU+XsEFZB2hClf7RoTieO67k2Yp+I9rYa0nMlxj1h6j1/Ml9a402iIscX3k/et5hHv1wXvgQBd1e9Fe1P4rfOqn+XJeCWF5m4ECC8OkSJDPYewiFf4rMQZDSxFCzTwdNCfiRRuyl30/LLBhPTa7EYua+7P7k3ycYgeFd1INlbGAek8/E7cuE9OD6PyGn2+lCIhN98r482875SUHDa5LAF46w9pYXTPwmqZUY0M6JnyTLK5Xxs51ys75OwVla3JlqcdULzg+arae0gwCZKa21t/3S4KghM/q2iAvIVHYaYLWMsx82hSCAcjB/pJqJBDSamBaVV2riGOwduZV4DF63eRtxgegj+YT3X48mIZzKitxDaQcsQcMDdxszu9lEpGco889QcRpZlgrXjYYGgFsVtvU/03/wvbL/hkTT6xhYvA0tUuGl5HIQfoT54zHwLvQOqxFWY3kFQqrPbCOEuk7zSKHA6CL/sSmw5RRG5f+c3LCWiq/JwZS6sx91fZubfrExIAtO3FSum33M1SimKmQSwoGpMXZzwsiuiQRNOlTCWqV317cMSWjvCbqdYIaJxpfwcCS7fcxDwX96Hp9HzWjUXabvqKZukjGB8+hDC6a3PJibWKCRbuYIyag+xHwW/MnJ5SRdMjfjEszng42V8BoBrmmnwBDO2Q+vfoPOc5GDfLX2tJzDjgM2jZ9NhV7C/6h21IoW7owzwEX4EqLkuknNfpNmyZrnB8Ulzlzwx0BQmpCgbeJ0BZ5jFKe6rfYV2jsHPYd5TSjolHNvGgtpRkRjg8EcXtkg8bz+Pw288vd3OvZ3LO48dZrUcgDd25iTwV1h/I5FMGpR7NMt7d25bo3FNDn/bj4ORbljLcz4SShX0rqXgn3daOdA/sA8+0JrBl+0ae+sipXa7a4zH7S/WB4kkWxOIeQanLf8G2nrSB40YAXXc5vYNKGmb0xYP6IqdhwKn1/cPLXqh5rTClf2rMZDyrt8toL9umf3XAlcd2DxNwb1FTUca1Qo2fPA3VoD6CAS3j3Z9avPkqNooj7hxGxpVIq8N2I3raIHeSFFbROplz5waYU0xkVvAwfAXWm+6Q9fANKB8JFGdhsCKQMYku6EGltZZNkOFh08ieAQCwEPWFHRR0zhi98Uw27CXOBgxl3cRKmutPxG3MvllWWD9HbZSoE5zVv627tV5nnsIsV+SIYTGZNEBj+nbhhgFkuaOsry6ephxiHrWyAA7xi4AHb2cDaaZnPwKfLI9LsKQt5r6+hK2QJW8714Jw7kubezOOJeZqqtctNwv0Tt/M0hx9t02IQdOCx4X3vFvE580RnHQK7ljTvwHZt4iv9m33Lny6uv5KrCzQ6nb8ZnQKRRjyeVlMFDuryfp0CjshMFZYBGFdwRdAnpGky5BHDn3mKwGjisTQN8zCm3BU15RcdSruS4h7hYeV2g56CmqSokVVqsSf8U7gL5UarzlrRiXHrWEiR5lQgR44Mx/q6NNPBbP/5zDS7u/Wu3M+OO+7kIa/hiB8CWrNTHB5cZVtF8sP30j4F1JAOaIADPyxxDN8sj/OCdXFCgvtayDtpCYvbFvePhCHhuNT5s9dUNxtlcvCMdTOO95ioxPLT/n5Bx2fOFKXw60SitMHQ7jr0al1vZLUL/NvtKoSYlUmSuyiIHQtYaM7cWgDCBztHPM7itiPBqm/HsVj3x0BQM7W8huVRAInrJhb4rfW7S1dV6WJtgh/G90bUzhA/SyZp7U0AFprEZn7o7+J1YxeZBfrIK2kGXVcbVsC77ySe2ePT4u/+hTXkLdsdlDKjJuEIRduZGPuHuuGtcqMBmA6DVEkbaSwb3jkJfLK+hYQ4SDnHIQaxMbS0DmkRy3/K8N7Hk26jA4O/2DiKKFiR2vSKs/RkeDNC0RpVc6PRrsC2jjrca9iC3bndJK7y/DuXeflQKGC/iJeZeRFGaYCfYdMvPA1h4iAwl7own7opUO4nH1El4sPKfuvNfMzTpaDQ3ihbURC2Z+j7m1wMJYNdUrO7sUvhDNukA6sL0Bq6HkQWt3KUbRXIsESrjEe9/nI+7Ohveaells7+3d64/E2igRWsVpwV611DVg1gL2JsuUl+WhNHMwpwlUX1K06MuNSszf28pdnCu71G2pXqQFVclAYOt9yIzggzWGKxBh4G9qiMt1vdxZb63P5xFZCtauCfPNLqCf4EzmPK6ynTdX124aeYb+qzPQh8vgcxnzzCtE9x/15muD/Xok8Xf8v6vBtXQWyOEj+H6KeZIfZ4An4ZLHiZRCfjiOxax5TAw7v5u98rZQLkGJ9bl23KPS1ZpoxkWz0i5CGn7qz5ZAxYGAw4fl9R94rq4gMfFwptitgUM3cCMekQGhPd5h8Gs251LG6gaf4+JD6ia5R2lPDmKE8cH7afMyuILRFiAoAnprLCIN6wbgXvVjnWr20jItpk/y/PyGgP8aNSsFInoQ1ScgLeMLVpXBRs9to1sonMZD7pINWfXO1m1jIQpymqfxarUpnv3JRBTF1rGWneSeduytYWzw4UlmzL2uLRGykA1n9hDM0i2Dtk5aqLSdDlKWZ6gFnKAjSyuz53m07qIgocjMaitIBH8SB8kuZIufgdmIR7RusziQXHXOsGGekCErSyYo7t2RpvKsF0qKrKWEs0SaYVSdPZnkgYm4dXXiZWJLAexNISION+ux8PlQ2G0Q5Vg5xQRFtaI2gM+kZGm3EfM4hAEiqH+THgxLTCPBbD5KK+dVxFzJ48AOMWxdw3jktndJXLT9EwcNWf8q7HJwUlTCFuxlF6UIpXw3fLQ/7kChSvfW5NcdP/+JFURamBPKlkev34ca1+OTzybSP9j1qsxm5jhQuHlxqRapcZHCH6DwVDhTMVkEMAuRpy/9L67yL0nbWJkBEVa6OCiWAGphqjdiNvtVSZ6P1yvSjgdfcXQ1JZR/8swcnNdsois3/ygVo1vzxy8ZRd/AcDkJ0hA2Og+O6Q2KMQg4bJ/ItYsDwAk7hw8VbFckh1x91cuXpfomlXcEMRANVi/KTjfmtKQ+w4PTPxVMWShOg15YFYy6vLTvWK7gVhSx1CiNP9+ScqWZVIzfvHgK6fRL37s/SR2onV6aM6us4YW+TyrMlzsueX908S6GtFAo+8/2j3DAtozj+st3/aZ/fcBmr4FMzrBMx1bMqCdCdjcvs42sv36XSUJJ2CDCM+cN0y7kKkRzNNp4L8FJbINnRtoP6AbZGCcObek5bjosW+RU7GMSHLXYbAgTaMDYrxT4EqpRrygOFEtb8J7MHvVX6CFsDKrQ3oFO4ATS+fv/oHK6pW+BaDkoW6GNuAIXM+JLOWfqKHCA/9JQcsIZBUKmjDUon5HYA0mBfpKp/OnvRYVB+2AeMA0U/jW4PvREusPAGChrLIuwVW7mCMe2ZXTWE5p7wdNImvT4jS6vguJxHR1Zj2E9DOOdztWCHjjAUY01I27XbL3wwiVtoXkJ+WUi3BYbQa+t8D+6aee9qFzbMTv4jt5V8SUz/TDjZhcF2Vv992UCo/a/SUjJcfC5UpgAeyzZnpBqq8hbu07d8NwwE+CGvkbFWtVGIbxFmdcxmM2/xByJ0ue3zplPRKAaLUYKp6p3UKh0CKZMVaLeskzmAzRodfivlAXv/RjvPM/FhqcNV2OO/Lk9nH4eBrkPSwgH93O25JOROJ5Zud5AyLEgZWpc9LwPsefvMus1IS6o9jdSq8KDvmxNt/LNG9w/4D/gtT6YEG58TCW8Ohnh/qb6xKWur6vAySd5Eq259KjE1oixecoodFqMZM3YVgeuGOnHlSObAX//gS2s1fiq8ADpakrqHyxjfq3wFB7JsdErFm5MSKMaRLT1i2Pd1qz83FHsi78kZ5OaOUTxFK3a2EVcB8Rd33MYEkU7FNkLVGJ6Y2iCAXk3OnRaXWlCCoyd38VKoZ0kXRyXtPmfs0qqJjESfgZncVJIJ2ALjJReOtlKUvvvP985xpOmkB3LwUqRzqtHRBM/veWPcbQHtbXOqqoQ1ch1BSJNxh8uaIJeDNVhGGoe4HcA27P4QPSYeCtrxhXPbMjhXE7R40w3UwIKmPgLcb9/4vE0uDcOeSAGXnpFhn+FsSQoFI9/iAlXDVo8UMsdyNKSWyy+pe7KtMmsjLMzPa6/pQjNZhvLb1rey+hVuBj6bz3mhQPnwJphmKLRfpCoOLFW+f2Zi8E9za9meGHt+tKyCzkXxFVzrReC2kl18ivC+aK8wBVzXf3KVMPoj4YDPa2Fd5U0GgSr3kQkBszphusCovOim3aKcwZoOlJEL42xBnySB9QI79zgf/vvGMsbtS7SnSna5y+V26oOYLRWGm5ycfOuuZ4FQ5fTyKkMqe9kT4nejtakZ711V+d9pFGn5dDdQmvH/y0ZyrZDAww3lsEqMgGlfCk0WOD8f90lyc/TmKB2w4FUROHG4UeYT7ARALYOhLT712FDf4sOb+oITjQzyoY06cso2L9TzZn7bpMW9DtkuVeaK7ThVPBbTlAlkBqA+Uje3Xnvci+sl5UyIxKckAKc8LUdhFLhGKb4ZNV7xEcr+e6hDD7NHJX7SylXUPI4Ar9hlxy4WWXVoVxFQy70j8bLkO96mPngSrJYctrrsQr/21niwawe3qYYgWziCio72OJxkhURzE4sbJV/RFmM8XGAiNgHm8PdgmGw3j9+I5YU2/42LqKl9qROkyMPpQROPsw7k7F0b/WRf/ezwnJ3WhCo0jO/kwL+e5zLkSMi3RL77xBjBetE3qdZyzUzGF3FjoHw6okbaTbG3VCV0/z8FTW/PwJy5tvg8DJTEuMM1T5YEG+HSMDP40s3tTe5bB3ENHCTxpkOngThLqUSybHkGXtAsb2Uk9cDbcs48i8RL59dI90PQiW6FZzuZgiuZ/tpIifRD6GHi5XX6NbmkqWA2o48ZS8iJLZRJbaw6cTu2n0mDIzq3jRmRcvL8z7NNRu3ZmFvbpRS9cU5ydFJOy2SETWQ9ebuujvvHxL+j5DETTgnvlbnnK7vHtuoEVxVCxdczTCimVQpskALTHyU852VPuPnMIkSyj8XE0gTCT4Y7xfiSx/r37TLv4iLpUNxsKe5rXg7bxuGf2y/QdVH3WapHyIts5Fdepe+XGiCY1QTgpVTCxD63rLm2C1GwfxDEY9N5ejkOjTVOh2dvlo/ynvr0PsAXzrGxNPeOi3ybApOsxxWAv0Xku+/zXGExHzgM7s5QmuYffQgWF3VIMKaES2KRbbjIEqQUxSfCv7g4WW6L5Hy+bXutA6ASoU8h13RuGg2hmGslxf+Np79LIUv3YRmj8d8c7RSDuKR6kPx1XVf264tmxQPU0tIsqDju+tRAYxDIfi0giGj52XP2S3fgf2YTrSxsCXooduENJVNGPWTYZSz78gmAQ+X2t+Rl2lSak5Qn+ZKM/MKM1FzMVI+tQefFzR118OtObvhriTIoM+9G8SUjWRy6QfmU8mgqt4o2Oi37BGYnaUZuf9VDd0zBn6QSM/lzjjXHE6DK/NJjK2ZYy/9AAz5pjGzmL3uWeLnS3Dv9+BGq5+pWFV5cNSlx3KaUCVDua/dnrNFKFo2HXQTygO/Uu8y32peKtbJfAauAVTDEL0P4WEeE+X38RVi2A9Ii9xiGC4X0XiWnh9JB0ktuNW0X7yoMqs6qzye+r749dZmLlR0LPWwfIgkxDSJPSSNsAUqzGK1vS/KHc4KdC7tE0knJTwbSQE8oKhTDMwazGHeiqWgO+VVIobM/mZGLMlwKa4rmGvCbRPranh3D1r4KkFo39wbygzdChV9a23R1ygHaaKhNJ9q+si0sUws4EaBOvDrvR9Yta9AblNV1UEOEUUIT7rt3scBG7szHwmPT0ExuPeakTRFArQQIXFyj/5KVtLbrMqcIBnYtyAkpx4lJ3Vemh7gZ9Er0CrHgsNMrwOoUpJklXOTw7wFVI1an1PccGVJ579Fs19GPFcHfUsltd7yTVAvR4gvyT9f0n3K5/NKjJYZhdcFbPdiLQE+ET+bs1fvv+/4fP2qAdOsmfWfBrMIyNvfcuGqmHPTJEl0p7d2ziF8WP3OTyNT7KcRbLyO27PXA2+OGkBQbi3n4xWkVvQ/gB+Y1f/JA7s5BfIei8SfO3e13o3jHKOQcEvB7NmU1Rkq572FHjldfBP2RaEEj+tE+3o9R/TOKQu1je3IQSXXrX5rvqy0gKKACXhmoH9XZAfPuUmwtqCXMPCLUh0oi24VI/MfgqBW0dXmnsWLExwByaZxNmJkjBjhm++cRUn5op5fppvurRucVQkK4eUROOR0Eiwy1cImWemBaqcetf4qYKR9iuSt4LJ67c1Zj/MdpVeyDldj0jpPMZcx0ZF6unEiKCWYurCcCEQCNvdmU2A09baPeE0Qb3Svft8aTirtmm90gMmB8aj413RmOJONTcll7anGsr66WJ5FdXomKOp3hIs9ZsbPDr5xi/3ofYo28FgGehePOOEliCI7OaXc9epJOZzADe0bGZou7YE5oQQhXzyR62l68C+E6OjX0Bk64DodHchxyDy/CKLdP382hsCQ+bw9oiaOwSjIHLj1GJIFKnXdYssnJpaxSJl7Mh4WVZBmVz7Fx+nv0KCqcOLbPeuo13cTmahengNPTvTi4xjRDZtEEUv0QfdxtsC1WQTU98t5vWjq6uH6R+QAJTdE2wFgpZY79jzUEJ3MaqFiWO16+1CTG0Yd6xWmTZuQMwFbCDnBe3TDKZNrbMGLUwXiSZ7Yh8DU8yVXQb+FABPV+PiaVeM/N0RPOUJ+691y28+FZL50XdSt5hoKyWAGkASTGKT+mzoePOryyV1SynuOR+kx/0B/Nya060exZ1/fEw1IRhKs6WjXkhYr6GmDWTZJ5EQd9W1uNoCaMvZbQnIiLTEwtEsqdudvf4eT7a1Z05zoADbfkMUYHr+WgxZXghYupxzKQChAcixS8+AKhuJbekqbf96S3fXOJe/4qjNT/sL3/Nfgsv4I3nK0s1O3y4fIWNUp69hA9lH6RbP+PGYdl596dGkAqmpTbu+tAAiDXGg154/v6OYw5kqHbvb+Rj5vJ8D3klztbgqf+GzJYzLCeFwDhQOM6nxtx5zu9xj+olBuKpD+bQ4GZKDaLbkBZg73QSXG6DCsRdnR8HJPd17DDb/4eLYILr2tK+q//FHRB/c2RhQkkJt/ZnzqpImZeXNCeRc3ABHBlSUdi3NKeRyarEaXb01LQq2S9DRlJ7skRsbru/vpHLdLFu05RmoF/qI/KqPR9NCuTInuhZCNB1lRysv4jHzpj4+sfIj6DClY10pzRyCdCIQZC/mcEQE2cqYLsmDm4h04qDcMw9q2UlQAC1NL9VIJOj/t6Zh20d6p/5JkOy63Ob3tG4Jz3tfee9BTRlY3IB0mJT9ExJ5GEqUkWgT+RU/9SLJXWA8qEWLu1OM4Hn5sOK+wIeKevE+FKfyUBb+WqKISYeY84USGmfXA775bS5iueCvcR37bUHri5dYEklUUdtZC/LRL/n8kGMDJtoAJFFiqTD0GVzMlh+wipPyOQ77SAI2k5yAbnnG6tlpClNLTxe7IYtppX3OvQfVsSIPWiia7lv8N2kAshzplVCPy+r9eC3aVk2wU1WgZZFuqs/X73nh5VqwE04jyMBO8jfH1jPJB0M+tPlmmr8+YateWB9kWohW+zOqBGSJ+LVjGZY59WmQTQEoVmTOnyN6TvoOhHgyomgdFjjL8WP1HgBGxwBF90yvXfHuy/lolA2YDit0wa1nDyT+AAHUAACfcXCPWMx3iKRhV70yClcaoBV9OR0/Mia2R0T2FHu3FUxlD2N7Qtv0SDchqMmabNHcSRx+UFOlu1mOfDwfxYkYgsv9+XV19MxkB6ME7H3fbyK5Cqf4hBqlOdc16mBDtLRXtzzno9TduqP58YobJdx+f7vRZrRTyDWMai2eVweZNn+z7b6l+Z7HYGjzrNpCsb05ee9rHRaLuNSMF9UtrOgnXgdHvlM7DU25IPC79s4b5ck4wI/jy7wKyXQTV1bPts27Cc/8qeKIuTfVNUXGyMwps3t0AzayPjp3rdClLv5V9jz2sBms87vaI+Kof8gesZiRb5hHxMb0LvHV6P3a5slP1PeR6NV+WOcq9eZhU0/wUmqKOKNEqItnMKCsq9VpII3wCxc2URsHw5+yyprm/7Bgp1wPnQqVso9YyuwkJKnSE0RRz24XtuVPw684FIMnbjGukd9acDXhgTHBjg6CGHyfG66ZsrxbsFjr59Jgp47ZWJA0WiZEPOmWXhAMYQ2EqYjcV0A0RVJ1wKq4pAD41wasq/SL0JwTufUOU5JIWEBMTs1j4h1TrZ41EfsycreouJY+1OcNtHLt6Z1/bRFjzs86iAJFcpmTDIIzG2AAJ46huRPRtn6SFy+BKcG0N67Rsqa8i7vUrN9999ekvqLmNoGf0ytedTATUhD1iwpVXiVwo27tG0fQk526c0uncghfLWMj42TTBqe1EpLWjexQkgrDADxycaKbuHXnBvgvY3e2dhsRX7sR47C9X1rBf9DORjKamtBpCziPbs/4mYw+DS/jY7stklJF0GLp8lvn+cYHrQEr8EqhC0ao3n6sWXaqtuDHg0rdUrbSfdV4hoQhLjy324IW2Bfc6mF6Kkzazyz40OPsCuESIAAGrtGbYHZ8zKjpV/AjkC03Mb/h7TddRaQIW34kii9gVBYvH1tam5dlKsFa5/53C/pSH+n0hiOAYq+7Eb6Dk6PVpnDEguq7lhHgtJ86agcRgNhcqDaMta+KklSJbMNRNO4N1uIvOPxrbeX7mAtbzA+LEQAAAAAAAAcxO+tz+cc3ReFT2/G2kzsJbyUUIE3OXkxQ04o8OCMdI/JgcNds7sL1vDdYY2RkT1e3fOEqyfevn6KBXdh6xIe61DW8eGC8DRuzcmVWvVJGH8BNPo9JW1HzvbVKAro26z+HLGFJ1NwwlH8ErhVJ2gMMuA1FsOynZrkjvOFeOsJxOu/CasEH2kqHWZ2CLONSzqeFK0DuXDyu1eTOARv2A3escM1I4UJTOWBkdqhoDUg2GAAvA0zhJW+yW9hayOStCCoUe1RYpBr+WrMFsDPmkbh2a0+knwS7WBeEOid/o+zfkuESjqaumH6+XsjBNk/VzEwJIEIoej3lx00wi1VixoxN4/GKfDrSzVakw0o1qj0XrM/+8MsRHwP5QS+HGJdLetOvSZu+pyEtXr5ZJgHZh/YPENM2RlDpDoFZb0QnOLTHXD3KxbSS7pme6eUgsLeyCSOk1Bo+DjENStJo+dHZREVpYaGBnptizbxsmigQ7l1e+GA4VpKvEpwvTz37SalZ6JgVBtZNC/BoJihyZDJkUWDx92j2aXj7i/A8JE75+o/bSl1fnZmOIOZXVO1nP9M+lE8PJO9lvnN7vELrm5OWNW5OJCM5QCYawKXZTpjz9g1RrkY6vIAy+V5wzGydYj9LhJ9xhOkq1RDcqmn1aEc276iE9gBfwUm4cnDJP576rfV+sASvSEIJ8zixQhWbr+h+PiuP/PpFJ306z6z3nItgL96XIFrVVpLBYxwGmCFnpG2ZCZHN6NknSsf6ImhYhEZYMeViFmEkoz1+r9l87ZbM3vIQ6fp2rUfXmQivfCLjpwXuuZxixDOQqCTHQ0eKpRGVVjH6lzTjwHxuGAACscnxXfgJ4fg6/lEr+5crHcrnLt6m+SrGdwwQeiSJ/zBiCzj98aqKCT8iwHstThYv84trqZYtUY2YOB4+vO0i04Rc4iRiN21FSsQCUpGHR6jihbJfuW4i7soXLeCVDmXJunukT/53EI28pWErPRBPcQZAXBEnSMAnT0NCm8wl6RSVo2505oNisH5hVZjVue5raWMMHhow48EaUnHn0YHIoNK7VW5Z00bHoWeyx5uRTOy2Z4aY8jU3F4GooOOHkiD2Zn3LsRl9wQ14cstgWpGvFudGTHIS25ZtUnpCzXWCjMXvlZkBbTQQz6WqoHncA38JLaP1pEZwcIhTrJYV2W1A+6yjrJW3mZuwik8/TrOXK7f5J/RoYjRmSqzosjeWKPHzsbjeP+7hVSRbR84jcChBan1dl1ixnaNRSzBKfrJrHdyNQFBThk9iLjXba+ZhZEymm+7VpQ1hen4kT2PS/7DIPNlbqkFVNQj4hZr3iMUJO+9Ct9LVJWDn/KRmKvHv5xjxjxoQL2nobb9Z3DH7HFE9jyii6nuTmFuHbl0PEP53nX7wlXXgAlWQ4EONO4vJb/EOboaoY4F/9Bq6+uqAJJBWX1rrnMHt2xgE6UYc0ynbEJpU9zb8kEcuS5tuMPjRiMnSTBWZLgPIGTEckj0l49WOT0+IvAKrNLE9dS8aaeqFMjTAfGprBmH39NKJUke54E7o8pNpuENqwQsXpcD19zKwZ89YQD1G6dN/k2TZe1MwfC71no5+8o/i7Bn5XTkduAdaREwdiEbIoAI+uAAAEWAAPOSM5WYT5xX8N1ULBlethyukvYiutJmqCP9aoBY+S3siwMewS3r96Ku91gYveasHFMRzzt9KyVFf+DsadV6kv1WwEA1wz11ltJ2lVNLtV8ipF+TraJkVjXez3YnEEFzDvejGGyzutLA2B0J77JXN6t94IqhclCnEX0xntGCfN+hmV3B9jw3xbs3nC2T/E914NA933b4vvkjCFl3jgcPxoA97hqBOJl+ZGsFWNWocTOBdOnHK7/qjrmfvMOeqVT0W4PoQcKbXOa99OrLrO/L5XbznEqR5se8gzNVEemjmNOBEB/nVYm2jBOBm6C7tg2EcmiAE184YCCZjtbp2MeYak++J7oysrb1hfGpzmtjy3NpmI5P1mpq8ymcAFGe7B5KIRgsRHIFvD5e87Ze70Uh+wdzHLuu96H7wL8R7Hi154gHnyKatNQEBvqIw0OVeyas2WzOFvFkG6JkTuAin2qEithzmcVs8F0j2mp4BKvDPZOywoeVZOecmGTK2ccjJtcm2dMnXhWvAvqqfpZh2LjVUCw+Wy0nITC3Oub2RsbhQqZ8sorozhky4kdPpM55IvQkpjh3iKPQMwAVyEklHpCEHTfvu5OJ85L4KHD8svNvykuHKge8Ja0P+QV4zCujUieDEDYZh48NamCqko3b6GwIvaqCA5t5F1EXZ+z/UJxa8/0sdz+E/JpH2YOb4NLKWZlfpPejXqcOA1oal6KHy/yZgJ8eMkGECNZgBR+Qu91dFSZil9Umf3eSeBrnTLBfzbfYtUHBe1EHXa751cIBBnMKJ+8FL5dR/02si6tfMpTd5ARIJLByfovlnyHr9LdkcFBjaCRNfxZa5wD/V1PdlLfhit8zF1RvM64H1+9K42y5GAlxoqFZ/LhTEzt77z6b7LETBIn7lZ2sj5JwW29u1eyb5Lh8ryniMoPFvDNH62cOjKKGWLyyvp8r0DsDblIHYDofSbnXaw9vJcziE2FvwGkoTnXeiJhR9kro2lHeA76U92pEmKbJbjpPO88MtPFoV5Gdl6enN1iRhoF04lGlj5OZjk67erAy7YMBu6D4OwkHhiXRfVREm+Xd75j/qDN95nM99DWD7bAO1/zat3L7A49TPFCNCrCzIW8fEykYsifNUpzxhuG6K5oEHCPxPjzOCrra1v9Fyp2jkVyzaJbqFauCWqlXHRgfaye8cp7HGbUIf47eV2o9IVC8ICCb/yx6m4aQAhkkpHYuCoYg7d+oluA4G3KMYfQjP1v1lbCDBVasy1K3hhDJEBfAe0qztg8kg1Nx9bb1GtBfRWz2/n0p23r8uHAEHp3QcfVtn8hVgLp4P+CpKMbXyrU28qjSS9iuk2Lhz4NrduucNANuYvWS0rIyX/mdNRMlzsYxBVo/M3uqb0zM1X5WZ2cH6a2Un3xO7SY+RxWugkZv1x4YwaDUlA9iK9iPY9vtx+1SDEWeyy3vy2MImauHqjGjmUI4KHwzqPwGP2ZURkZgU+TpzovX6XJ8QjcA6LBBCnWGoqTpmajToCsV8Y2gPN8xantM0nnyphBDxq6O8FmOfNrKLxmgvs6obYtw/0FDnPpgr1hqoVL9YiXJXiKJJm9+FQpuwgHjOKKq1rauNQqt6+lHxAMdzTWqEi3dKXk8g6uhXW/mceQV3GALxUu29MTqfQN0QTuozxJHZy+U590JheJGH2JPfwXbyzK8cI3m+r2ItHG2fkV7tqNp+IGa7xfK1gku5x7ARYc9GmG06aincVCtnqV/ETc7CSqSZRnYCBsJs82FTQrzkERR4rYPYkSbzsWU3l9zODFTtyEpmaaEdRVMdR9/5NiUybzMWbic9L2wt9iJ8US5NJiOL5YMOXSqXDEjU/X/idTBDbXeV2KhBNq7fv9DIzVQdvXaSXguN67/pji5awfwKAwVe678OE8nQctGvTp+BEkSekxvHmr7g7W0zeKV/xYzzSjShJLu53oOuF319WIg3gZrWAsfnZMbm3Lgp3k0uOvYLAnJpJzkgpBFmZoVtSckNV4/kjicJOBzKYix7M14XX74g31uzfO9WzpWu+JgZhIWCpxxislmo0KKx/hloutaXA5gm8B1ar5/ufHaUJcS2KkwMqaHdiOmVtHZGASGsFuj+ivuYsg2IsfJHWTgyzb3l7gSHAJ6Qsvr6I/cQLc+ko6vmhbRnvzJqXyxymcfmCbmUsbngyYcmam3ktjGz0jeFj6t3JOVOVu921KVXrV3Zob3FdKLW7PDY9oPrm1li0NoBc14L/kk4meOKT+p5liOACacu1Ly6pekxg6DQEBwwIlYYn47LEOCRsQBSvql57way2QA16WZ1HBEXHdkFU2dgE5UZ3r5IZ0Im3C0iuCqqR+BvaGfo0GG7NNoYKExcIb/cXFbxXxCAR126i1vx3makEnGqYNC6rulQUsv3bw2cqgkIEvgRoXLBKU7bGiVxZwc0VwonjOEmcAA=" alt="Install Qwen-Image_ComfyUI Windows 11 Windows" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>Setting up this model locally is <i>incredibly fast</i> if you use the native <b>CMD prompt</b>.</p>
<p>Just follow the <b>guidelines</b> provided below.</p>
<p> </p>
<p><i>The script takes care of fetching the multi-gigabyte model weights.</i></p>
<p> </p>
<p>The installer will automatically analyze your hardware and <b>select the optimal configuration</b>.</p>
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<div style="font-size:15px;color:#3B3B3B;font-family:'Menlo';">🗂 Hash: <code>9bb8dc5f7462d1d6d05885c4f4a653d8</code> • <small>Last Updated:</small> 2026-06-26</div>
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<ul style="margin-top:23px;padding-left:20px;margin-left:0;">
<li><b>Processor:</b> 4.0 GHz+ <b>boost clock</b> recommended for CPU inference</li>
<li><b>RAM:</b> 64 GB to <b>avoid OOM crashes</b> on large contexts</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>
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<p>Qwen-Image_ComfyUI is a state-of-the-art diffusion model designed to generate high‑fidelity images from textual prompts within the ComfyUI workflow. It leverages <i>advanced</i> cross‑attention mechanisms and a refined noise schedule to produce detailed textures and accurate composition. Trained on a <b>diverse</b> dataset of millions of image‑text pairs, the model excels in both realism and artistic style interpretation. Key technical specifications are summarized below: </p>
<table>
<tr>
<td><b>Model Type</b></td>
<td>Diffusion-based image generator</td>
</tr>
<tr>
<td><b>Input Resolution</b></td>
<td>1024&#215;1024 pixels</td>
</tr>
<tr>
<td><b>Parameter Count</b></td>
<td>1.5B</td>
</tr>
<tr>
<td><b>Training Data</b></td>
<td>Public image‑text datasets</td>
</tr>
<tr>
<td><b>Inference Speed</b></td>
<td>~0.2 seconds per image</td>
</tr>
</table>
<p> Its integration with ComfyUI&#8217;s node‑based interface ensures seamless pipeline customization, making it a powerful tool for artists, developers, and researchers alike.</p>
<ul>
<li>Installer deploying offline face recovery modules alongside pre-trained weight array profiles</li>
<li>Zero-Click Run Qwen-Image_ComfyUI on Your PC No Python Required Offline Setup</li>
<li>Setup tool configuring multi-modal LLava checkpoints inside Ollama</li>
<li>How to Deploy Qwen-Image_ComfyUI Zero Config</li>
<li>Installer deploying localized rag-ready document embedding model pipelines</li>
<li>How to Deploy Qwen-Image_ComfyUI Easy Build FREE</li>
</ul>
<p><a href='https://columtech.online/category/scripts/'>https://columtech.online/category/scripts/</a></p>
<p>Der Beitrag <a href="https://tn-exklusiv.de/2026/06/install-qwen-image_comfyui-windows-11-windows/">Install Qwen-Image_ComfyUI Windows 11 Windows</a> erschien zuerst auf <a href="https://tn-exklusiv.de">tn-EXKLUSIV</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>How to Install KVzap-mlp-Qwen3-8B 2026/2027 Tutorial</title>
		<link>https://tn-exklusiv.de/2026/06/how-to-install-kvzap-mlp-qwen3-8b-2026-2027-tutorial/</link>
		
		<dc:creator><![CDATA[tn]]></dc:creator>
		<pubDate>Tue, 30 Jun 2026 14:58:56 +0000</pubDate>
				<category><![CDATA[Adapters]]></category>
		<guid isPermaLink="false">https://tn-exklusiv.de/?p=1646</guid>

					<description><![CDATA[<p>Setting up this model locally is incredibly fast if you use the native CMD prompt. Refer to the instructions below to proceed. The engine will automatically fetch large dependencies in the background. The deployment tool scans your environment and chooses the ideal parameters. 📊 File Hash: 5b40ffeab1bb7b40f50df65dff700686 — Last update: 2026-06-25VerifyProcessor: 6-core 3.5 GHz minimum  [...]</p>
<p>Der Beitrag <a href="https://tn-exklusiv.de/2026/06/how-to-install-kvzap-mlp-qwen3-8b-2026-2027-tutorial/">How to Install KVzap-mlp-Qwen3-8B 2026/2027 Tutorial</a> erschien zuerst auf <a href="https://tn-exklusiv.de">tn-EXKLUSIV</a>.</p>
]]></description>
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" alt="How to Install KVzap-mlp-Qwen3-8B 2026/2027 Tutorial" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>Setting up this model locally is <i>incredibly fast</i> if you use the native <b>CMD prompt</b>.</p>
<p>Refer to the <b>instructions below</b> to proceed.</p>
<p> </p>
<p><i>The engine will automatically fetch large dependencies in the background.</i></p>
<p> </p>
<p>The deployment tool scans your environment and <b>chooses the ideal parameters</b>.</p>
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<div style="font-size:15px;color:#2B2B2B;font-family:'Anonymous Pro';">📊 File Hash: 5b40ffeab1bb7b40f50df65dff700686 — <span style="color:#aaa;">Last update:</span> 2026-06-25</div>
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<ul style="margin-top:21px;padding-left:16px;margin-left:0;">
<li><b>Processor:</b> 6-core <b>3.5 GHz</b> minimum required</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>GPU:</strong> 16 GB+ video memory <strong>highly recommended</strong> for exl2 / AWQ formats</li>
</ul>
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<p>The <b>KVzap-mlp-Qwen3-8B</b> model is an optimized variant of the Qwen3 architecture, designed for fast inference and low memory footprint. It leverages a <i>multi-layer perceptron (MLP)</i> bottleneck to compress token representations while preserving contextual richness. With approximately <b>8 billion parameters</b>, the model achieves competitive performance on benchmarks such as MMLU and GSM8K. A custom quantization scheme reduces the model size to under <b>16 GB</b> on standard GPUs, enabling deployment in resource‑constrained environments. The integrated <i>KV‑cache optimization</i> improves token generation speed by up to <b>30 %</b> compared to the base Qwen3 model.    </p>
<table>
<tr>
<th>Spec</th>
<td>Value</td>
</tr>
<tr>
<th>Parameters</th>
<td>8 B</td>
</tr>
<tr>
<th>Architecture</th>
<td>Qwen3 + MLP bottleneck</td>
</tr>
<tr>
<th>Quantization</th>
<td>8‑bit integer</td>
</tr>
<tr>
<th>GPU memory</th>
<td>< 16 GB</td>
</tr>
<tr>
<th>MMLU score</th>
<td>71.3%</td>
</tr>
</table>
<ol>
<li>Script automating download of clip-vision models for multi-modal UIs</li>
<li>KVzap-mlp-Qwen3-8B No Python Required FREE</li>
<li>Setup utility configuring sub-millisecond local translation overlay setups for gaming stations</li>
<li>How to Run KVzap-mlp-Qwen3-8B with Native FP4 Full Method FREE</li>
<li>Installer configuring automated VRAM garbage collection loops for WebUIs</li>
<li>KVzap-mlp-Qwen3-8B on Copilot+ PC One-Click Setup 5-Minute Setup</li>
<li>Installer configuring custom chat templates for local inference</li>
<li>How to Autostart KVzap-mlp-Qwen3-8B on Copilot+ PC with 1M Context FREE</li>
<li>Installer deploying local AI studio with automated DeepSeek-V3 multi-endpoint loops</li>
<li>Run KVzap-mlp-Qwen3-8B Offline on PC FREE</li>
<li>Script downloading optimized tokenizers designed specifically for complex localized languages translation suites</li>
<li>Full Deployment KVzap-mlp-Qwen3-8B Locally via LM Studio Full Speed NPU Mode FREE</li>
</ol>
<p><a href='https://acudame.org/category/nodes/'>https://acudame.org/category/nodes/</a></p>
<p>Der Beitrag <a href="https://tn-exklusiv.de/2026/06/how-to-install-kvzap-mlp-qwen3-8b-2026-2027-tutorial/">How to Install KVzap-mlp-Qwen3-8B 2026/2027 Tutorial</a> erschien zuerst auf <a href="https://tn-exklusiv.de">tn-EXKLUSIV</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>gemma-4-E4B-it with 1M Context Offline Setup Windows</title>
		<link>https://tn-exklusiv.de/2026/06/gemma-4-e4b-it-with-1m-context-offline-setup-windows/</link>
		
		<dc:creator><![CDATA[tn]]></dc:creator>
		<pubDate>Tue, 30 Jun 2026 06:58:42 +0000</pubDate>
				<category><![CDATA[Adapters]]></category>
		<guid isPermaLink="false">https://tn-exklusiv.de/?p=1642</guid>

					<description><![CDATA[<p>The fastest method for installing this model locally is by using Docker. Please follow the instructions listed below to get started. The installer automatically pulls the model (could be multiple GBs). The configuration wizard runs silently to set up the model for peak performance. 🧾 Hash-sum — e3b06fb794ee4233aaa4bfb6f9bc9dcc • 🗓 Updated on: 2026-06-29VerifyProcessor: high single-core  [...]</p>
<p>Der Beitrag <a href="https://tn-exklusiv.de/2026/06/gemma-4-e4b-it-with-1m-context-offline-setup-windows/">gemma-4-E4B-it with 1M Context Offline Setup Windows</a> erschien zuerst auf <a href="https://tn-exklusiv.de">tn-EXKLUSIV</a>.</p>
]]></description>
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" alt="gemma-4-E4B-it with 1M Context Offline Setup Windows" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>The <i>fastest method</i> for installing this model locally is by using <b>Docker</b>.</p>
<p>Please <b>follow the instructions</b> listed below to get started.</p>
<p> </p>
<p><i>The installer automatically pulls the model (could be multiple GBs).</i></p>
<p> </p>
<p>The configuration wizard runs silently to <b>set up the model for peak performance</b>.</p>
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<div style="font-size:15px;color:#37474F;font-family:'Consolas';">🧾 Hash-sum — e3b06fb794ee4233aaa4bfb6f9bc9dcc • 🗓 Updated on: 2026-06-29</div>
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<ul style="margin-top:22px;padding-left:17px;margin-left:0;">
<li><strong>Processor:</strong> high <strong>single-core</strong> performance needed for token latency</li>
<li><b>RAM:</b> 48 GB needed to <b>prevent memory swapping</b> to disk</li>
<li><strong>Disk Space:</strong>70 GB free space for <strong>full FP16 weights</strong> storage</li>
<li><strong>Graphic Processor:</strong> hardware <strong>Tensor Cores</strong> support needed for FP16 acceleration</li>
</ul>
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<p>The <b>gemma-4-E4B-it</b> model represents a significant advancement in open‑source language models, combining massive scale with <i>efficient</i> inference capabilities. It features <b>2.5 trillion parameters</b>, enabling it to understand and generate highly nuanced text across a wide range of domains. With a <b>context window of 128K tokens</b>, the model can maintain coherence in long‑form conversations and documents. A dedicated </p>
<table> can illustrate key technical specifications: </p>
<table>
<tr>
<td><b>Parameters</b></td>
<td>2.5 trillion</td>
</tr>
<tr>
<td><b>Context Length</b></td>
<td>128K tokens</td>
</tr>
<tr>
<td><b>Training Data</b></td>
<td>web‑scale corpus (2023‑2024)</td>
</tr>
<tr>
<td><b>Inference Speed</b></td>
<td>> 100 tokens/sec on GPU</td>
</tr>
</table>
<p> Benchmarks show that <b>gemma-4-E4B-it</b> outperforms previous models on reasoning, coding, and multilingual tasks while consuming less computational resources.</p>
<ul>
<li>Setup script enabling hardware-accelerated Nemotron-Mini execution on independent workstations</li>
<li>How to Setup gemma-4-E4B-it Dummy Proof Guide FREE</li>
<li>Script downloading advanced mathematics deduction checkpoints for logical validation</li>
<li>gemma-4-E4B-it 2026/2027 Tutorial</li>
<li>Downloader pulling calibrated Flux.1-Schnell safetensors for rapid UI rendering</li>
<li>Deploy gemma-4-E4B-it No-Code Guide FREE</li>
</ul>
<p><a href='https://banpdmjateng.com/category/multilang/'>https://banpdmjateng.com/category/multilang/</a></p>
<p>Der Beitrag <a href="https://tn-exklusiv.de/2026/06/gemma-4-e4b-it-with-1m-context-offline-setup-windows/">gemma-4-E4B-it with 1M Context Offline Setup Windows</a> erschien zuerst auf <a href="https://tn-exklusiv.de">tn-EXKLUSIV</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Setup VoxCPM2 For Low VRAM (6GB/8GB)</title>
		<link>https://tn-exklusiv.de/2026/06/setup-voxcpm2-for-low-vram-6gb-8gb/</link>
		
		<dc:creator><![CDATA[tn]]></dc:creator>
		<pubDate>Tue, 30 Jun 2026 02:58:34 +0000</pubDate>
				<category><![CDATA[Adapters]]></category>
		<guid isPermaLink="false">https://tn-exklusiv.de/?p=1640</guid>

					<description><![CDATA[<p>The fastest method for installing this model locally is by using Docker. Follow the straightforward walkthrough provided below. 1-click setup: the app automatically fetches the large weight files. The program scans your VRAM and RAM to seamlessly apply optimal configurations. 🔍 Hash-sum: 52dca07d543c23bca411c12d456636ff | 🕓 Last update: 2026-06-24VerifyCPU: AVX2/AVX-512 instruction set required for llama.cpp RAM:  [...]</p>
<p>Der Beitrag <a href="https://tn-exklusiv.de/2026/06/setup-voxcpm2-for-low-vram-6gb-8gb/">Setup VoxCPM2 For Low VRAM (6GB/8GB)</a> erschien zuerst auf <a href="https://tn-exklusiv.de">tn-EXKLUSIV</a>.</p>
]]></description>
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" alt="Setup VoxCPM2 For Low VRAM (6GB/8GB)" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>The <i>fastest method</i> for installing this model locally is by using <b>Docker</b>.</p>
<p>Follow the <i>straightforward</i> <b>walkthrough</b> provided below.</p>
<p> </p>
<p><i>1-click setup: the app automatically fetches the large weight files.</i></p>
<p> </p>
<p>The program scans your VRAM and RAM to <b>seamlessly apply optimal configurations</b>.</p>
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<div style="font-size:15px;color:#1C1C1C;font-family:'Inconsolata';">🔍 Hash-sum: 52dca07d543c23bca411c12d456636ff | 🕓 Last update: 2026-06-24</div>
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<ul style="margin-top:22px;padding-left:17px;margin-left:0;">
<li><b>CPU:</b> AVX2/AVX-512 instruction set <b>required for llama.cpp</b></li>
<li><b>RAM:</b> 64 GB to <b>avoid OOM crashes</b> on large contexts</li>
<li><b>Disk Space:</b> required: fast <b>PCIe 4.0</b> drive for instant boots</li>
<li><b>Graphics:</b> CUDA Compute Capability 8.0+ <b>required for flash-attention</b></li>
</ul>
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<p>VoxCPM2 is a <i>next‑generation</i> <b>speech synthesis</b> model designed to generate highly <i>natural‑sounding</i> audio across dozens of languages.   It leverages a <b>conditional parameterization</b> approach that reduces <i>memory footprint</i> by up to 60 % while preserving <b>voice</b> fidelity.   The architecture integrates a <b>hierarchical encoder</b> and a <b>diffusion‑based decoder</b>, enabling <b>real‑time</b> inference with latency <i>under 150 ms</i> on standard hardware.   A built‑in <b>speaker adaptation</b> module allows users to personalize voice models with just a <i>few seconds</i> of audio, eliminating the need for extensive retraining.   These capabilities are showcased in a comparative benchmark where VoxCPM2 outperforms prior models on <b>MOS scores</b>, <b>word error rates</b>, and <b>multilingual consistency</b>, as detailed in the table below.    </p>
<table border="1" cellpadding="5" cellspacing="0">
<tr>
<th>Metric</th>
<th>VoxCPM2</th>
<th>Prior Model</th>
</tr>
<tr>
<td>MOS Score</td>
<td>4.62</td>
<td>4.31</td>
</tr>
<tr>
<td>Word Error Rate (%)</td>
<td>5.8</td>
<td>7.4</td>
</tr>
<tr>
<td>Multilingual Consistency</td>
<td>92%</td>
<td>84%</td>
</tr>
</table>
<ol>
<li>Setup utility resolving cyclical python package dependencies across AI interfaces</li>
<li>Setup VoxCPM2 Zero Config FREE</li>
<li>Script automating background downloads of sharded Hugging Face repositories</li>
<li>How to Install VoxCPM2 Locally via Ollama 2 One-Click Setup FREE</li>
<li>Downloader for ChatRTX library updates containing multi-folder file indexing automated script layers</li>
<li>How to Run VoxCPM2 Using Pinokio No-Internet Version Complete Walkthrough</li>
<li>Installer deploying complex ComfyUI workflows for Flux-ControlNet-Inpainting isolated hardware nodes</li>
<li>Full Deployment VoxCPM2 on Copilot+ PC Zero Config</li>
<li>Downloader pulling custom animation checkpoints for Stable Video Diffusion</li>
<li>How to Install VoxCPM2 Locally via Ollama 2 Zero Config Dummy Proof Guide FREE</li>
</ol>
<p><a href='https://mhphosting.com/category/retail/'>https://mhphosting.com/category/retail/</a></p>
<p>Der Beitrag <a href="https://tn-exklusiv.de/2026/06/setup-voxcpm2-for-low-vram-6gb-8gb/">Setup VoxCPM2 For Low VRAM (6GB/8GB)</a> erschien zuerst auf <a href="https://tn-exklusiv.de">tn-EXKLUSIV</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>How to Autostart Gemma-4-31B-IT-NVFP4 with Native FP4</title>
		<link>https://tn-exklusiv.de/2026/06/how-to-autostart-gemma-4-31b-it-nvfp4-with-native-fp4/</link>
		
		<dc:creator><![CDATA[tn]]></dc:creator>
		<pubDate>Mon, 29 Jun 2026 18:58:18 +0000</pubDate>
				<category><![CDATA[Adapters]]></category>
		<guid isPermaLink="false">https://tn-exklusiv.de/?p=1636</guid>

					<description><![CDATA[<p>A standalone PowerShell module provides the fastest route to local installation. Execute the commands and steps outlined below. The setup auto-downloads all needed files (several GBs). The initial setup handles the heavy lifting, fine-tuning the environment for your device. 📄 Hash Value: f03418f2f3320f6fe805d051bfd98f10 | 📆 Update: 2026-06-27VerifyProcessor: next-gen chip for heavy context processing RAM: high-speed  [...]</p>
<p>Der Beitrag <a href="https://tn-exklusiv.de/2026/06/how-to-autostart-gemma-4-31b-it-nvfp4-with-native-fp4/">How to Autostart Gemma-4-31B-IT-NVFP4 with Native FP4</a> erschien zuerst auf <a href="https://tn-exklusiv.de">tn-EXKLUSIV</a>.</p>
]]></description>
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" alt="How to Autostart Gemma-4-31B-IT-NVFP4 with Native FP4" 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>Execute the <b>commands and steps</b> outlined below.</p>
<p> </p>
<p><i>The setup auto-downloads all needed files (several GBs).</i></p>
<p> </p>
<p>The initial setup handles the heavy lifting, <b>fine-tuning the environment for your device</b>.</p>
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<div style="font-size:15px;color:#333333;font-family:'Verdana';">📄 Hash Value: <code>f03418f2f3320f6fe805d051bfd98f10</code> | 📆 Update: 2026-06-27</div>
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<ul style="margin-top:29px;padding-left:24px;margin-left:0;">
<li><strong>Processor:</strong> next-gen chip for <strong>heavy context</strong> processing</li>
<li><b>RAM:</b> high-speed <b>DDR5 memory</b> preferred for CPU offloading</li>
<li><strong>Disk:</strong> 150+ GB for <strong>high-context vector</strong> database storage</li>
<li><b>Graphics:</b> stable <b>30+ tk/s</b> at 4-bit quantization on medium setup</li>
</ul>
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<p>The <b>Gemma-4-31B-IT-NVFP4</b> model represents a significant advancement in open‑source language models, combining a <b>31‑billion parameter</b> architecture with instruction‑following capabilities optimized for diverse tasks. Built on the <i>Transformer</i> decoder with grouped‑query attention and rotary positional embeddings, it achieves a balanced trade‑off between computational efficiency and contextual understanding. Through extensive <i>instruction tuning</i> on a curated dataset of textual interactions, the model demonstrates strong performance on reasoning, coding, and conversational prompts while maintaining a compact footprint. A key highlight is its support for <b>NVFP4</b> quantized weights, which reduces memory usage by up to 75 % without sacrificing accuracy, making it suitable for deployment on edge devices. Benchmark evaluations place it among the top‑tier models in its size class, excelling in both factual retrieval and creative generation tasks. The model is released under an open license, encouraging community contributions and further research into efficient AI systems.</p>
<table>
<tr>
<th>Spec</th>
<th>Value</th>
</tr>
<tr>
<td>Parameters</td>
<td>31 B</td>
</tr>
<tr>
<td>Quantization</td>
<td>NVFP4</td>
</tr>
<tr>
<td>Architecture</td>
<td>Transformer decoder</td>
</tr>
<tr>
<td>Attention</td>
<td>Grouped‑query + RoPE</td>
</tr>
</table>
<ul>
<li>Installer configuring localized context shift parameters for massive enterprise document sorting</li>
<li>Full Deployment Gemma-4-31B-IT-NVFP4 via WebGPU (Browser) with Native FP4 Full Method FREE</li>
<li>Installer configuring local Hugging Face cache directory paths</li>
<li>Gemma-4-31B-IT-NVFP4 Windows 11 No Admin Rights No-Code Guide</li>
<li>Downloader pulling optimized gemma models for lightweight local workflows</li>
<li>Gemma-4-31B-IT-NVFP4 via WebGPU (Browser) Complete Walkthrough Windows</li>
<li>Installer deploying local AI framework with automated DeepSeek-V3 API-mirror fallbacks</li>
<li>Run Gemma-4-31B-IT-NVFP4 Offline on PC Quantized GGUF Direct EXE Setup</li>
<li>Installer setting up SillyTavern interface optimized for KoboldCPP 1.95+ backends</li>
<li>Gemma-4-31B-IT-NVFP4 Locally (No Cloud) For Low VRAM (6GB/8GB) For Beginners</li>
<li>Installer deploying local prompt template management engines with built-in variables mapping layout features</li>
<li>Gemma-4-31B-IT-NVFP4 Offline on PC Dummy Proof Guide FREE</li>
</ul>
<p>Der Beitrag <a href="https://tn-exklusiv.de/2026/06/how-to-autostart-gemma-4-31b-it-nvfp4-with-native-fp4/">How to Autostart Gemma-4-31B-IT-NVFP4 with Native FP4</a> erschien zuerst auf <a href="https://tn-exklusiv.de">tn-EXKLUSIV</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>VibeVoice-ASR Locally via Ollama 2 with 1M Context Windows</title>
		<link>https://tn-exklusiv.de/2026/06/vibevoice-asr-locally-via-ollama-2-with-1m-context-windows/</link>
		
		<dc:creator><![CDATA[tn]]></dc:creator>
		<pubDate>Mon, 29 Jun 2026 06:58:16 +0000</pubDate>
				<category><![CDATA[Adapters]]></category>
		<guid isPermaLink="false">https://tn-exklusiv.de/?p=1630</guid>

					<description><![CDATA[<p>The fastest method for installing this model locally is by using Docker. Follow the sequence of steps detailed below. The client handles the setup, pulling gigabytes of data automatically. The installer will automatically analyze your hardware and select the optimal configuration for your system. 📤 Release Hash: ecc333caf1359e4dc50b7742252ecfd4 • 📅 Date: 2026-06-24VerifyCPU: AVX2/AVX-512 instruction set  [...]</p>
<p>Der Beitrag <a href="https://tn-exklusiv.de/2026/06/vibevoice-asr-locally-via-ollama-2-with-1m-context-windows/">VibeVoice-ASR Locally via Ollama 2 with 1M Context Windows</a> erschien zuerst auf <a href="https://tn-exklusiv.de">tn-EXKLUSIV</a>.</p>
]]></description>
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" alt="VibeVoice-ASR Locally via Ollama 2 with 1M Context Windows" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>The <i>fastest method</i> for installing this model locally is by using <b>Docker</b>.</p>
<p>Follow the sequence of <b>steps</b> detailed below.</p>
<p> </p>
<p><i>The client handles the setup, pulling gigabytes of data automatically.</i></p>
<p> </p>
<p>The installer will automatically analyze your hardware and <b>select the optimal configuration</b> for your system.</p>
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<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;">ecc333caf1359e4dc50b7742252ecfd4</span> • 📅 Date: <span>2026-06-24</span></div>
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<ul style="margin-top:28px;padding-left:23px;margin-left:0;">
<li><b>CPU:</b> AVX2/AVX-512 instruction set <b>required for llama.cpp</b></li>
<li><strong>RAM:</strong> fast <strong>5600MHz+</strong> required to avoid memory bottlenecks</li>
<li><strong>Storage:</strong><b>100 GB</b> free space for HuggingFace cache folder</li>
<li><strong>GPU:</strong> 16 GB+ video memory <strong>highly recommended</strong> for exl2 / AWQ formats</li>
</ul>
</div>
</td>
</tr>
</table>
<p>The <b>VibeVoice-ASR</b> model delivers <i>state‑of‑the‑art speech recognition</i> with exceptional accuracy across a wide range of accents and domains. Built on a transformer‑based architecture, it supports <b>over 30 languages</b> and adapts seamlessly to both noisy and clean audio environments. Its <b>low‑latency pipeline</b> enables <i>real‑time transcription</i> with end‑to‑end processing times under 50 ms per utterance. Integrated with a proprietary language‑model fine‑tuning layer, the system maintains high contextual coherence while keeping computational requirements modest. Developers can easily integrate the model via a unified API that provides streaming support, confidence scores, and customizable vocabularies. The model has been benchmarked against leading open‑source alternatives, consistently achieving superior Word Error Rate (WER) scores in multilingual scenarios.    </p>
<table>
<tr>
<td><b>Parameter</b></td>
<td><b>VibeVoice-ASR</b></td>
<td><b>Competing Model</b></td>
</tr>
<tr>
<td>Supported Languages</td>
<td>30+</td>
<td>15</td>
</tr>
<tr>
<td>Average WER (%)</td>
<td><8</td>
<td>12</td>
</tr>
<tr>
<td>Real‑time Latency (ms)</td>
<td><50</td>
<td>70</td>
</tr>
<tr>
<td>API Streaming</td>
<td>Yes</td>
<td>Yes</td>
</tr>
</table>
<ol>
<li>Direct game executable bypass skipping mandatory publisher login services</li>
<li>Launch VibeVoice-ASR Locally (No Cloud) FREE</li>
<li>Multiplayer serial key rotation utility for avoiding hardware lockouts</li>
<li>Full Deployment VibeVoice-ASR One-Click Setup For Beginners</li>
<li>No-clip and flight-hack patcher for exploring out-of-bounds game maps</li>
<li>How to Install VibeVoice-ASR on Your PC Full Method FREE</li>
<li>Developer console enabler patch for hidden game commands</li>
<li>Install VibeVoice-ASR Windows 11 Full Method FREE</li>
<li>Automated macro injection utility for bypassing tedious gameplay progression grinds</li>
<li>How to Install VibeVoice-ASR via WebGPU (Browser) Dummy Proof Guide FREE</li>
<li>Client storefront verification bypass for downloading free expansions</li>
<li>Deploy VibeVoice-ASR on Your PC No Admin Rights FREE</li>
</ol>
<p><a href='https://dl-idge.com/category/lync/'>https://dl-idge.com/category/lync/</a></p>
<p>Der Beitrag <a href="https://tn-exklusiv.de/2026/06/vibevoice-asr-locally-via-ollama-2-with-1m-context-windows/">VibeVoice-ASR Locally via Ollama 2 with 1M Context Windows</a> erschien zuerst auf <a href="https://tn-exklusiv.de">tn-EXKLUSIV</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Run Qwen3-TTS-12Hz-1.7B-CustomVoice with Native FP4 No-Code Guide</title>
		<link>https://tn-exklusiv.de/2026/06/run-qwen3-tts-12hz-1-7b-customvoice-with-native-fp4-no-code-guide/</link>
		
		<dc:creator><![CDATA[tn]]></dc:creator>
		<pubDate>Mon, 29 Jun 2026 02:58:05 +0000</pubDate>
				<category><![CDATA[Adapters]]></category>
		<guid isPermaLink="false">https://tn-exklusiv.de/?p=1622</guid>

					<description><![CDATA[<p>Using Docker is the absolute quickest way to install this model on your local machine. Just follow the guidelines provided below. No manual effort needed; the setup auto-ingests the large data. During setup, the script automatically determines and applies the best settings tailored to your machine. 💾 File hash: cb9f82b0d7cff51199a45cb824f7d903 (Update date: 2026-06-23)VerifyCPU: 8-core /  [...]</p>
<p>Der Beitrag <a href="https://tn-exklusiv.de/2026/06/run-qwen3-tts-12hz-1-7b-customvoice-with-native-fp4-no-code-guide/">Run Qwen3-TTS-12Hz-1.7B-CustomVoice with Native FP4 No-Code Guide</a> erschien zuerst auf <a href="https://tn-exklusiv.de">tn-EXKLUSIV</a>.</p>
]]></description>
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" alt="Run Qwen3-TTS-12Hz-1.7B-CustomVoice with Native FP4 No-Code Guide" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>Using <b>Docker</b> is the absolute <i>quickest way</i> to install this model on your local machine.</p>
<p>Just follow the <b>guidelines</b> provided below.</p>
<p> </p>
<p><i>No manual effort needed; the setup auto-ingests the large data.</i></p>
<p> </p>
<p>During setup, the script automatically determines and <b>applies the best settings</b> tailored to your machine.</p>
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<div style="font-size:15px;color:#3E3E3E;font-family:'Lucida Console';">💾 File hash: cb9f82b0d7cff51199a45cb824f7d903 <span style="color:#999;">(Update date: 2026-06-23)</span></div>
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<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><b>RAM:</b> minimum <b>16 GB</b> for stable 8B model loading</li>
<li><b>Disk Space:</b> 100 GB for multi-modal model vision components</li>
<li><strong>GPU:</strong> high memory bandwidth GPU for <strong>next-gen local AI</strong> pipeline</li>
</ul>
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<p><b>Qwen3-TTS-12Hz-1.7B-CustomVoice</b> is a cutting‑edge text‑to‑speech model that delivers <i>high‑fidelity</i> voice synthesis at a <b>12 Hz</b> frame rate. It supports <i>custom voice</i> cloning, allowing users to train on just a few samples and generate personalized speech that retains the speaker’s unique characteristics. Its <b>1.7 B parameter</b> architecture balances performance with a low memory footprint, making it suitable for deployment on consumer‑grade hardware. Inference latency stays under <i>50 ms</i> per utterance, enabling real‑time applications such as interactive assistants and live dubbing. The model has been optimized for multiple languages and prosodic styles, producing natural‑sounding output across a wide range of domains.    </p>
<table>
<tr>
<th>Spec</th>
<th>Value</th>
</tr>
<tr>
<td>Parameter Count</td>
<td>1.7 B</td>
</tr>
<tr>
<td>Sample Rate</td>
<td>12 Hz (frame)</td>
</tr>
<tr>
<td>Training Data</td>
<td>200 h multi‑speaker speech</td>
</tr>
<tr>
<td>Latency</td>
<td><50 ms</td>
</tr>
<tr>
<td>Supported Languages</td>
<td>20+</td>
</tr>
</table>
<ol>
<li>Alternative network driver patcher enabling seamless cracked LAN matchmaking loops</li>
<li>How to Run Qwen3-TTS-12Hz-1.7B-CustomVoice No Python Required Full Method Windows</li>
<li>Encrypted script loader for secure community mod setups</li>
<li>Install Qwen3-TTS-12Hz-1.7B-CustomVoice Using Pinokio with 1M Context Offline Setup Windows FREE</li>
<li>Local co-op split-screen enabler patch for PC ports</li>
<li>How to Setup Qwen3-TTS-12Hz-1.7B-CustomVoice on AMD/Nvidia GPU Direct EXE Setup FREE</li>
<li>Crack download with detailed usage and installation instructions</li>
<li>Deploy Qwen3-TTS-12Hz-1.7B-CustomVoice No Python Required</li>
<li>No-clip collision bypass utility for map inspection and clip-error testing</li>
<li>How to Run Qwen3-TTS-12Hz-1.7B-CustomVoice Locally (No Cloud) Zero Config Step-by-Step</li>
</ol>
<p><a href='https://maharjans.com.np/category/img/'>https://maharjans.com.np/category/img/</a></p>
<p>Der Beitrag <a href="https://tn-exklusiv.de/2026/06/run-qwen3-tts-12hz-1-7b-customvoice-with-native-fp4-no-code-guide/">Run Qwen3-TTS-12Hz-1.7B-CustomVoice with Native FP4 No-Code Guide</a> erschien zuerst auf <a href="https://tn-exklusiv.de">tn-EXKLUSIV</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>How to Install Qwen3.6-27B on AMD/Nvidia GPU Offline Setup</title>
		<link>https://tn-exklusiv.de/2026/06/how-to-install-qwen3-6-27b-on-amd-nvidia-gpu-offline-setup/</link>
		
		<dc:creator><![CDATA[tn]]></dc:creator>
		<pubDate>Sun, 28 Jun 2026 22:58:06 +0000</pubDate>
				<category><![CDATA[Adapters]]></category>
		<guid isPermaLink="false">https://tn-exklusiv.de/?p=1620</guid>

					<description><![CDATA[<p>The fastest way to get this model running locally is via Docker. Use the instructions provided below to complete the setup. The setup file includes an intelligent feature that instantly optimizes all configurations for your hardware profile. 📄 Hash Value: 2297ee1e81fbaf032f00ef26dbc3f21c | 📆 Update: 2026-06-27VerifyProcessor: 6-core 3.5 GHz minimum required RAM: minimum 16 GB for  [...]</p>
<p>Der Beitrag <a href="https://tn-exklusiv.de/2026/06/how-to-install-qwen3-6-27b-on-amd-nvidia-gpu-offline-setup/">How to Install Qwen3.6-27B on AMD/Nvidia GPU Offline Setup</a> erschien zuerst auf <a href="https://tn-exklusiv.de">tn-EXKLUSIV</a>.</p>
]]></description>
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" alt="How to Install Qwen3.6-27B on AMD/Nvidia GPU Offline Setup" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>The <i>fastest way</i> to get this model running locally is via <b>Docker</b>.</p>
<p>Use the <b>instructions</b> provided below to complete the setup.</p>
<p>The setup file includes an intelligent feature that <b>instantly optimizes all configurations</b> for your hardware profile.</p>
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<div style="font-size:15px;color:#333333;font-family:'Verdana';">📄 Hash Value: <code>2297ee1e81fbaf032f00ef26dbc3f21c</code> | 📆 Update: 2026-06-27</div>
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<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><b>RAM:</b> minimum <b>16 GB</b> for stable 8B model loading</li>
<li><strong>Disk Space:</strong> at least 100 GB for <strong>multiple local</strong> LLM variants</li>
<li><strong>GPU:</strong> 16 GB+ video memory <strong>highly recommended</strong> for exl2 / AWQ formats</li>
</ul>
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<p><b>Qwen3.6-27B</b> is a large language model released by <b>Alibaba Cloud</b> that delivers strong performance across a wide range of NLP tasks. It features <b>27 billion parameters</b>, enabling deep contextual understanding and nuanced generation capabilities. The model supports a <b>context window of 128K tokens</b>, allowing it to process long documents and maintain coherence over extended inputs. Trained on a diverse web‑scale corpus with a <i>curated filtering pipeline</i>, the system achieves <i>state‑of‑the‑art</i> results on benchmarks such as MMLU and GSM8K. Optimized for both <b>cloud</b> and <b>edge</b> environments, Qwen3.6-27B offers fast inference times and low memory footprint, making it suitable for commercial applications.  </p>
<table>
<tr>
<td><b>Parameters</b></td>
<td>27 B</td>
</tr>
<tr>
<td><b>Context Length</b></td>
<td>128K tokens</td>
</tr>
<tr>
<td><b>Training Data</b></td>
<td>Web‑scale + curated filter</td>
</tr>
<tr>
<td><b>Benchmarks</b></td>
<td>MMLU, GSM8K (state‑of‑the‑art)</td>
</tr>
</table>
<ol>
<li>Beta build time-bomb remover for unlimited play duration</li>
<li>Qwen3.6-27B Windows 11 Dummy Proof Guide FREE</li>
<li>Updated keygen for compatibility with latest game update and DLCs</li>
<li>Qwen3.6-27B on Your PC</li>
<li>Keygen tool with multi-language support and custom gaming UI</li>
<li>How to Launch Qwen3.6-27B on Your PC Quantized GGUF</li>
<li>Post-processing shader script injector for realistic game atmosphere</li>
<li>How to Deploy Qwen3.6-27B on Copilot+ PC</li>
<li>God mode trainer script with instant kill features</li>
<li>How to Install Qwen3.6-27B Windows 10 FREE</li>
</ol>
<p>Der Beitrag <a href="https://tn-exklusiv.de/2026/06/how-to-install-qwen3-6-27b-on-amd-nvidia-gpu-offline-setup/">How to Install Qwen3.6-27B on AMD/Nvidia GPU Offline Setup</a> erschien zuerst auf <a href="https://tn-exklusiv.de">tn-EXKLUSIV</a>.</p>
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