File: /var/www/viitorcloud.stgviitor.com/Viitorcloud3.0-wp/wp-content/uploads/2025/11/n-ollama.svg
<svg width="134" height="60" viewBox="0 0 134 60" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<rect width="134" height="60" rx="6" fill="white"/>
<path d="M42.2177 16H22V44.1224H42.2177V16Z" fill="url(#pattern0_15097_7274)"/>
<path d="M109.251 41.1303C108.645 41.6018 108.057 41.957 107.488 42.1958C106.924 42.4285 106.29 42.5449 105.586 42.5449C104.943 42.5449 104.377 42.4194 103.887 42.1683C103.403 41.9111 103.029 41.5651 102.766 41.1303C102.503 40.6955 102.371 40.2239 102.371 39.7156C102.371 39.0297 102.588 38.4449 103.023 37.9611C103.458 37.4773 104.055 37.1527 104.815 36.9874C104.974 36.9506 105.369 36.868 106 36.7394C106.63 36.6108 107.169 36.4944 107.616 36.3903C108.069 36.2801 108.559 36.1484 109.086 35.9953C109.055 35.3339 108.921 34.8501 108.682 34.5439C108.449 34.2316 107.962 34.0754 107.221 34.0754C106.584 34.0754 106.104 34.1642 105.779 34.3418C105.461 34.5194 105.185 34.7858 104.952 35.141C104.726 35.4962 104.563 35.732 104.465 35.8483C104.374 35.9585 104.172 36.0137 103.859 36.0137C103.578 36.0137 103.333 35.9249 103.124 35.7473C102.922 35.5635 102.821 35.3308 102.821 35.0491C102.821 34.6082 102.977 34.1795 103.29 33.7631C103.602 33.3467 104.089 33.0037 104.75 32.7343C105.412 32.4648 106.235 32.3301 107.221 32.3301C108.324 32.3301 109.19 32.4617 109.821 32.7251C110.452 32.9823 110.896 33.3926 111.153 33.956C111.416 34.5194 111.548 35.2665 111.548 36.1974C111.548 36.7853 111.545 37.2844 111.539 37.6947C111.539 38.105 111.536 38.5612 111.53 39.0634C111.53 39.535 111.606 40.0279 111.759 40.5424C111.918 41.0506 111.998 41.3783 111.998 41.5253C111.998 41.7825 111.876 42.0182 111.631 42.2326C111.392 42.4408 111.119 42.5449 110.813 42.5449C110.556 42.5449 110.302 42.4255 110.051 42.1866C109.799 41.9417 109.533 41.5896 109.251 41.1303ZM109.086 37.5018C108.719 37.6365 108.183 37.7804 107.479 37.9335C106.78 38.0805 106.297 38.1907 106.027 38.2642C105.758 38.3316 105.5 38.4694 105.255 38.6776C105.011 38.8797 104.888 39.1645 104.888 39.5319C104.888 39.9116 105.032 40.2362 105.32 40.5056C105.608 40.7689 105.984 40.9006 106.45 40.9006C106.946 40.9006 107.402 40.7934 107.818 40.5791C108.241 40.3586 108.55 40.0769 108.746 39.734C108.973 39.3543 109.086 38.7297 109.086 37.86V37.5018Z" fill="black"/>
<path d="M94.6129 37.6306V40.9651C94.6129 41.4918 94.4934 41.8868 94.2546 42.1501C94.0158 42.4134 93.7004 42.5451 93.3084 42.5451C92.9288 42.5451 92.6195 42.4134 92.3807 42.1501C92.1479 41.8868 92.0316 41.4918 92.0316 40.9651V36.9692C92.0316 36.3384 92.0102 35.8485 91.9673 35.4994C91.9244 35.1504 91.8081 34.8656 91.6182 34.6451C91.4284 34.4185 91.1283 34.3052 90.718 34.3052C89.8974 34.3052 89.3554 34.587 89.0921 35.1504C88.8349 35.7138 88.7063 36.5221 88.7063 37.5755V40.9651C88.7063 41.4856 88.5868 41.8806 88.348 42.1501C88.1153 42.4134 87.806 42.5451 87.4202 42.5451C87.0405 42.5451 86.7282 42.4134 86.4833 42.1501C86.2444 41.8806 86.125 41.4856 86.125 40.9651V33.7908C86.125 33.3193 86.2322 32.961 86.4465 32.7161C86.667 32.4711 86.9548 32.3486 87.31 32.3486C87.6529 32.3486 87.9377 32.465 88.1643 32.6977C88.397 32.9243 88.5134 33.2397 88.5134 33.6439V33.8827C88.9482 33.3622 89.4136 32.9794 89.9096 32.7344C90.4057 32.4895 90.9568 32.367 91.5631 32.367C92.1939 32.367 92.7359 32.4925 93.189 32.7436C93.6422 32.9947 94.0158 33.3744 94.3097 33.8827C94.7323 33.3683 95.1855 32.9886 95.6692 32.7436C96.153 32.4925 96.6889 32.367 97.2768 32.367C97.9627 32.367 98.5536 32.5017 99.0497 32.7712C99.5457 33.0406 99.9162 33.4265 100.161 33.9286C100.376 34.3818 100.483 35.0952 100.483 36.069V40.9651C100.483 41.4918 100.363 41.8868 100.124 42.1501C99.8856 42.4134 99.5702 42.5451 99.1783 42.5451C98.7986 42.5451 98.4863 42.4134 98.2413 42.1501C98.0025 41.8806 97.8831 41.4856 97.8831 40.9651V36.7487C97.8831 36.2098 97.8586 35.7781 97.8096 35.4535C97.7667 35.1289 97.6442 34.8564 97.4421 34.6359C97.2401 34.4155 96.9339 34.3052 96.5235 34.3052C96.1928 34.3052 95.8775 34.4032 95.5774 34.5992C95.2834 34.7952 95.0538 35.0585 94.8884 35.3892C94.7047 35.8118 94.6129 36.5589 94.6129 37.6306Z" fill="black"/>
<path d="M81.4194 41.1303C80.8131 41.6018 80.2252 41.957 79.6557 42.1958C79.0923 42.4285 78.4584 42.5449 77.7542 42.5449C77.1111 42.5449 76.5447 42.4194 76.0548 42.1683C75.571 41.9111 75.1974 41.5651 74.9341 41.1303C74.6707 40.6955 74.5391 40.2239 74.5391 39.7156C74.5391 39.0297 74.7565 38.4449 75.1913 37.9611C75.6261 37.4773 76.2232 37.1527 76.9825 36.9874C77.1418 36.9506 77.5368 36.868 78.1675 36.7394C78.7983 36.6108 79.3372 36.4944 79.7843 36.3903C80.2374 36.2801 80.7274 36.1484 81.254 35.9953C81.2234 35.3339 81.0887 34.8501 80.8498 34.5439C80.6171 34.2316 80.1303 34.0754 79.3893 34.0754C78.7524 34.0754 78.2716 34.1642 77.9471 34.3418C77.6286 34.5194 77.353 34.7858 77.1203 35.141C76.8937 35.4962 76.7315 35.732 76.6335 35.8483C76.5416 35.9585 76.3395 36.0137 76.0272 36.0137C75.7455 36.0137 75.5005 35.9249 75.2923 35.7473C75.0902 35.5635 74.9892 35.3308 74.9892 35.0491C74.9892 34.6082 75.1453 34.1795 75.4577 33.7631C75.77 33.3467 76.2568 33.0037 76.9182 32.7343C77.5796 32.4648 78.4033 32.3301 79.3893 32.3301C80.4916 32.3301 81.3581 32.4617 81.9889 32.7251C82.6197 32.9823 83.0637 33.3926 83.3209 33.956C83.5842 34.5194 83.7159 35.2665 83.7159 36.1974C83.7159 36.7853 83.7128 37.2844 83.7067 37.6947C83.7067 38.105 83.7036 38.5612 83.6975 39.0634C83.6975 39.535 83.774 40.0279 83.9271 40.5424C84.0864 41.0506 84.166 41.3783 84.166 41.5253C84.166 41.7825 84.0435 42.0182 83.7985 42.2326C83.5597 42.4408 83.2872 42.5449 82.981 42.5449C82.7238 42.5449 82.4696 42.4255 82.2186 42.1866C81.9675 41.9417 81.7011 41.5896 81.4194 41.1303ZM81.254 37.5018C80.8866 37.6365 80.3507 37.7804 79.6465 37.9335C78.9483 38.0805 78.4645 38.1907 78.1951 38.2642C77.9256 38.3316 77.6684 38.4694 77.4235 38.6776C77.1785 38.8797 77.056 39.1645 77.056 39.5319C77.056 39.9116 77.1999 40.2362 77.4878 40.5056C77.7756 40.7689 78.1522 40.9006 78.6176 40.9006C79.1137 40.9006 79.5699 40.7934 79.9864 40.5791C80.4089 40.3586 80.7182 40.0769 80.9141 39.734C81.1407 39.3543 81.254 38.7297 81.254 37.86V37.5018Z" fill="black"/>
<path d="M69.9727 41.0193V30.143C69.9727 29.6409 70.0829 29.2612 70.3034 29.004C70.5299 28.7468 70.8331 28.6182 71.2128 28.6182C71.5925 28.6182 71.8987 28.7468 72.1314 29.004C72.3641 29.2551 72.4804 29.6347 72.4804 30.143V41.0193C72.4804 41.5275 72.361 41.9103 72.1222 42.1675C71.8895 42.4186 71.5863 42.5441 71.2128 42.5441C70.8453 42.5441 70.5452 42.4125 70.3125 42.1491C70.086 41.8858 69.9727 41.5092 69.9727 41.0193Z" fill="black"/>
<path d="M64.8633 41.0193V30.143C64.8633 29.6409 64.9735 29.2612 65.194 29.004C65.4206 28.7468 65.7237 28.6182 66.1034 28.6182C66.4831 28.6182 66.7893 28.7468 67.022 29.004C67.2547 29.2551 67.3711 29.6347 67.3711 30.143V41.0193C67.3711 41.5275 67.2516 41.9103 67.0128 42.1675C66.7801 42.4186 66.477 42.5441 66.1034 42.5441C65.736 42.5441 65.4359 42.4125 65.2032 42.1491C64.9766 41.8858 64.8633 41.5092 64.8633 41.0193Z" fill="black"/>
<path d="M56.0652 28.6182C57.4615 28.6182 58.6587 28.9029 59.657 29.4725C60.6613 30.0359 61.4207 30.8412 61.9351 31.8884C62.4495 32.9295 62.7067 34.1543 62.7067 35.5628C62.7067 36.6039 62.5659 37.55 62.2842 38.4012C62.0025 39.2525 61.5799 39.9904 61.0165 40.6151C60.4531 41.2397 59.7611 41.7174 58.9405 42.0481C58.1198 42.3788 57.1798 42.5441 56.1204 42.5441C55.067 42.5441 54.1239 42.3757 53.2911 42.0389C52.4582 41.696 51.7631 41.2152 51.2058 40.5967C50.6486 39.9782 50.226 39.2341 49.9382 38.3645C49.6565 37.4949 49.5156 36.5549 49.5156 35.5444C49.5156 34.5094 49.6626 33.5602 49.9566 32.6967C50.2566 31.8333 50.6884 31.0984 51.2518 30.4921C51.8152 29.8858 52.5011 29.4235 53.3094 29.105C54.1178 28.7804 55.0364 28.6182 56.0652 28.6182ZM59.9417 35.5444C59.9417 34.5584 59.7825 33.7041 59.4641 32.9815C59.1456 32.2589 58.6894 31.7138 58.0953 31.3464C57.5074 30.9728 56.8307 30.7861 56.0652 30.7861C55.5202 30.7861 55.015 30.8902 54.5495 31.0984C54.0902 31.3005 53.6922 31.5975 53.3554 31.9894C53.0247 32.3814 52.7613 32.8835 52.5654 33.4959C52.3755 34.1022 52.2806 34.785 52.2806 35.5444C52.2806 36.3099 52.3755 37.0019 52.5654 37.6204C52.7613 38.239 53.0339 38.7534 53.3829 39.1637C53.7381 39.5679 54.1423 39.871 54.5955 40.0731C55.0548 40.2752 55.5569 40.3762 56.102 40.3762C56.8001 40.3762 57.4401 40.2017 58.0219 39.8526C58.6098 39.5036 59.0752 38.9647 59.4181 38.2359C59.7672 37.5071 59.9417 36.61 59.9417 35.5444Z" fill="black"/>
<defs>
<pattern id="pattern0_15097_7274" patternContentUnits="objectBoundingBox" width="1" height="1">
<use xlink:href="#image0_15097_7274" transform="matrix(0.00552486 0 0 0.00397193 0 -0.00840675)"/>
</pattern>
<image id="image0_15097_7274" width="181" height="256" xlink:href="data:image/png;base64,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"/>
</defs>
</svg>