{"id":9119,"date":"2020-01-14T14:43:32","date_gmt":"2020-01-14T13:43:32","guid":{"rendered":"https:\/\/www.quantanalitica.com\/application-notes\/"},"modified":"2020-01-29T07:42:07","modified_gmt":"2020-01-29T06:42:07","slug":"application-notes","status":"publish","type":"page","link":"https:\/\/www.quantanalitica.com\/en\/application-notes\/","title":{"rendered":"Application notes"},"content":{"rendered":"<p>[et_pb_section fb_built=&#8221;1&#8243; custom_padding_last_edited=&#8221;on|tablet&#8221; admin_label=&#8221;Hero&#8221; module_id=&#8221;particles-bg1&#8243; _builder_version=&#8221;3.23.1&#8243; use_background_color_gradient=&#8221;on&#8221; background_color_gradient_start=&#8221;rgba(255,255,255,0)&#8221; background_color_gradient_end=&#8221;rgba(78,117,172,0.9)&#8221; background_color_gradient_type=&#8221;radial&#8221; background_color_gradient_direction_radial=&#8221;top right&#8221; background_color_gradient_start_position=&#8221;20%&#8221; 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     <\/div>\n      <div class=\"file-block-content-title\">\n        Nondestructive Precious Metal Assay and Karat ID      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2021\/06\/GXP_caratura_ENG.pdf\" data-note=\"10721\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img src=\"data:image\/png;base64,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\">\n      <\/div>\n      <div class=\"file-block-content-title\">\n        Portable XRF for Analysis of Dental Scrap      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2021\/06\/GXP_denti_ENG.pdf\" data-note=\"10723\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img src=\"data:image\/png;base64,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\">\n      <\/div>\n      <div class=\"file-block-content-title\">\n        XRD for teaching labs and academic research      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2021\/06\/XRD_accademia_ENG.pdf\" data-note=\"10725\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAYAAABccqhmAAAABmJLR0QA\/wD\/AP+gvaeTAAARSklEQVR4nO3da3Bc5X3H8d+zK2lXsoSxDJiLDJSLDdgFBzDGULDAsgOWhafYwk0p5BWlnbTTknbCJYXQC3RKCdOkIc1kOrRDJqEg4kCMuRhC8YQ7mISrwSXYXM3VdjC2Vtrd8\/SFMGM7tqzn7Dl7nnP2+3lp7dnzt7TPb5\/znMtfAgAAAAAAAAAAAAAAAAAAAAAAaWKSLqAeenqXHisF3bL2eBkzVbKHSZogqV1Sc8LlpcXWVuXe6s63f\/i1wsSZBZm2pAtyUZLd+r3yx8+uKm89oKTgUEnjPv9RWdJnkt0omfWSXWuseS7XZB554OcDrydXcX1kNgDm9\/afVLXBRcaYCyQdlHQ9WdJizLofFLryk3PNhyZdy1i8ZctvXjr4jq3IHu6ynZVdb4z+x1ZzP\/rFfQOvxFReorIWAGZu3+JFppq7SsbOTLqYLGsxZt2y1sMn+T4TKMluPX\/b+o\/KjoN\/V9bo4Zx0\/YP33PmLiErzQmYCYO7C\/tlG9mZZfSnpWhrFgnzHqssK+89Juo7R3Fj+aNUD5S1R1vhITtW\/XLniZy9F+J6JSX0A9PX1tZWCwk1W+lNl4P+TJm3KvXJ32+HHJV3HaPq2rV9TUnBsxG9blrHf3rRh4jWrV\/+wHPF711Uu6QJqcVbf4mmDQeEZK10qBn\/dDY4spnltyMZSY7OsuaLzwI2P9vQuPiKG96+b1AZAz8Il3fnAPCbJ62+gLGttbW1Puoa9KbYWx+39VeFY6RTJPDO3d8kZce0jbqkMgJ4FSxbJ6n5J45OupZFN7jok6RL2qqvr4Lh30WmkB+YvXNwX947ikLoAmNt7\/lkyul1SIelaGl33nNOTLmGvus+oS42tgTV3zOvr93pBdHdSFQBn9S2eZpS7Swz+xE3uOkR9C+YnXcZendf7ZU2OfxYgSUUb2LvnntufqkPS1ARAX19fW1Ngbpe0T9K1NLrJXYfoumuvVKGlJelS9qpYLOifvnVVvUJgvMnZgb6+Pq+vjdhRU9IFjNXnp\/qmJV1HoyoWCzr80Mmac+bp6lswPxWDf7uDD5qk\/\/jODVp+70qt+uXjWv\/W2yqVhuLa3XHbbOE7ki6JawdRSsWps7kL+2cbax9VDTMWY4ymTjlKp506U9OOnarOCRO038ROFYscTdTkgsuTrmB0d\/zLqD8ulYa0cdMmfbJxk156eY0ef+pZvbb2dVlra9mrVc6c+dDygUdreZN6SEMAmJ6FS1aHvcLPGKOes87UVy9cqkmT9o+6NqQ8AHbnvQ3v679uvU2rHn0ifBBYvTBhnDlxYGCgGu4N6sP7NYC5fYsXhR38hx3apR\/8+7\/qG1\/\/CwY\/xuzggw7UNy+\/TN\/99vU6cNIB4d7E6PiNg1oSbWXR8z4ATDV3VZjtZs08Ud+98XodcfhhUZeEBnHMlKP0vZv+Wb8\/LdyVxMbaK+T5LNvrAJjf239SmLv6Zs08Uf9w9eVqa2uNoyw0kPHj99EN112jGSdMD7P5jHnnnn9a1DVFyesAsMZe7LrN5K5DdOXf\/pVyOa\/\/a0iRpqYmXXPF3+jggyY5bxvkc1+JoaTI+DxKjLVux1DGGP3dFZdp3LjUnIZFSnR0tOuqb\/y1jHGb0ZuRz7C3hwHeBkBP79JjJDldvTHv7Dkc8yM2U48+Sn9w2izXzSad1bfY26sDvQ0AKeh2ebUxRhf9cX9MtQAjvnrhUudZQFNV3fFUUztvA8DInuDy+mOmHh3+lA0wRocd2qUjfs9tlmmNjo+pnJp5GwBWmury+tmzTo6rFGAnp5x8ouMWuaNjKSQCHgeA20Mcpx3rlBdAaDOOd70lpbYHksbJ2wAwMk53\/e03sTOuUoCd7Ddxousm3t7B6m0AaKRpx5hNmLBvXHUAO+l0\/6x1xFFHFHwOAKf7TVuLxbjqAHbS3u78mEFv7532OQAAL4W4Q7Cme4vjRAAA8SMAAPiHAAAccQgAIBMIAMARMwAAmUAAAI5CPCeUGQDQwAgAIDu8Hc\/OCADAEYuAADKBAAAcsQgIIBMIAMCRdf9CZwYANDACAMiM2lqHe4UAAByxCAggEwgAwBGLgAAygQAAHHEpMAAXBACQGd4OZ3cEAOAoS4cATUkXAGifcdIp06WuA6TASuvelZ5dIw2Wkq4s8wgAJGveqdJFvVJxl+5ZW7ZJty6XVj2XTF2jyNJpQAIAyenvkfrn7f5nHW3S15ZK+3dKdz5U37oaCGsASEb\/vD0P\/h1dME+68Nz463HBpcBADfrnjXz7j9Wibv9CICMIANSX6+DfzqMQyNJZAAIA9RN28G\/nSQhkaRGQAEB91Dr4t\/MkBLKCAEBtmsdwIqm\/J5rBv92i7rG931hqC4HnAQDbdR0w+s9HO9VXi7HMKLomRb\/fjCEAUJvz5uz5Z3EN\/i\/efy8hsPCMePaboUVALgRCbU6fIX26Vbrtfqk0PPJvhRbp4t6Rq\/zi1j9Pam+Tbr1HqgYj\/9bcJF0wXzrjS\/HvP+UIANTu3NOl7pOktW9JTXnpyMm\/e2lv3Ps\/9XjphbVSLidNP1KasE9su3M+DWiYASDrWovSCVOS2\/+EDmnOScntfzQhzhvWC2sAgCNvR3MIBADgiCsBAWQCAQC4YgYAIAsIAMBRiK9zZgBAAyMAgKwIcRbAWwQA4Mg1AAwzAAA+IgCAmFmPjxkIAKCBEQCAI\/e7AQ0zAKCBEQBAVnh8SO+MAABcOY5\/G+YxonVCAAANjAAAHLk+4MeIRUAAHiIAAEc8EQhAJhAAgKMQEwBmAEB2uI5nFgEBeIgAAByxCAggEwgAwBGLgAAygQAAHPE8AABjR3dgIEu8Hc\/OCADAEYuAADKBAAAcuV8I5O8iYFPSBaSdtdLgUFml4YqqQeDxZC8bjJHyuZyKLU1qLTTLmKQrSjcCoAbVINDmLUOqBkHSpTQMa6VKNdBng8MaHK5o3\/aC8rn6TmTdnwjk76ohhwAhWStt\/ozBn6RqNdDmz4a8n3VZjw8BCICQBofKqlYZ\/EmrVgMNDpXru1PfE8cBARBSabiSdAn43FC5vn8LTgOCqb9HKlVvx5f3CIDQWH5uVM5X9nIpcPbkcwSAL5ry\/C3CIgBCKrZwBtUXheY6\/y0cD+ktdwNmT2uhWfk8v76k5fM5tRaaky5jVIZFwOwxRiMXoRACicnnc9q3vVj3qwH9Hc7umMfWIJ\/LqbOjVYNDZQ2VK6pUuRQ4bsZITfmcCs3JXQrs\/kAQfxcBCYAaGSO1FZvVVvR7GgrsDvNXwJH7aUAWAQF4iAAAXHEpMIAsIAAAR7QGAxoYi4AAMoEAAByFaAzEDACAfwgAwJXr3YAsAgLwEQEAOKI7MICxC3HhQL0QAIAjb0dzCAQA4Mj1C53OQAC8RAAArpxPA\/q7CMgTgWpEd+D6ojtwtAiAGtAduP786A7svIW3XwscAoREd+DkpaU7sFgEzB66A\/shie7AHp\/Wd0YAhER3YH\/UuztwlhYBCYCQmPr7g+7A4REAobH83Khc48Z4fMxAAIREd2B\/0B04PAIgJLoD+6Pe3YGz1BqMAAiJ7sB+SEN3YLEImD10B05ect2BvR3PzpjH1oDuwPXnQ3fgEE8F9\/ZTQQDUiO7ASDPmr4Aj18YgxrmTSP0QAEADIwAAR+6LgJwFAOAhAgBwFOI6IGYAQHY43g3IIiAAHxEAgCM6AwHIBAIAcOS+pMciIAAPEQCAI+fWYDwPAGhc1rIICGSIt+PZGQEAOGIREEAmEACAoyw9FJQnAkVguFzV4FBZ5UqgwN\/ZXmRyOaOW5rzaCs1qivmZiLvrvlzP\/WcdAVCjLduG696bLmlBYFUaqqg0VFFHW0GthXg+Rnvqvlyv\/e+Z481AAWcBMmlrqdxwg39XW7YNabhcjfx9x9p9Oa79R8l4\/FBQAiCkILDaVhpOugwvbBmM\/vfg0n05jv2Pxt\/h7I4ACGmoXM3UB6EW1WqgSsSt0l26L8ex\/9GE6Avg7SeFAAhprN9OjSLqAejafbmeAZAlBEBY9KOMmb+\/YOcH\/HApcPbkc\/zqdhT16TjX7sucDgyH31pIheZ8Mm2pPJTP5yIfgC7dl+PY\/6gy1BqMAAgplzNqK7YkXYYXOlqj\/z24dF+OY\/9RMiwCZtO4YnMKWlPHq6OtoJbmfOTvO9buy3HtfzR0B8YXOtpaVGjJa7BUUblaVRBk58OxJ\/kdLsWNsz36nrov12v\/e5Klh4ISABFoacqrpb2+30KNgu7L8eIQAHDk3hnQ32MGAgBoYAQA4MrxC91yFgCAjwgAwBE3AwENLMQzQQkAAP4hAABH7p2B\/L0QiAAAGhgBALjiNCCALCAAAEfOa\/o8DwBoYDwSDMgO52cCeowAAFyxCAggCwgAwFGIBwIxAwDgHwIAcOS8CEh3YKBxGcMiIJAZHt\/d64wAAFy5HgF43EeaAAAaGAEAOHJdBDRcCgzARwQA4Mi9NRhnAYCGZVgEBLLD3+HsjgAAXDkmQMBDQQH4iAAAHLmfBmQREICHCADAUYjWgMwAQhh2evFwOa46gJ0MDzt9NCXHz3I9+RwAn7m8eNOmzXHVAezkk42bnF5vZT6NqZSaeRsAVtbpl\/bJJrc\/ChDWRscAyEkEgDNj3nB5+euvO70cCO3\/frPO6fXWWrcN6sjbADCB1rq8\/vGnno2rFOALG97\/QOvffMtpG9ukV2Mqp2b+BkDOPu\/y+udffFlbtjgtGwDOHnviaddNStVPO5y+zOrJ3wAwesTl9ZVKRXcsuzumagBpaHhYy+5e4biVeeKRR\/67FEtBEfA2AFYu\/+mrkt512eZnd9+rjz\/ZGFNFaHTL7rpHH338idtG1j4cTzXR8DYAPjfg8uKh4WHd+G\/fVxAEcdWDBvWbN9brJ3csc96uGhinz3C9eR0AQS74kes2q3\/1vH54i\/NmwB59umWL\/v76G1UqDTltZ6Sn\/\/f+gddiKisS+aQLGM26tWs2HDnluAWSDnHZbs2ra1UpVzTjhOkyxsRUHRrBBx9+pKuuuU5vv+N0NDrC6Oo31r7y6+irio7XASBJRxx93Ecy+iPX7V565VW9\/sY6nXLyiWppaY6jNGTc8y++rMuv\/ke9\/8GHYTZ\/c9P7nZds2LDa6+PRNHw9mp7eJc9IOinMxuP36dBXLjhf5\/V+Wc3NBAH27t33NuiWW2\/TLx97MnQTEGN1yYP33vmfEZcWuTQEgOYvWDwrMOZx1bBm0dk5QafNmqnZs07W9GnHqK21NcIKkWbWWn344cd6evWv9PiTz+jXL7yoSqUa+v2M9PTpM6fPvvbaa73+9pdSEgCS1NO7+PuS+fOo3q9YLGj\/\/SaqWCxG9ZZIGytt2rxZmzb\/VtVq+AG\/i3KQC059ePmy56J6wzg1JV3AWFW2dnw9P27raUb2hCjer1Qa0tvvvBfFWwFfMNKVaRn8UopmAJLU07v0WKn6hKTxSdcC\/A5r7nro3oHz5dw9MDleXwewq4dW3L7G5MwiSd5eWomG9VSuUvwTpWjwSyk4DbirN9a+8uaRU6a9KOkPlaJDGGTa6nzFnLNy5W3e3ve\/J6maAWz34IqBn5ucOUfSb5OuBY3NGj3cHBTOfuCBgVTehJLKAJCkB5cPrJLysyW9mHQtaEjWWHvT5g2d59x3349T982\/XaoWAXdndn9\/67ht9kZJf6YUBxpSZUPO2EtX3vPT5UkXUqvUB8B2Zy\/sPyVn7c2STk66FmRWWdLNzUHhW2n+1t9RZgLgc2b+wsULA2u+KWlW0sUgM0qSbglscMPD9y57M+liopS1APjCvAX9M6yxFxup30pdSdeD1KlKesIY++MWW7h9xYqfZPKx05kNgB3NXbB0ijFBtxTMkMwUSYdJ6pTULqkl0eKQtC0a6UHxsYxZa619LW\/sk\/lqcVVWpvkAAAAAAAAAAAAAAAAAAAAAACA7\/h+IToc6qfa4IAAAAABJRU5ErkJggg==\">\n      <\/div>\n      <div class=\"file-block-content-title\">\n        XRD for teaching labs and academic research      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2021\/06\/XRD_accademia_ENG.pdf\" data-note=\"10725\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img src=\"data:image\/png;base64,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\">\n      <\/div>\n      <div class=\"file-block-content-title\">\n        Nondestructive fingerprinting of compounds      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2021\/06\/XRD_farmaci_ENG.pdf\" data-note=\"10727\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img src=\"data:image\/png;base64,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\">\n      <\/div>\n      <div class=\"file-block-content-title\">\n        Nondestructive fingerprinting of compounds      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2021\/06\/XRD_farmaci_ENG.pdf\" data-note=\"10727\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img src=\"data:image\/png;base64,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\">\n      <\/div>\n      <div class=\"file-block-content-title\">\n        API confirmation with XRD      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2021\/06\/XRD_farmaci2_ENG.pdf\" data-note=\"10729\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img src=\"data:image\/png;base64,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\">\n      <\/div>\n      <div class=\"file-block-content-title\">\n        API confirmation with XRD      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2021\/06\/XRD_farmaci2_ENG.pdf\" data-note=\"10729\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img src=\"data:image\/png;base64,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\">\n      <\/div>\n      <div class=\"file-block-content-title\">\n        Reduced Fe analysis with XRD      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2021\/06\/XRD_ferro-ridotto_ENG.pdf\" data-note=\"10731\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAYAAABccqhmAAAABmJLR0QA\/wD\/AP+gvaeTAAARSklEQVR4nO3da3Bc5X3H8d+zK2lXsoSxDJiLDJSLDdgFBzDGULDAsgOWhafYwk0p5BWlnbTTknbCJYXQC3RKCdOkIc1kOrRDJqEg4kCMuRhC8YQ7mISrwSXYXM3VdjC2Vtrd8\/SFMGM7tqzn7Dl7nnP2+3lp7dnzt7TPb5\/znMtfAgAAAAAAAAAAAAAAAAAAAAAAaWKSLqAeenqXHisF3bL2eBkzVbKHSZogqV1Sc8LlpcXWVuXe6s63f\/i1wsSZBZm2pAtyUZLd+r3yx8+uKm89oKTgUEnjPv9RWdJnkt0omfWSXWuseS7XZB554OcDrydXcX1kNgDm9\/afVLXBRcaYCyQdlHQ9WdJizLofFLryk3PNhyZdy1i8ZctvXjr4jq3IHu6ynZVdb4z+x1ZzP\/rFfQOvxFReorIWAGZu3+JFppq7SsbOTLqYLGsxZt2y1sMn+T4TKMluPX\/b+o\/KjoN\/V9bo4Zx0\/YP33PmLiErzQmYCYO7C\/tlG9mZZfSnpWhrFgnzHqssK+89Juo7R3Fj+aNUD5S1R1vhITtW\/XLniZy9F+J6JSX0A9PX1tZWCwk1W+lNl4P+TJm3KvXJ32+HHJV3HaPq2rV9TUnBsxG9blrHf3rRh4jWrV\/+wHPF711Uu6QJqcVbf4mmDQeEZK10qBn\/dDY4spnltyMZSY7OsuaLzwI2P9vQuPiKG96+b1AZAz8Il3fnAPCbJ62+gLGttbW1Puoa9KbYWx+39VeFY6RTJPDO3d8kZce0jbqkMgJ4FSxbJ6n5J45OupZFN7jok6RL2qqvr4Lh30WmkB+YvXNwX947ikLoAmNt7\/lkyul1SIelaGl33nNOTLmGvus+oS42tgTV3zOvr93pBdHdSFQBn9S2eZpS7Swz+xE3uOkR9C+YnXcZendf7ZU2OfxYgSUUb2LvnntufqkPS1ARAX19fW1Ngbpe0T9K1NLrJXYfoumuvVKGlJelS9qpYLOifvnVVvUJgvMnZgb6+Pq+vjdhRU9IFjNXnp\/qmJV1HoyoWCzr80Mmac+bp6lswPxWDf7uDD5qk\/\/jODVp+70qt+uXjWv\/W2yqVhuLa3XHbbOE7ki6JawdRSsWps7kL+2cbax9VDTMWY4ymTjlKp506U9OOnarOCRO038ROFYscTdTkgsuTrmB0d\/zLqD8ulYa0cdMmfbJxk156eY0ef+pZvbb2dVlra9mrVc6c+dDygUdreZN6SEMAmJ6FS1aHvcLPGKOes87UVy9cqkmT9o+6NqQ8AHbnvQ3v679uvU2rHn0ifBBYvTBhnDlxYGCgGu4N6sP7NYC5fYsXhR38hx3apR\/8+7\/qG1\/\/CwY\/xuzggw7UNy+\/TN\/99vU6cNIB4d7E6PiNg1oSbWXR8z4ATDV3VZjtZs08Ud+98XodcfhhUZeEBnHMlKP0vZv+Wb8\/LdyVxMbaK+T5LNvrAJjf239SmLv6Zs08Uf9w9eVqa2uNoyw0kPHj99EN112jGSdMD7P5jHnnnn9a1DVFyesAsMZe7LrN5K5DdOXf\/pVyOa\/\/a0iRpqYmXXPF3+jggyY5bxvkc1+JoaTI+DxKjLVux1DGGP3dFZdp3LjUnIZFSnR0tOuqb\/y1jHGb0ZuRz7C3hwHeBkBP79JjJDldvTHv7Dkc8yM2U48+Sn9w2izXzSad1bfY26sDvQ0AKeh2ebUxRhf9cX9MtQAjvnrhUudZQFNV3fFUUztvA8DInuDy+mOmHh3+lA0wRocd2qUjfs9tlmmNjo+pnJp5GwBWmury+tmzTo6rFGAnp5x8ouMWuaNjKSQCHgeA20Mcpx3rlBdAaDOOd70lpbYHksbJ2wAwMk53\/e03sTOuUoCd7Ddxousm3t7B6m0AaKRpx5hNmLBvXHUAO+l0\/6x1xFFHFHwOAKf7TVuLxbjqAHbS3u78mEFv7532OQAAL4W4Q7Cme4vjRAAA8SMAAPiHAAAccQgAIBMIAMARMwAAmUAAAI5CPCeUGQDQwAgAIDu8Hc\/OCADAEYuAADKBAAAcsQgIIBMIAMCRdf9CZwYANDACAMiM2lqHe4UAAByxCAggEwgAwBGLgAAygQAAHHEpMAAXBACQGd4OZ3cEAOAoS4cATUkXAGifcdIp06WuA6TASuvelZ5dIw2Wkq4s8wgAJGveqdJFvVJxl+5ZW7ZJty6XVj2XTF2jyNJpQAIAyenvkfrn7f5nHW3S15ZK+3dKdz5U37oaCGsASEb\/vD0P\/h1dME+68Nz463HBpcBADfrnjXz7j9Wibv9CICMIANSX6+DfzqMQyNJZAAIA9RN28G\/nSQhkaRGQAEB91Dr4t\/MkBLKCAEBtmsdwIqm\/J5rBv92i7rG931hqC4HnAQDbdR0w+s9HO9VXi7HMKLomRb\/fjCEAUJvz5uz5Z3EN\/i\/efy8hsPCMePaboUVALgRCbU6fIX26Vbrtfqk0PPJvhRbp4t6Rq\/zi1j9Pam+Tbr1HqgYj\/9bcJF0wXzrjS\/HvP+UIANTu3NOl7pOktW9JTXnpyMm\/e2lv3Ps\/9XjphbVSLidNP1KasE9su3M+DWiYASDrWovSCVOS2\/+EDmnOScntfzQhzhvWC2sAgCNvR3MIBADgiCsBAWQCAQC4YgYAIAsIAMBRiK9zZgBAAyMAgKwIcRbAWwQA4Mg1AAwzAAA+IgCAmFmPjxkIAKCBEQCAI\/e7AQ0zAKCBEQBAVnh8SO+MAABcOY5\/G+YxonVCAAANjAAAHLk+4MeIRUAAHiIAAEc8EQhAJhAAgKMQEwBmAEB2uI5nFgEBeIgAAByxCAggEwgAwBGLgAAygQAAHPE8AABjR3dgIEu8Hc\/OCADAEYuAADKBAAAcuV8I5O8iYFPSBaSdtdLgUFml4YqqQeDxZC8bjJHyuZyKLU1qLTTLmKQrSjcCoAbVINDmLUOqBkHSpTQMa6VKNdBng8MaHK5o3\/aC8rn6TmTdnwjk76ohhwAhWStt\/ozBn6RqNdDmz4a8n3VZjw8BCICQBofKqlYZ\/EmrVgMNDpXru1PfE8cBARBSabiSdAn43FC5vn8LTgOCqb9HKlVvx5f3CIDQWH5uVM5X9nIpcPbkcwSAL5ry\/C3CIgBCKrZwBtUXheY6\/y0cD+ktdwNmT2uhWfk8v76k5fM5tRaaky5jVIZFwOwxRiMXoRACicnnc9q3vVj3qwH9Hc7umMfWIJ\/LqbOjVYNDZQ2VK6pUuRQ4bsZITfmcCs3JXQrs\/kAQfxcBCYAaGSO1FZvVVvR7GgrsDvNXwJH7aUAWAQF4iAAAXHEpMIAsIAAAR7QGAxoYi4AAMoEAAByFaAzEDACAfwgAwJXr3YAsAgLwEQEAOKI7MICxC3HhQL0QAIAjb0dzCAQA4Mj1C53OQAC8RAAArpxPA\/q7CMgTgWpEd+D6ojtwtAiAGtAduP786A7svIW3XwscAoREd+DkpaU7sFgEzB66A\/shie7AHp\/Wd0YAhER3YH\/UuztwlhYBCYCQmPr7g+7A4REAobH83Khc48Z4fMxAAIREd2B\/0B04PAIgJLoD+6Pe3YGz1BqMAAiJ7sB+SEN3YLEImD10B05ect2BvR3PzpjH1oDuwPXnQ3fgEE8F9\/ZTQQDUiO7ASDPmr4Aj18YgxrmTSP0QAEADIwAAR+6LgJwFAOAhAgBwFOI6IGYAQHY43g3IIiAAHxEAgCM6AwHIBAIAcOS+pMciIAAPEQCAI+fWYDwPAGhc1rIICGSIt+PZGQEAOGIREEAmEACAoyw9FJQnAkVguFzV4FBZ5UqgwN\/ZXmRyOaOW5rzaCs1qivmZiLvrvlzP\/WcdAVCjLduG696bLmlBYFUaqqg0VFFHW0GthXg+Rnvqvlyv\/e+Z481AAWcBMmlrqdxwg39XW7YNabhcjfx9x9p9Oa79R8l4\/FBQAiCkILDaVhpOugwvbBmM\/vfg0n05jv2Pxt\/h7I4ACGmoXM3UB6EW1WqgSsSt0l26L8ex\/9GE6Avg7SeFAAhprN9OjSLqAejafbmeAZAlBEBY9KOMmb+\/YOcH\/HApcPbkc\/zqdhT16TjX7sucDgyH31pIheZ8Mm2pPJTP5yIfgC7dl+PY\/6gy1BqMAAgplzNqK7YkXYYXOlqj\/z24dF+OY\/9RMiwCZtO4YnMKWlPHq6OtoJbmfOTvO9buy3HtfzR0B8YXOtpaVGjJa7BUUblaVRBk58OxJ\/kdLsWNsz36nrov12v\/e5Klh4ISABFoacqrpb2+30KNgu7L8eIQAHDk3hnQ32MGAgBoYAQA4MrxC91yFgCAjwgAwBE3AwENLMQzQQkAAP4hAABH7p2B\/L0QiAAAGhgBALjiNCCALCAAAEfOa\/o8DwBoYDwSDMgO52cCeowAAFyxCAggCwgAwFGIBwIxAwDgHwIAcOS8CEh3YKBxGcMiIJAZHt\/d64wAAFy5HgF43EeaAAAaGAEAOHJdBDRcCgzARwQA4Mi9NRhnAYCGZVgEBLLD3+HsjgAAXDkmQMBDQQH4iAAAHLmfBmQREICHCADAUYjWgMwAQhh2evFwOa46gJ0MDzt9NCXHz3I9+RwAn7m8eNOmzXHVAezkk42bnF5vZT6NqZSaeRsAVtbpl\/bJJrc\/ChDWRscAyEkEgDNj3nB5+euvO70cCO3\/frPO6fXWWrcN6sjbADCB1rq8\/vGnno2rFOALG97\/QOvffMtpG9ukV2Mqp2b+BkDOPu\/y+udffFlbtjgtGwDOHnviaddNStVPO5y+zOrJ3wAwesTl9ZVKRXcsuzumagBpaHhYy+5e4biVeeKRR\/67FEtBEfA2AFYu\/+mrkt512eZnd9+rjz\/ZGFNFaHTL7rpHH338idtG1j4cTzXR8DYAPjfg8uKh4WHd+G\/fVxAEcdWDBvWbN9brJ3csc96uGhinz3C9eR0AQS74kes2q3\/1vH54i\/NmwB59umWL\/v76G1UqDTltZ6Sn\/\/f+gddiKisS+aQLGM26tWs2HDnluAWSDnHZbs2ra1UpVzTjhOkyxsRUHRrBBx9+pKuuuU5vv+N0NDrC6Oo31r7y6+irio7XASBJRxx93Ecy+iPX7V565VW9\/sY6nXLyiWppaY6jNGTc8y++rMuv\/ke9\/8GHYTZ\/c9P7nZds2LDa6+PRNHw9mp7eJc9IOinMxuP36dBXLjhf5\/V+Wc3NBAH27t33NuiWW2\/TLx97MnQTEGN1yYP33vmfEZcWuTQEgOYvWDwrMOZx1bBm0dk5QafNmqnZs07W9GnHqK21NcIKkWbWWn344cd6evWv9PiTz+jXL7yoSqUa+v2M9PTpM6fPvvbaa73+9pdSEgCS1NO7+PuS+fOo3q9YLGj\/\/SaqWCxG9ZZIGytt2rxZmzb\/VtVq+AG\/i3KQC059ePmy56J6wzg1JV3AWFW2dnw9P27raUb2hCjer1Qa0tvvvBfFWwFfMNKVaRn8UopmAJLU07v0WKn6hKTxSdcC\/A5r7nro3oHz5dw9MDleXwewq4dW3L7G5MwiSd5eWomG9VSuUvwTpWjwSyk4DbirN9a+8uaRU6a9KOkPlaJDGGTa6nzFnLNy5W3e3ve\/J6maAWz34IqBn5ucOUfSb5OuBY3NGj3cHBTOfuCBgVTehJLKAJCkB5cPrJLysyW9mHQtaEjWWHvT5g2d59x3349T982\/XaoWAXdndn9\/67ht9kZJf6YUBxpSZUPO2EtX3vPT5UkXUqvUB8B2Zy\/sPyVn7c2STk66FmRWWdLNzUHhW2n+1t9RZgLgc2b+wsULA2u+KWlW0sUgM0qSbglscMPD9y57M+liopS1APjCvAX9M6yxFxup30pdSdeD1KlKesIY++MWW7h9xYqfZPKx05kNgB3NXbB0ijFBtxTMkMwUSYdJ6pTULqkl0eKQtC0a6UHxsYxZa619LW\/sk\/lqcVVWpvkAAAAAAAAAAAAAAAAAAAAAACA7\/h+IToc6qfa4IAAAAABJRU5ErkJggg==\">\n      <\/div>\n      <div class=\"file-block-content-title\">\n        Reduced Fe analysis with XRD      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2021\/06\/XRD_ferro-ridotto_ENG.pdf\" data-note=\"10731\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img src=\"data:image\/png;base64,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\">\n      <\/div>\n      <div class=\"file-block-content-title\">\n        XRD\/XRF for feeds, soils, plants and fertilizers      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2021\/06\/XRD_mangimi-e-fertilizzanti_ENG.pdf\" data-note=\"10733\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img src=\"data:image\/png;base64,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\">\n      <\/div>\n      <div class=\"file-block-content-title\">\n        XRD\/XRF for feeds, soils, plants and fertilizers      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2021\/06\/XRD_mangimi-e-fertilizzanti_ENG.pdf\" data-note=\"10733\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img src=\"data:image\/png;base64,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\">\n      <\/div>\n      <div class=\"file-block-content-title\">\n        XRD\/XRF for crime scene investigations      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2021\/06\/XRD_scena-del-crimine_ENG.pdf\" data-note=\"10735\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img src=\"data:image\/png;base64,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\">\n      <\/div>\n      <div class=\"file-block-content-title\">\n        XRD\/XRF for crime scene investigations      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2021\/06\/XRD_scena-del-crimine_ENG.pdf\" data-note=\"10735\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img src=\"data:image\/png;base64,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\">\n      <\/div>\n      <div class=\"file-block-content-title\">\n        XRD\/XRF for shale gas drilling efficiency      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2021\/06\/XRD_shale-gas_ENG.pdf\" data-note=\"10737\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAYAAABccqhmAAAABmJLR0QA\/wD\/AP+gvaeTAAARSklEQVR4nO3da3Bc5X3H8d+zK2lXsoSxDJiLDJSLDdgFBzDGULDAsgOWhafYwk0p5BWlnbTTknbCJYXQC3RKCdOkIc1kOrRDJqEg4kCMuRhC8YQ7mISrwSXYXM3VdjC2Vtrd8\/SFMGM7tqzn7Dl7nnP2+3lp7dnzt7TPb5\/znMtfAgAAAAAAAAAAAAAAAAAAAAAAaWKSLqAeenqXHisF3bL2eBkzVbKHSZogqV1Sc8LlpcXWVuXe6s63f\/i1wsSZBZm2pAtyUZLd+r3yx8+uKm89oKTgUEnjPv9RWdJnkt0omfWSXWuseS7XZB554OcDrydXcX1kNgDm9\/afVLXBRcaYCyQdlHQ9WdJizLofFLryk3PNhyZdy1i8ZctvXjr4jq3IHu6ynZVdb4z+x1ZzP\/rFfQOvxFReorIWAGZu3+JFppq7SsbOTLqYLGsxZt2y1sMn+T4TKMluPX\/b+o\/KjoN\/V9bo4Zx0\/YP33PmLiErzQmYCYO7C\/tlG9mZZfSnpWhrFgnzHqssK+89Juo7R3Fj+aNUD5S1R1vhITtW\/XLniZy9F+J6JSX0A9PX1tZWCwk1W+lNl4P+TJm3KvXJ32+HHJV3HaPq2rV9TUnBsxG9blrHf3rRh4jWrV\/+wHPF711Uu6QJqcVbf4mmDQeEZK10qBn\/dDY4spnltyMZSY7OsuaLzwI2P9vQuPiKG96+b1AZAz8Il3fnAPCbJ62+gLGttbW1Puoa9KbYWx+39VeFY6RTJPDO3d8kZce0jbqkMgJ4FSxbJ6n5J45OupZFN7jok6RL2qqvr4Lh30WmkB+YvXNwX947ikLoAmNt7\/lkyul1SIelaGl33nNOTLmGvus+oS42tgTV3zOvr93pBdHdSFQBn9S2eZpS7Swz+xE3uOkR9C+YnXcZendf7ZU2OfxYgSUUb2LvnntufqkPS1ARAX19fW1Ngbpe0T9K1NLrJXYfoumuvVKGlJelS9qpYLOifvnVVvUJgvMnZgb6+Pq+vjdhRU9IFjNXnp\/qmJV1HoyoWCzr80Mmac+bp6lswPxWDf7uDD5qk\/\/jODVp+70qt+uXjWv\/W2yqVhuLa3XHbbOE7ki6JawdRSsWps7kL+2cbax9VDTMWY4ymTjlKp506U9OOnarOCRO038ROFYscTdTkgsuTrmB0d\/zLqD8ulYa0cdMmfbJxk156eY0ef+pZvbb2dVlra9mrVc6c+dDygUdreZN6SEMAmJ6FS1aHvcLPGKOes87UVy9cqkmT9o+6NqQ8AHbnvQ3v679uvU2rHn0ifBBYvTBhnDlxYGCgGu4N6sP7NYC5fYsXhR38hx3apR\/8+7\/qG1\/\/CwY\/xuzggw7UNy+\/TN\/99vU6cNIB4d7E6PiNg1oSbWXR8z4ATDV3VZjtZs08Ud+98XodcfhhUZeEBnHMlKP0vZv+Wb8\/LdyVxMbaK+T5LNvrAJjf239SmLv6Zs08Uf9w9eVqa2uNoyw0kPHj99EN112jGSdMD7P5jHnnnn9a1DVFyesAsMZe7LrN5K5DdOXf\/pVyOa\/\/a0iRpqYmXXPF3+jggyY5bxvkc1+JoaTI+DxKjLVux1DGGP3dFZdp3LjUnIZFSnR0tOuqb\/y1jHGb0ZuRz7C3hwHeBkBP79JjJDldvTHv7Dkc8yM2U48+Sn9w2izXzSad1bfY26sDvQ0AKeh2ebUxRhf9cX9MtQAjvnrhUudZQFNV3fFUUztvA8DInuDy+mOmHh3+lA0wRocd2qUjfs9tlmmNjo+pnJp5GwBWmury+tmzTo6rFGAnp5x8ouMWuaNjKSQCHgeA20Mcpx3rlBdAaDOOd70lpbYHksbJ2wAwMk53\/e03sTOuUoCd7Ddxousm3t7B6m0AaKRpx5hNmLBvXHUAO+l0\/6x1xFFHFHwOAKf7TVuLxbjqAHbS3u78mEFv7532OQAAL4W4Q7Cme4vjRAAA8SMAAPiHAAAccQgAIBMIAMARMwAAmUAAAI5CPCeUGQDQwAgAIDu8Hc\/OCADAEYuAADKBAAAcsQgIIBMIAMCRdf9CZwYANDACAMiM2lqHe4UAAByxCAggEwgAwBGLgAAygQAAHHEpMAAXBACQGd4OZ3cEAOAoS4cATUkXAGifcdIp06WuA6TASuvelZ5dIw2Wkq4s8wgAJGveqdJFvVJxl+5ZW7ZJty6XVj2XTF2jyNJpQAIAyenvkfrn7f5nHW3S15ZK+3dKdz5U37oaCGsASEb\/vD0P\/h1dME+68Nz463HBpcBADfrnjXz7j9Wibv9CICMIANSX6+DfzqMQyNJZAAIA9RN28G\/nSQhkaRGQAEB91Dr4t\/MkBLKCAEBtmsdwIqm\/J5rBv92i7rG931hqC4HnAQDbdR0w+s9HO9VXi7HMKLomRb\/fjCEAUJvz5uz5Z3EN\/i\/efy8hsPCMePaboUVALgRCbU6fIX26Vbrtfqk0PPJvhRbp4t6Rq\/zi1j9Pam+Tbr1HqgYj\/9bcJF0wXzrjS\/HvP+UIANTu3NOl7pOktW9JTXnpyMm\/e2lv3Ps\/9XjphbVSLidNP1KasE9su3M+DWiYASDrWovSCVOS2\/+EDmnOScntfzQhzhvWC2sAgCNvR3MIBADgiCsBAWQCAQC4YgYAIAsIAMBRiK9zZgBAAyMAgKwIcRbAWwQA4Mg1AAwzAAA+IgCAmFmPjxkIAKCBEQCAI\/e7AQ0zAKCBEQBAVnh8SO+MAABcOY5\/G+YxonVCAAANjAAAHLk+4MeIRUAAHiIAAEc8EQhAJhAAgKMQEwBmAEB2uI5nFgEBeIgAAByxCAggEwgAwBGLgAAygQAAHPE8AABjR3dgIEu8Hc\/OCADAEYuAADKBAAAcuV8I5O8iYFPSBaSdtdLgUFml4YqqQeDxZC8bjJHyuZyKLU1qLTTLmKQrSjcCoAbVINDmLUOqBkHSpTQMa6VKNdBng8MaHK5o3\/aC8rn6TmTdnwjk76ohhwAhWStt\/ozBn6RqNdDmz4a8n3VZjw8BCICQBofKqlYZ\/EmrVgMNDpXru1PfE8cBARBSabiSdAn43FC5vn8LTgOCqb9HKlVvx5f3CIDQWH5uVM5X9nIpcPbkcwSAL5ry\/C3CIgBCKrZwBtUXheY6\/y0cD+ktdwNmT2uhWfk8v76k5fM5tRaaky5jVIZFwOwxRiMXoRACicnnc9q3vVj3qwH9Hc7umMfWIJ\/LqbOjVYNDZQ2VK6pUuRQ4bsZITfmcCs3JXQrs\/kAQfxcBCYAaGSO1FZvVVvR7GgrsDvNXwJH7aUAWAQF4iAAAXHEpMIAsIAAAR7QGAxoYi4AAMoEAAByFaAzEDACAfwgAwJXr3YAsAgLwEQEAOKI7MICxC3HhQL0QAIAjb0dzCAQA4Mj1C53OQAC8RAAArpxPA\/q7CMgTgWpEd+D6ojtwtAiAGtAduP786A7svIW3XwscAoREd+DkpaU7sFgEzB66A\/shie7AHp\/Wd0YAhER3YH\/UuztwlhYBCYCQmPr7g+7A4REAobH83Khc48Z4fMxAAIREd2B\/0B04PAIgJLoD+6Pe3YGz1BqMAAiJ7sB+SEN3YLEImD10B05ect2BvR3PzpjH1oDuwPXnQ3fgEE8F9\/ZTQQDUiO7ASDPmr4Aj18YgxrmTSP0QAEADIwAAR+6LgJwFAOAhAgBwFOI6IGYAQHY43g3IIiAAHxEAgCM6AwHIBAIAcOS+pMciIAAPEQCAI+fWYDwPAGhc1rIICGSIt+PZGQEAOGIREEAmEACAoyw9FJQnAkVguFzV4FBZ5UqgwN\/ZXmRyOaOW5rzaCs1qivmZiLvrvlzP\/WcdAVCjLduG696bLmlBYFUaqqg0VFFHW0GthXg+Rnvqvlyv\/e+Z481AAWcBMmlrqdxwg39XW7YNabhcjfx9x9p9Oa79R8l4\/FBQAiCkILDaVhpOugwvbBmM\/vfg0n05jv2Pxt\/h7I4ACGmoXM3UB6EW1WqgSsSt0l26L8ex\/9GE6Avg7SeFAAhprN9OjSLqAejafbmeAZAlBEBY9KOMmb+\/YOcH\/HApcPbkc\/zqdhT16TjX7sucDgyH31pIheZ8Mm2pPJTP5yIfgC7dl+PY\/6gy1BqMAAgplzNqK7YkXYYXOlqj\/z24dF+OY\/9RMiwCZtO4YnMKWlPHq6OtoJbmfOTvO9buy3HtfzR0B8YXOtpaVGjJa7BUUblaVRBk58OxJ\/kdLsWNsz36nrov12v\/e5Klh4ISABFoacqrpb2+30KNgu7L8eIQAHDk3hnQ32MGAgBoYAQA4MrxC91yFgCAjwgAwBE3AwENLMQzQQkAAP4hAABH7p2B\/L0QiAAAGhgBALjiNCCALCAAAEfOa\/o8DwBoYDwSDMgO52cCeowAAFyxCAggCwgAwFGIBwIxAwDgHwIAcOS8CEh3YKBxGcMiIJAZHt\/d64wAAFy5HgF43EeaAAAaGAEAOHJdBDRcCgzARwQA4Mi9NRhnAYCGZVgEBLLD3+HsjgAAXDkmQMBDQQH4iAAAHLmfBmQREICHCADAUYjWgMwAQhh2evFwOa46gJ0MDzt9NCXHz3I9+RwAn7m8eNOmzXHVAezkk42bnF5vZT6NqZSaeRsAVtbpl\/bJJrc\/ChDWRscAyEkEgDNj3nB5+euvO70cCO3\/frPO6fXWWrcN6sjbADCB1rq8\/vGnno2rFOALG97\/QOvffMtpG9ukV2Mqp2b+BkDOPu\/y+udffFlbtjgtGwDOHnviaddNStVPO5y+zOrJ3wAwesTl9ZVKRXcsuzumagBpaHhYy+5e4biVeeKRR\/67FEtBEfA2AFYu\/+mrkt512eZnd9+rjz\/ZGFNFaHTL7rpHH338idtG1j4cTzXR8DYAPjfg8uKh4WHd+G\/fVxAEcdWDBvWbN9brJ3csc96uGhinz3C9eR0AQS74kes2q3\/1vH54i\/NmwB59umWL\/v76G1UqDTltZ6Sn\/\/f+gddiKisS+aQLGM26tWs2HDnluAWSDnHZbs2ra1UpVzTjhOkyxsRUHRrBBx9+pKuuuU5vv+N0NDrC6Oo31r7y6+irio7XASBJRxx93Ecy+iPX7V565VW9\/sY6nXLyiWppaY6jNGTc8y++rMuv\/ke9\/8GHYTZ\/c9P7nZds2LDa6+PRNHw9mp7eJc9IOinMxuP36dBXLjhf5\/V+Wc3NBAH27t33NuiWW2\/TLx97MnQTEGN1yYP33vmfEZcWuTQEgOYvWDwrMOZx1bBm0dk5QafNmqnZs07W9GnHqK21NcIKkWbWWn344cd6evWv9PiTz+jXL7yoSqUa+v2M9PTpM6fPvvbaa73+9pdSEgCS1NO7+PuS+fOo3q9YLGj\/\/SaqWCxG9ZZIGytt2rxZmzb\/VtVq+AG\/i3KQC059ePmy56J6wzg1JV3AWFW2dnw9P27raUb2hCjer1Qa0tvvvBfFWwFfMNKVaRn8UopmAJLU07v0WKn6hKTxSdcC\/A5r7nro3oHz5dw9MDleXwewq4dW3L7G5MwiSd5eWomG9VSuUvwTpWjwSyk4DbirN9a+8uaRU6a9KOkPlaJDGGTa6nzFnLNy5W3e3ve\/J6maAWz34IqBn5ucOUfSb5OuBY3NGj3cHBTOfuCBgVTehJLKAJCkB5cPrJLysyW9mHQtaEjWWHvT5g2d59x3349T982\/XaoWAXdndn9\/67ht9kZJf6YUBxpSZUPO2EtX3vPT5UkXUqvUB8B2Zy\/sPyVn7c2STk66FmRWWdLNzUHhW2n+1t9RZgLgc2b+wsULA2u+KWlW0sUgM0qSbglscMPD9y57M+liopS1APjCvAX9M6yxFxup30pdSdeD1KlKesIY++MWW7h9xYqfZPKx05kNgB3NXbB0ijFBtxTMkMwUSYdJ6pTULqkl0eKQtC0a6UHxsYxZa619LW\/sk\/lqcVVWpvkAAAAAAAAAAAAAAAAAAAAAACA7\/h+IToc6qfa4IAAAAABJRU5ErkJggg==\">\n      <\/div>\n      <div class=\"file-block-content-title\">\n        XRD\/XRF for shale gas drilling efficiency      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2021\/06\/XRD_shale-gas_ENG.pdf\" data-note=\"10737\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img src=\"data:image\/png;base64,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\">\n      <\/div>\n      <div class=\"file-block-content-title\">\n        XRF for PMI      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2021\/06\/XRF_articolo-leghe_ENG.pdf\" data-note=\"10829\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img src=\"data:image\/png;base64,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\">\n      <\/div>\n      <div class=\"file-block-content-title\">\n        XRF for auto industry - PMI      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2021\/06\/XRF_PMI_ENG.pdf\" data-note=\"10831\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img src=\"data:image\/png;base64,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\">\n      <\/div>\n      <div class=\"file-block-content-title\">\n        Screening of fentanyl analogs      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2021\/06\/Torion_fentanyl_ENG.pdf\" data-note=\"10947\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img src=\"data:image\/png;base64,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\">\n      <\/div>\n      <div class=\"file-block-content-title\">\n        Explosive materials       <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2021\/06\/Torion_materiali-esplosivi_ENG.pdf\" data-note=\"10951\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img src=\"data:image\/png;base64,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\">\n      <\/div>\n      <div class=\"file-block-content-title\">\n        VOCs in essential oils      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2021\/06\/Torion_oli-essenziali_ENG.pdf\" data-note=\"10953\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img src=\"data:image\/png;base64,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\">\n      <\/div>\n      <div class=\"file-block-content-title\">\n        SPME syringe for rapid sample collection      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2021\/06\/Torion_siringhe-per-campioni_ENG.pdf\" data-note=\"10955\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img src=\"data:image\/png;base64,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\">\n      <\/div>\n      <div class=\"file-block-content-title\">\n        Adulterated sprits      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2021\/06\/Torion_sprits_ENG.pdf\" data-note=\"10957\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img src=\"data:image\/png;base64,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\">\n      <\/div>\n      <div class=\"file-block-content-title\">\n        Combination of XRD and XRF      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2021\/06\/XRFXRF_ENG.pdf\" data-note=\"11069\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img src=\"data:image\/png;base64,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\">\n      <\/div>\n      <div class=\"file-block-content-title\">\n        Combination of XRD and XRF      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2021\/06\/XRFXRF_ENG.pdf\" data-note=\"11069\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img src=\"data:image\/png;base64,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\">\n      <\/div>\n      <div class=\"file-block-content-title\">\n        Combination of XRD and XRF      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2021\/06\/XRFXRF_ENG.pdf\" data-note=\"11069\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img src=\"data:image\/png;base64,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\">\n      <\/div>\n      <div class=\"file-block-content-title\">\n        Water contamination      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2021\/06\/Torion_contaminazione-acqua_ENG.pdf\" data-note=\"10943\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img src=\"data:image\/png;base64,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\">\n      <\/div>\n      <div class=\"file-block-content-title\">\n        Determine P in steel      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2021\/07\/XRF_P-in-steel_ENG.pdf\" data-note=\"11151\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img src=\"data:image\/png;base64,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\">\n      <\/div>\n      <div class=\"file-block-content-title\">\n        Uranium exploration      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2022\/07\/XRF_Uranium_ENG.pdf\" data-note=\"11537\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n  <div class=\"file-block\">\n    <div class=\"file-block-content\">\n      <div class=\"file-block-content-icon\">\n        <img 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     <\/div>\n      <div class=\"file-block-content-title\">\n        Iron ore      <\/div>\n      <div class=\"file-block-content-link\">\n        <a class=\"j-popup-form-open\" target=\"_blank\" href=\"https:\/\/www.quantanalitica.com\/wp-content\/uploads\/2022\/07\/XRF_iron-ore_ENG.pdf\" data-note=\"11539\">Download<\/a>\n      <\/div>\n    <\/div>\n  <\/div>\n[\/et_pb_text][\/et_pb_column][\/et_pb_row][\/et_pb_section]<\/p>\n","protected":false},"excerpt":{"rendered":"<p>[et_pb_section fb_built=&#8221;1&#8243; custom_padding_last_edited=&#8221;on|tablet&#8221; admin_label=&#8221;Hero&#8221; module_id=&#8221;particles-bg1&#8243; _builder_version=&#8221;3.23.1&#8243; use_background_color_gradient=&#8221;on&#8221; background_color_gradient_start=&#8221;rgba(255,255,255,0)&#8221; background_color_gradient_end=&#8221;rgba(78,117,172,0.9)&#8221; background_color_gradient_type=&#8221;radial&#8221; background_color_gradient_direction_radial=&#8221;top right&#8221; 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