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<h3>A general printing approach for scalable growth of perovskite single-crystal films - Science Advances</h3>
<p>A general printing approach for scalable growth of perovskite single-crystal films.</p>
<p>Posted: Fri, 29 Jun 2018 07:00:00 GMT [ source ]</p>
</div>

Organic Acid Inorganic Acid It is an organic compound with acidic properties. Inorganic acids, which are also known as mineral acids, are the acids which are derived from one particular or extra inorganic compounds. All inorganic acids, when dissolved in water, generate hydrogen ions (H+) and the conjugate base ions.

<h2>Company Specifics For</h2>

During PSC operation, Pb2+ are reduced to Pb0, acting major deep defect states, whereas I0 are oxidized from I− and turn out to be carrier recombination centers. I0 additional initiate chemical chain reactions to accelerate PSC degradation. Filming a perovskite precursor option containing europium acetylacetonate [Eu3] creates Eu3+ ions in the filmed perovskite. When Eu3+ encounter Pb0, Eu3+ oxidize Pb0 and turn into Eu2+ themselves, which can decrease I0. The Eu3+/Eu2+ pairs can transfer electrons from Pb0 to I0 defects in a cyclic manner and regenerate Pb2+ and I− through PSC operation. The device with the Eu3+/Eu2+ pairs retained 91% of initial PCE just after 500-h AAT .

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SESPaoJNzwB5knGbDAGnWZZlOYOHrsugqGAteWAMbc8cj5zi6joMty7eKChhpu5bf2oQu63hewxtfXhx7cAU7i/P+KcN6/hfinFfrwwBTuL+F+KcO4vz/inFfrw+e+ALe4v4X4pxXuL+F+KcVwFsAU7i+xvxTgJF/C/FOK4fXgC3uLb778U4r3F/C/FOK4eOAKb1/C/FOAkX8L8U4r9eHuwBb3FH878U4dxfn/FOLvPD68AW7x7T7jhi+/zjDAFPo/3YcYc4cjAD68MOcMAMeaZPrHqtqtszrdNZBpNMvo81rssiNdmNSkz+jTvCWZUhZRcoTYE8HHphxAOi9/tdzv8ArXn394z489XWlUjBNpWez3HYwG5UsHWxE6anJOCWteyvrX2NcSL/AErrn8iaE/KlZ+74eldc7/5k0J+VKz93x2eotHnWYaGzui073TmU1G6U3afa+8jix3Lz/wC0PpHjjzfLqfrtllK9HQd6OlX0tqYTQwzS7HlmZS/cmJRkBiEab2G343mE9dHR+7Q192s77G13Ge+cOT0+qXiJeanrkRzkehPypWfu+BqeuRFjkehCD/8AmlZ+745PoPVZ9K5lVyNUyZ81XST0lPJPEsYVqWKKUAoFAUSGWQg+a8eIxzaHTnUqml/6ciznMaWCCpoKOOkzRYZe7F2Y6arkYsB8IqSuSd23f6yMTYXjo1NZ1u1cV+Ib6Q2+bU+qXiJR6T1z+RNCflSs/d8PSuufyJoT8qVn7viCQ6e635QtC9HVZjOaJZY0Y1kcrn0lklmd1kJWQxtdIwfiqCB446k0XXwZlSZzD2mLZVVRy0r9oRxVRgiMHAPI7wk3G5O02BA8bvRWdlXXDwrg93D+eQ30ha/m1Pql4iT+ldc/kTQn5UrP3fFFn64Iu1Mi0GoF+BmdYB/Z8RKln6501VD6XLmM1TWuRGvotIIFWMyiPu2Y9sMvbMhVr+G0KbqM+Uy9dKaWmoq2lqloIqKCOWSMUks6yxwgXRnb1t8nx94Nhfab8iHopq/8dda7hvpC1/NqfVLxEn9J65/ImhPypWfu+K+ldc/kTQn5UrP3fEbrss6zai0LW5bnDpDm0me5O8fZ2wqlItfTvWKGjkBeLsrKBcq7LuB5IxdWUHV3RlBPQ6cmqM7DVbSpUTlHEUZlpmK2dy/bWM1SKAWb1VuSTcwtGXy3fO9tqtsTve2zO3uZO+cLX83p9UvESA1HXEkMci0GSvIvmlZx/wD18V9J65/ImhfypWfu+Ilpyt605zmeY5rFJXRZYtJD6C1dSU8U1VLHLUbkePwVWBi9ZQpIIsRbiUauotQV8MqU9FmdXTw6jgkngppjFJJRinTcEJZLrvN7BvEHFZ6NdOpubrdTXNzLjK76Qtfzen1S8Rl9K65/ImhPypWfu+HpXXP5E0L+VKz93xDa2g69rkaUGWd4VMFTDLTLUTQuEplqIXRJJQ2+SYR92OQklG2A83u3VWp65VWe5l24pKXK1XvUQmjpWdmVpQIiR96yiAkkXBZgG4uLPRbtdV11rm5ufsZO+kOT0+qXiO76V1z+RNCflSs/d8PSuufyJoT8qVn7viM6z0z1bqtR57PpjMKqOira6iqqYGrAVFpkg9RBe6rJI8pceBEBBB384q+l6z5xntFm0cWZZfSq8cclKJacKU7c1zIoYjh2Q3U3+L5DEx0WpRUt34L7VxXts9welIL/AI9Pql4iV+ldcvkTQn5UrP3fD0rrn8iaE/KlZ+74jtVJ/CFWSlWJ6M3jkSUx00DIXXcm9izgqG2RyoBu5lZWFlFqZpD1tOd0YjerkpKKpl+GgWlHdpvhE7jqSAZ7EMq7e3wpIvcYhaLb/wB9cPD+g30hyen1S8RI/SuuXyJoX8qVn7vh6V1z+RNC/lSs/d8c45T1Rz3R1XTZ5VdrMp81oOzEAkax0STQNKWMLKSzL3d4D24svHjyTR9YdF0upqXJxUZ1vqEmyqeoZZEVVpqUMCrOZAm5Z1CjcxIv4m5iOjda63fPpVuDhtz9jJ3zhyen1S8RJ/SuufyJoT8qVn7vh6V1z+RNC/lSs/d8RzT1f1hzeso80iNZHljQuWNdSwQ1E5TMSqK6DhL0xLXUC9l5vxj175sY18DKg7Opfoa7iFpSD/49Pql4iCeldc/kTQn5UrP3fD0rrn8iaE/KlZ+74nfOGMNxftvs7id84cnp9UvEQT0rrn8iaE/KlZ+74r6V1z+RNCflSs/d8Tu/txTDcX7b7O4b5w5PT6peIgnpXXP5E0J+VKz93xl0lqrWNVq/MtIaxynJqaeky6mzGKbLKuWZHSWSVCrdyNCCDFfi/jibfqxB6G/3bc6/qvl39qq8UlGVOUWpN3fNxPmPTRr0cZQrxlQhFxhdNayaetFe0+BvgJxxh5YcnDHqOCMMOcPLAD68PrxU4c4Aph54Yc4AYYYc4AX+fDjFecU5wBUeHnhhY+3DAFOPAYfNiv14p9eAHGGK/XimAHGIB0Xt9rud/wBa8+/vGfE/Hj44gPRf+Tud/wBa8+/vGfGE/XR6H8DrYf6Mr/10/wAqhKdTz5jTZLPNlQqDUK0dvR4w8uzuKHKqwIJ27rXB+jEP0TmXUGpzQRaikzHYoVCs1Giwv8HJvkDiGM23rFtBsbMbgn4sw1VHnsun62PTM5hzNkHo7jZdTuF7dxWS9r23KRfyxDlHXGGKO32DnMDwn12AeoT0eTuByFChu8YuVUCwawtxjVrO5xJU3KalcuizTrY00MMmn8kVZZrPNvJEUfqm+3uXZrSEcecLeTrbMc06w/YeGoXT2T/ZFqpo5IDJ6ghNtsgbf4j1gR53FsbeVN1XegrDm4ySOqMdP6J2kYqr7D3t3rcjfa3hwT44wVC9XJq+n7MuVw08VhMVVSJrslzY3Isu8cEc+3g4avBcKk/aZz58z62lIpI8hy0SxyoWjVl7boQQ92Ml7g2KgDnzPketl2Y9T/TQma5Ll3o950JhNr2AML3Lngk7WW3kSDbjAv1X3M3byS3a3BAjcOUX1Q2/kBiwuQPAe3jNln3TPRJUzL7F95aKQRMFvvqbL2y1jbb8bda3N7cWJatuEhUWn85mlLmHVaSZUo8roI4+3IzvURLfcEBQALMb3fcDzwAp8yB16Ea6qcsy2ed8to616iJ8ximiaRVhCASLFsYWYsCVLFgAeb2xyqn7rrySQU0mTIggJWcx8mayleNx4vuB48ACDc8Y5ZOrwkYKmWkzP20CxqEhUOxLFixJJQrbgjcPigckkWVK17tk9w48MQuhm6psYxmFPliDupvKRhrR/ff+IOb+Y+95tf1cZpU6kSLmESTUUNqlzRSoiljCTKFDAkg2HZN+D8YWPnY0Jdf2YYhynqgcuV5PsWK5Zl9REtEy9lgdxLEle4UJIswAawPF6Us3UtGnlr4qN446V2iSKJULz7TtUjuNcXA5uPH6wBMr4e7ELDdV3f8A9DRoyAreIllO83Deva+zb4XFy3NgLlbqqX7DLk6gSOxn2kgx7PVAXcDu3gk+VmHJN8ATTDEPzV+qCRSy5THlDuUQRxSKeG7a7mvuF/hN/HHFuca7r1ZFROveyv0eR90TJEGeNbC6m7AeTWPrG55FuQBOL4XGPP6ap6xyy0NTJR5WkEsaNVwsF3xG0m4KN3xr9q1yRYH4vn1ZZeoy0ULJFlz1XpMomVY7KILDbYl/jfGt7eAQvJAErw4xAmPWExoP+iRIsjPcW2uhXhG8xZr8jyK8n1sdugXWlRQ10WaS09PPLC/oklOq7onuwXdu3KTbYfAi+7x4wHCSI4Yi8NPrtqeahnzKBJOwojqxEhcSd4gki2wntgH4oF28rDGF16lQ1KRxVGWTU6kBpHg9cjuMLmzqL7AhNh5ta5AUgS7jAYi2fR68ernm09PEi9oNTxz9vs7gLlXG0uWJFrhgoU+0Y1JG6qskPaGUiVZA0m5NqFPWBU+sx/mkEWuBzY8YAmmGIvkra/lzZWz2OiioFB4gALvdBbdybEMD4ccjx8cSkfTgCnGINQ2+7dnP9V8u/tVXic/XiD0P+m3Ov6r5d/aqvGFb50On4M6mjfV4n6v/ADgTjDi2Kj6cU4Hnjc5Y4wxoZtnuV5IkMuZVPaSeQRq2xmAJ9tgbD5zwMa0+sdL01O1VLntF2VsA6zKQ7EuNq2PrNeNxYc+qcVc4rJs3hha9SKlCDaezJnYw4xozZ9klPUNST5zQxzowjaN6hAysRuCkE3BI5t7MYa3VOnsvo1r6nN6Vad+RIJAy2sDu48rMpJ8ACPbg5xW1kRw9aTSjB57MnmdTDHPfUWQRpC8md0CLU05q4S1Qg7kAXcZFueVA5LeFsY5NTZJFPJTPmEW6JIZJGv6irKSIyW8LGxtz5Ya8VwhYas9kH1Pjt+eXSdTDHIh1hpKoVWg1RlMoaRYlKVkZu7fFUWPifIY2sqznLM5pKety6tjmjqoFqI7H1ijAEEjxHxh4+3BTi8kxPDVqa1pwaXOmbvzYYH6cPHzxYxFx7MMVt8+GAKYYYfVgB9GHlhhgB9WIB0X/AJO53/WvPv7xnxP8QDov/J3O/D+Veff3jPjCfro9D+B1sP8ARlf+un+VQlWqcuzHNsgrMuymtNJVzoFimErx7bMCRvT1luARdeRfEPGj+qkSRrB1DjtBJC0SPDusi08iOjMQWe8jI92LE7PInE5zfLxmuWVOXGUxd9Nm8brj8Ug/pxFIOnmbwuGbXmbOqxtEF+IArGO9gpAuFR1Btxvv4jnc5QyzTfUGGhqos91YmayyikMSK3ogQotpvhIkDDebN5+zgHCDTXUdSe7rpPg5bx7adCGS54YFL+Fh8byJvzwPT7OdqBNdZmnbQAWudx3E7mux5sQLCw4FgDjfzvRk2cZkK+LPqqiHo5gZICyluDY7t1xYkHi17c34sIK1eTasqcipaP7NRHMIpGLzmR41YG+0nt7S2y449UPtudt+MFLpnVU2WT0udakklqpKqnmSaCZ4tiJIC6DYFNmUEW5+Nbm1zqTdOs3mleQ67zRR2jHCATaJtiqH+N6zDaTzfljjdm0RmcmUwUEWss0iniaUvUhrvKH8AQTbiwAt5Xta+ANaPTOvEoq2iqNXekq8CJTMW7UiuHUnc6pccBl3C5s3I4uccGmOoqJRw1Gs0kjgljaXaNrSRoYjt3bS1zscEkm4Yk3vYG6c5qSp+3nNHKzNMC7uT6zk7eHHG0hT8yi1ub58x0FmdZTU8NPrLMIJII9hmuzMWLszOPWtchgDe9gq2tzdsBjl03r9KieXL9UR08UrVJEUjtNcsXMT3dTstuUFF9UbARfkGg011CSmpe3rJfShGVqZCoKM3dZ9wUqR8VgtvVsALeGLPubZl3e+2tszaUFrOWfgEOF4Di5XfcE+YF74yDp9nBqxPJrjMjEsTRiBS4UsQLMTv3Hz8/vja3GAMFDpnqVHPNDXayD0c0ZVFQAvG1pDffsDcloxx5RnwvYbOYad162Z1tVlGqo6anqJC0ccpaTaNpsLMCqi5Aso/CJNguNyp0ZNVZbQ0v2cqIarL6B6GKpj3X9YIvdIvy1k8z4scaKdO61qCtpKrV+YzS1fY2VBJ3wmKUyDb61uSSD81h4C2BJtS6e1gNlZT6nPpno8EDq5PZYqpEr7bbQxJDAhR8W3APGGn0xrGny+igfUhqKunpmjed55F+FJb17WIe4IHrg7dtwCcYIunedw1Zq/t9zJyI0jRHBKrYEMeGFy1x9G0YzRaAzOPLny+TWuaTF2hPckYkgJGynwa/LNv8fFVvccYEGtNp7qhEKQQa1Sd2nPpLNDEiJH2msQO2SfX2ki9z7QL4rFpvqeqQvJrWFpQ8ndXtrsCELtUfB8kEMLkD417G23A9OM8amSkk6h5u6BLOSBd2IIZib+YC2A4Fm/nYuj6e52a5XqdbZlJSxwxptWWRXlcM5YtZrC90Nx5g+AsMAbB03rmWhME+s2Ex9YSJGoKntzKQLKLi7wnkeMZIsSMKbI+ocNXBPUatgqIo5ryQdpUDx3Y23bCfDaLfOeeOcMHTzNYWheXXGaVJgl7gWVm2Ou0gIwDC4vtNzz6o+fGfM9BVuYZ1NnEOqa2i9IljkliguAyrGqmO5PC3XdwAbnm+ANKu0j1BfPa7Mso1oKKnqauORYnLzgwAAGMI90isQT6gBa5uQbEauV6Q6vUj5ZHWdSYZqekMHpNqVC9SqCTeCWQkbi0dze9k8Qbk9TIun1blE0Zn1fmdXTxKVFOXZVHwZTg7ifE7uSefqtrydOM4mlWWXXuZsdyyPYWBkC23AbrDnm3h4ezEjaXVGmeoS19XUZdqpIYJnlZInlMniWKH1kOwWIXavha9z4Y310xqWSGiNRqmdKinA7skTNaW8pZvVPq8odouptYW8L4xDQ+aLSCnGsMw3em+lM257NGIggh5bcEv63DA3Pj540afp3qESA1evszZELLZHa8qm1mck8Nwfi2HJ4wXEQysmnupcNO0ker+5LFTuqoiRkzSXG0+sgCcbhYk82JJ8Bs1Wm9Z1lJBWxalkpcySkiQp3D2zKN24sB6hvcchPFfZwbIOnmaQvvbW+aTbZNyK7MF27r7CFYXFvVv428DfnEg07ktXklPPBWZzUZi0szSq8/igIA2jk8cf78RwEnHyPJNf0NZRTZvqqHMIVEnpcZjVAxJO3baMHgbfMcg+3iXYYcYAY8s1Fp2r1V1Q1DktHqfNcgefS+XD03LHjSoUelVfCs6MB9IAPsIx6nxiDUP8Aptzn+q+Xf2qrx5sRFT1YvhfwZ2dD1p4fd6tPbGF1knmpw4HdP3nH0z0DyvJsnp8rzvX+u8+aDfeSp1HVQh7uW5WF0HgbX87Y7kfRrpsn/lGnGrf/AOdW1FXf/wB9I2JrbDExwlCCsoL8/wAyK3lBpTETdSeIndu7s3FZ80bJe5EamyDReR0uW5RDkdPTw08sklFS00HCOQS7qqjgjcTu8iR5448eQdM41MC55T75Kn0OQnMxvknBcmE+t8a8jXUc+A8rYlOfaayjUtOtNm1O0kaXHqyMhIYWZSQRcHzHzA+IGObL060tIhT0WdfX3j/KZPVAIYJyfiBlUhPi8Di2InSd/kxVi+Hx1NQ/i1qik3nbNbW75vPbfpvmadUenmd5kJZM1onnjqEIf0hCkksu1FQXuGYtAllHIKr7edOsyvpvlstYuaZo8ZyqONZ1qaxlVO4FKkXIBZhCBx/MsAORjq5Z050/l/YeRZaianZGSR5G4CX2qRc3F2JN73J+YAbNboXTVfUPVzUcq1ErSM80dRIjvvuGBYG5FiygeSkgWGKunOSu4q5ssbhaU1CFapqJZWt+7bei/DazxjTWl8/kTMVmasaGD0B3SoJDBFkQBwON6iaYeRu5v4C2xnOjskz+rFXmkUsrLGIlUSFVADBuLc+Kjztx4eOOhleU0OTxTRUKMqzzNO4Zy3rt42v4D5sbnGNlTi42kkcueNrRqa1GpKyyTvml8CN1WgchqsyGaFJ45GQRyrHKQJUDu4Vvm3SPf23+YY2tPaSyjTMlQ+VxyKJoqenAZywSKGMIii5+YknxJPOO0cMSqUE9ZLMrPH4mpTdKVRuLVrX4s0MD82GHGNDyD6v04Yf8+GGAH04Yc4YAYYc4eOAGID0X/k7nf9a8+/vGfE+5xAei9/tdzvn/APFeff3jPjCfro9D+B1sP9GV/wCun+VQn2LZJFijaVzZUBY/QMXYtlZUjZ3BKqpJAF7jG5ySBHrTo/L6R63UdbTZVGVgliR6uKWYxTRvLG0kaEtGSkbNYixHgWNwMlX1TiFLlNblWm62sTM6WurijSpDJHT0rIsjANwzHeCouAR5jHNpqjotmJipjQ0qy1ksSJDNG4cNd1SMC/qqN8g2D1bM3BBOM+ZT9JJUSkzSjCwZS0yx70mWNRPd3UW4ZJCh9U3U7bAeAx7tfB3TUX8NnTx85Gdzcj6z6IqK/KqClrJ5Xzef0em+AYGQkS7WUEXdSYJhcXHwbHwF8bmT9VtFZ7maZPlmYyTVLSiAgQMVRyCQrNbapIU2BN/LxxwSeis9T2TlNGWmqDKG9FcKJElIupt6tpJGPFhuZj4kk3ZZmfR/JqOqzzJsviWGiFLNJPFC7cnckZBJ9bYA1/JVFzwMRJ4Np6qlzbBnbnMmWdc9L1+aPlEtFX09UlbmlF2jGJHc0VR2S6KlyyvZ2B8hG97FTjvaf6l6N1Tmj5Nkmamoq41DNH2nWykyAG5Hgey5+jafvhfg55S9GqGu7ucZZQRVVOZQtR2nVh6XMJ5Nsg/nyuGNj4vbjcb58szXpTl2cNm2WUVNS14ikU1C0jxkx9sM1jbkbKVfD+YPbyqSwkk9SMk8+K17/v8AUZk/wxHV17ppqCTMxVTdiI2YmncEDYz7rEfF2qxv4cHGvH1O0VK8saZuCYGRZT222ozNtALWsDcHz8seIklX6sMPHDn2YAYfVhbDAEZ1hrKbSssCQ5JJmAalqq+fZOsZjp6cIZCobhm+EFluL2PIxzZuseiYc9y3IDWy+kZpI8NNuiZe66sVsgIu/rJIDtvbYxNhzjf1nDoyoq8vg1bRmYus6wMd+zbYGSN9pAKsFHqtcHbiONWdHKmSDNavKKZWzWE1kc08JG5TKxNrn1fXDNYeZLeZOPXTlhdRKonfPZx8H7yIaZ3sr6q6LzqaODLa+aZnqBSMRTvtilJRVWQ2shJljAB82A9tsz9TNHLnlNp05p/l9VK0McXba5cOyFfDxBQkjxt61rc4jmS5h0ZyWhT7E0lLSU7tHUpaJ7N2mXY4Jvwpp1sfD4MY6FbN0tgmTNqmipw1RULmfeWCQh5mTcJG2ixO2ANY/wDqwfEA4hvC3dlK3uJszHm3WTT+S5jU5bXUVUj0ccjzMNpC7akQhfG5LLulA/mKcW1nV6nyiryuLP8AS+ZUMGa09RWR1JkikSOGONXUvtYkMxdU22+OwAJBBxZW510iiqps/wAypKaOoWs9NlqJ6R1PpKU5jDEsPHslgB5i/njFTS9GVrGo0y+kFRTssarJA5IUduZQt7+ovbjYAcKF8hjRTwisnF8/6Z8D6b8RGb2G1lXWfTOaaVrdSrR5jG+XZTLm1RRNB8LsjiSSSNGNkkZRIgO02uw5xlr+sujMuzf7ETz1IlhL+mEQsfQ1VGYvKByq2Rrk+Fr+BF9DKKPpNktOEoqWN4tYNJTRwyRse7GyrE8SoR6qWjF/mUXJ4xirKLorRxVmaTZTTTnLamWGcqkkrJKq73Ui5uPhuQfVJkN+ScS5YLWeUre795EZkj0h1O0jrWulynJsyRsxpoe9PSn48Y9UN8x2l0Bt4E2xK8QLIc76V5RmM0uQLTU1VOrpK0ML2YRmz+VuNoLEc2AJ8MTLK80oc6y+HNMtnWamqAWjkHgwBI/3g48tZ03K9JO3OWNs4eeGGMgMQeh/0251/VfLv7VV4nHOINQj/ttzn+q+Xf2qrxhW+dDp+DOpo31eJ+r/AM4E5+jDDAY3OWMMLezDADDDDADDDA4AYfqww58MAMVxTm+GAKjw88MOfmwwBT/nww4wwwA4w8cPfhxgBxiAdF7fa7nf9a8+/vGfE/x8z5R1uzDp5V59pygybT2cU41BmtUlV9mquEnvVckhQotDIoZSxU2ci6nHixNenh6kJ1HZWfwPptCaLxemMHiMNgoa07wdrpZLXTzbS4Vle59MfPi2WRIonkkHqopZgBfgY+ev40+d/wCpGnvzhrf8NwP8KbO2BDaH08QfH/rDW/4bim+uE9vsfcer0C8oeT/jp+I9NynW2h81l3UGTMBAXZ5mpUVYzGJGJDXsbbG+Lfk/TjFPrLQirBVDTplauphXRf5JGGcbjfduIswKg/p8ASPMKb+EzX0cK09J090xDEgsqR59WKAOfIZb8595xl/jQ5tYD7Q9N2HAH2wVnH/y3DfXCe32PuHoF5Q8n/HT8R6fV6t0LS1hpKnIGBjnnhRzRx7S8cux9vN/jn2XPlfFI9V6F+xMlZDpx/RpawZfLF6Cis8i3tdTwVB3c3t42x5if4UecG19CacNjf8AlBWeP5Nw/jRZwAf+omnOTf8AlBWeP5Nw31wnt9j7h6BeUPJ/x0/EenZjq3QeV5hXU9dk5MvciErimV9/wSMhte9grKPCwI9uKLrLQdZR1VW+RMYaMwLIZqJE5llaKMAMR98G+j67Y8yP8KLNydx0Jpy54v8AbBWf4biyT+E3mMydubp9pl03K+1s+rCNwNwf82+IPP04b64T2+x9w9AvKHk/46fiPTJNb6DqFRKjI5isUkbxR+iryWR9rbb8jaH+YediQMSPIoNL53liZpl2TU6Q1JN1elVGujEesPaCDjxJv4UOaty2gtNm3t1BWf4bi5f4UucooVNDadVR4AahrAB/8tw31wnt9j7h6BeUPJ/x0/EfRHh7sMfPH8afPP8AUjT35w1v+G4fxp87v/IjT35w1v8AhuG+uE9vsfcPQLyh5P8Ajp+I+h+MMfPB/hT53/qRp784a3/DcP40+ef6kae/OGt/w3DfXCe32PuHoF5Q8n/HT8R7FrPUensgWk+z2XNViZzsCwrIVtbkAm58uBc+fgL4jdV1K0BBFTwy6fmKgBVj9CU9tDfwAvbjnb4+tjz9/wCFHm8nx9Caca3hfUFYf/8ANxT+NBmvj9oWmrni/wBn6z/DcN9cJ7fY+4egXlDyf8dPxHpkGrNBsGmXThRY+zCp9BQteUyjbtHKj4N77rDkWvfnHL1D6dzwwVFZlLhWUJH3aJCVAjZwLXJttBtbgk2HNwPNx/ChzYAhdBabANrj7YKzy8P/AEbijfwn80dSr6B00wIsQc/rPD8m4jfXCe32PuHoF5Q8n/HT8R6UmqtC5jBmmbSaaLplrLBM7U8TiRT29xWzENbeL+23F8bFfqzRNBUxd7IFZ54oZ1daeI8NN2Rc34syr63xbW5x5XT/AMJrMKSBaal6faZihQWWNM+rAo+oZbi/+NDmxFvtC03a2232wVnh7P8ANuJ31wnt9j7h6BeUPJ/x0/EesUOqtF5pSmspsndly54ljBo1BRpWsmz6WJFx53xptqHp1nELzSZQzrSq2ZtH2Nu87hHuKqbOSSBY38PaOPM2/hQZq4CvoPTZAIYA6grLXBuD/m3yOH8aHNrEfaHpvkWP/WCs5Hs/zbhvrhPb7H3D0C8oOT/jp+I9Ej6h9NBBHVJk7JE53B/seosLBmc/MCLE+TKR5Ymmna+kzPKYqqhoZKOn3yxRwvGEICSMl9o8Adtx8xGPBZv4TmZVETQz9P8ATMkbAqVbP6wgg+It9jcZB/ClzpRZdDadA9n2w1v+G4b64T2+x9w9AvKHk/46fiPojDHzx/Gnzv8A1I09+cNb/huH8afO/wDUjT35w1v+G4b64T2+x9w9AvKHk/46fiPofEGobfdtzn+q+Xf2qrx5j/Gnzv8A1H09+cNb/huJD0d1vVdReomodSVdNlNDJDk9BRCjo8wmqpLCapfuN3KeGynfYWB5U84r59QxFSEKcru/E+J8xo/JbS2h8HicTjaWrDUtfWi83OFslJs9mwwt9OGOkfFjwww9+HvwA4w4w8sPfgBx+jA+3DDADjDD34e/ADDC304e/AD6v0YYrb6cMAU+rDDDAD6sMMMAPqxBui38gk/2vnX951OJz4f/AGxBui38gk/2vnP951OMJevj0S/OJ1KP0XW+sp/21SU6gzyg01ktbn+ZlxS0ELTS9tdzbR7B5nHEqOp+i6Ggr63NM3joJstSd6mhqiI6tRDH3XtETuf4MhhtuCGBx0tY5blOcaXzLKc9rHpKCshME06OFaMMQAQWBANyPEEYgtV096ZaoGd5ZV6tmzCfNQYc6PpsG+qcxvGhcKgClEZgoQKtgLhrY6NDzZq1ZtPm4sv199udnJbsTafXmh6ZilTrLI4WEQnKvmMKkRlgu+xb4u4hb+FyBjQz3qhozTtRNTZlmRvFk754HhjMiSUqsFujLcOxJG1Ryb8Y4MXTDp5R51leYvnNW8tMENBFJUxtGqIYiiKdt9oEcQALeAv4sxOxnug+nFZR075vmdoMtpKehVvS14jjWVY93HJvKx//AFKptxi6WDTV22hrHbzPqXofKIaGordRUQjzCeOnhZZlYdx3KKrEH1SXDLz5qw8jjbj1zoySKCYasyYLUsqRXr4vXdmZAo9bkl45FsPNGHiDiJR9KdApGpTP6soKxJ6cmsiIidZnlCL6vI3yPwbnm1+BitZ0h6ZljHPN2WSbuOrTxnjtIrpZ1O0ME3sVs25nYEbjiXHBbNaXUiE3wkkqeo+hKaOmlGrcpmFXUpSQ9isjkLyMyLYBWPA7iFj96GBPGOhleqtL55P6Nkuo8rr5jF3+3S1kcrdvcV32Uk7dwIv4XBGIhP0i0HnixSw19W8Ajp6eRaeqQpPHAsfbRjtPh2lPqkHk82NsbWSZLoDI5M4l+zq102dCKhzF6qoRjMV3KqkIFA4m2mwA8PO5NJrC6nyZPW/8/Xs48p1uMlNZqDIMumNNmGeZfTTKNxjmqkRgLXuQTfw5+jHDn6oaOSrFNSZiMwiESTy1VBaop4I2kMYZ3QkAbgQfGwFzYc45moOmPTnWme0OZV8xkqaGGKnip6es2o0cLllDIOTYsQfm4OMdD0V0nSM5o8yzJaeoiSmrII2gSOriRgypJsiBA4AOwqWFwxNzi1OOE1byk79BN77CUrrbRj0zViauyVqdCVaUV8RRSGCkE7rA7mUfSwHnjpUFfQZrRxZhldbT1lLON0U9PKskbj2qykgj6MQmg6J6Iy6gpcughqe1Rd7sesgKiSnWnsdqgNaNEsWBN1DEsecSzTuQ0emMngyXL5JnggZyrSkFru5Y8KAoF2NlUAAWAAAtjKtGgl/Cbb51wDM6XGGHlbD68eckYfVhhgB9WHn4YYYAYYYYAYfVhhgBhhxe+Hz4Ae7D6sML/NgAMQah/wBNuc/1Xy7+1VeJzfEGof8ATbnP9V8u/tVXjCt86HT8GdTRvq8T9X/nAnOGF8L43OWPqGHGH1YXwAwwwBOAGH1YYcYAYYYYAYfPbA4YAqLW8sMOfbhgCnPz4YXw49mAGGH1YYAeeIN0W/kEn+185/vOpxOcQbot/IJP9r51/edTjCXr49EvzidSj9F1vrKf9tUledUuXVmWTQZvIqUnqvKzuFUBWDC5PFrgY83p9HdKJM1oKik1LFatppJ4qc1MTJOitGxY7lPAKqbHx5HgCMekZ4aQZNXGvpmqKb0eTvRIeXj2ncByPK/niG5NUdMZsyoKGiydKavoI6ino4nhIeCJGdZFSxICE7xxxwPYMUrRrua3LVtw3vfauLm7bHhhTwso3rp34LWtsfHz9lyjZb0yzTJ6HKH1HDPTVaLBRgViBiYyzDbttYglvYBwALWGNE6D6UjKjmFPUP6HK4pzPTt3GYxIY3BYKWIKxm5JtwWFiSTTKM46QxLljUmUCjlytpGo4ZYGR6VpXAbgn1C5ItfxDceOOnWZ507yejXIKvK/R6IIJwhitGvcQEG9+GIZufG4Y+V8RRjiG711G3NfiXH/APXutzkYijgmrUU789tl3xc1vffmOfDozpLFP2oM5pUmEQgBSphUL645Wy7Vl4Vd62eyjm9zjo5rozQOdwGurc0aopayoeAGKpRkeWeVdyhlF7mVVNr8EW4W64w9vptHQR5vS5ZNUU1TM9K0weRisjKAVIdr3NgvAPIt5YvGa6ByaCn05WQVclNApzaGoqI3de4P8o3K/k4uWsLHHq1Yo8u4watZZnZyLJdKU1Az5Rvamo5nubsArpF2WsLC/qgjjxPIxFRobpdmUpoZsxqp2qpIJu3I2z11ULE3xBtICBR4esOfXx18s1houpoMybLaOvkgpmc1TLHIzrudomKm5aw2fe/FW3h5UyvMOnk2ZUS0UEzV0hhSnWTvM1hGXjvuJG0IC3PmAfjAYnVT2kulBqzRjyTTPTfSeaDMqXO6cVbMJN0tXF4CJ1ubAeKuxJPJNiSTiS5BSaWyHKJo9OJRwZdFNUTyilYMiyM7PKeCedxPHl4AAADEOq8x6XUscS1eVTxCZDUQoO5Yox3dxdrWQng+TDYvhtW3TyzVmgPQq2LLDKVjppMymTbJ3BG63LAsdw3L4WI+rEWSVkTGnGLyR301dpx6ZasZogjcLa6sG5jMgG2177AWtbFzar0+jwRnMlJqFV4tqMQwYbhyBb4vJ9g5NhiFtqPpPR0woTT+rQxzNEAHaRUhRw7q191tgY7r+sORc4yy6g6YxMsggnZaFWiVo+6Uj7VlZeGtwCFPtHBJHGLZXyLZ8J6LhiLQ9S9IVEgihzIuTOKa4Q27h3ELfwvZWNvHj28YszLqXpzKquaiq0rO7DI8ZCw3DFAxaxvzYLf6x7cQSSznDEZrOoWQUNPBV1IqkinRn3GE+oFYo272Wfav0uvtxgqep+l6ZkQtVMzTNTkdkqEkEe8hixAFltze3IwBLeR7cOcRVOpmky8cU1TPDLIiyduSBgyqzlAT7LsrAe0iwuSL9/K80oc4y+HM6CcSU9Qu5GHmP/vgDb5wxFs36j6cyKrqqXNvSaYUnMkrx2TbtLbgSbsOCLgWvx44zLr7T7xVE4ap2U0zxMeySW2xo5YAc7bSIL+04AkeGIk3VHR4ljp4655JJAzBUjJIUOqFvoBZRce32gjGei6i6VzClmraetlMNPEJZGaBxtBIHmPH1l4+cYAk3vw588R2k17pmtrky2nq5GqncIIzCwNztseRa1nU39h+rEi4wA5+fD34YcYAc4g1D/ptzr+q+Xf2qrxOceeTU9fVdXdQU+WZgKGqfSuXiKoMIl7belVfOwkBvox56+Th0/BnW0WlKGITdvkbeL5cOK76keh4c4800z086r5fTVUepOvGZZlNNVPNHLT5JQwBIzaybXjktax8DbHSl6a5vV8V/VnWUoPiIZqWmB/91ApHvwVapJX3Nrpa+DZNTR2EpVHHzuEkuGMamfQpQj22JdU5vllHVxUNXmNPDUT27cTygM9zYWHzngfPjOKiAkATRkm1huHn4Yi+eaf09W1a0mZZ26PPFSRywNMpebsO8kLsSNwO4Ob8BtpGOe/TahkrqqqqM+dKU1NFPHFABGY/RzdEZrkFSbcWHifaLS6lRPJX95WGEwcoJzqOLt7Ld81s7epZ3dlNvTaQydr0mPcRe24eF7f7+MX96LcVMqggnjd4cXxFqbRGQ0lTS1FHXMppioRCUZDtUIbqRa5t4+O43xZUaU0tm+czzDMd1WvfaaFZvDuqAWKgjwFgD9X0TrztsXWZ+bYVyyqSta99Xh69nPck9TmNDRqjVVZFCshIUu4AJCljz8yqT9AxlM0KmxlUcbuWHh7cQWp0xpNppaav1JNMaOhMkiyMrKkUsbQdxjtsS217XPJU2HjjYzWg0bW1suYZhnqqFSOGRTtC3C3tci9toJK32jliBycRusuFLrNfMKLcVGUnln8h81re5/u5MJKqnidY5JkVnJABb5if9wJ+rFs1dR08LVE1VEsSKzM5cWAUXJ+oc44eYaLyzNswmzKWqn21KruiRh22sjJe3IuVbx+YeNhjnVPS7JqgJTpVSw0qht0SIoO4iEAq1vVHwAvbx3EHg2xMpVFsj2mVKhgpau6VWuP5PWtvuXwJmGVvitf6DiuOXkmRQ5LJmEqTPK1fVvVHd/4YNvUHzA3P0s3tx1OMaxbazPFVjCMmoO649g59hww4wxJmMPDDDADx8b4YYYAYg3Rb+QSf7Xzr+86nE5xBui38gk/2vnX951OMJevj0S/OJ1KP0XW+sp/21SV53mMWU5VUZhPSyVMcSjdFGFuwJA++IUDnkkgAXJ4xEvt7yumD1s+k5RIgnMa06JJMu0ncr8AKz/GVVZty3a9hiW51JmkeVzvkyRtWWHaEi7lvuF7i4vxfzxGPtn6gkQ7dCqW3fCXqQoK7iBbngkC/N7Y3OWasutMhpD220FXqI03G1JAFSxQi53WA+EU38BZiSLHG3HrHJcwenppdK1JNRUrSqkscHFmZA9i/xBtNiL3uAL3tjQn1l1Dy6imrK/SMBCErEAxDSNtugCgkjcRstybsDzax3ajVet5ap4cs0f3YvTKimWZ2sqpHIUDm5BN7buBYg2B4uQNNde5Dl9LNQvpCu7UdZ2WjjjSVGkllkBIuefiszDxAYYznWeQ1S11RU6OqitDHTI26kR5HaQsqoF9gZVF729YeAF8ZabUfUZ5aaCo0dColk2ST92yovcC7yu6/xbyWv4ere4uduTNtdyVk/o+Q00cMUxjjSR/+9X0iNQ5cE7R2jI/Cm3A5IsQOZlmt6OaTOBTaImphSQzPvKIoqDGZjtawuL9skfG+P8/PGo+reURSUc0nT2tWpklZJJqKBZo447sDMj7VZo/E7iq3G+19pB7yan6j7uy+hULdtA0gqVCrIYwTYX9ZQ9+eDbyxs1GodeK1ElPpFXaWjM1UWkAWKYKx7QO7m5UIDa3rBvD1cOcHKyzqHkec0FTXUehq5FhDyDv0saiVhKiPbbuN/hFYG3rAfNii9RsrjSNotEVCzSSS00kfbVSkKSBFJ9W9mBBC28iBe1z1jm3UCSkiqosipxKonklgY7b7dmxAd19xBcA+BIBNhjQn1N1Q7/8Ak+i4TGY1exkF9/bYlLlh4tt5txyOfHDnBs1Wqsho6vsR6LrJGUPEHWjij+KinaA5VjdZFFgPM3tY21KXV+mcxqoV+0mqDLWej05NLHwWCAuRf1RdhfxsApPiBjtT57qxclpaul013a95Nk9OzbAovwbk8cG/ibWK+POMNPn+uXp6s1Gko0lgljjitLcSg7tzgX8OFtzcb+b7eQOPWa6yPKa6aCfQs9oKiSBZIaZCWkSZkBW4X73a9wfv+L2JxfWdRMoU1Hp+i6oNSue+0yQhVUzNEWBY3NwAx4tZlueRfafO+pVIlM7adpqwtRxyVCRr2ykzJdgLuQdrXFvMDx5xkzLPte006iHSUdZDOqkxow+A+CRmuxb1zvZ1Ast9o5GCBpx9TMinbsS6VrxZWdQ0EdrW3gckcttBFrgtaxJHG3NqzT1DJl6HSswapiFTCYoYHWK5KcsjEAnaACDZtygEngWQai6itKlPUaTjX1wjzLyBwSW27/Dj235tbzxe+q9Zz5hXU2WaXingpax6VZWkIBAAIb5+eDbw3X8iCJ5jnR9SclrUiq6jRdYSyL3iYEZkksrlebXsXHJtz5XxLNP5plea5YtRFlxoIw2zsTxojC9rGw45/wCHzYj82rNexI1bPo2OkpFjWRu7UBnQFmBvtNrqNrEezgG/IzjU2unho6yLRytDNBDJLH3bSozwh3ABt8VzssRfjDYRtMGo9W5XlubtQ1GjDmEckib6lI4yrKYWfeSwC8HavLAWYm/FsYIuoGQyM0Nbo6qh2yg27EbjyXfYG5NiBwDcfF3AG2/QZ91BNJUz1uk4nmSaMRQLMEJjbff1iSCVslzxwTxcc6z6n6lGnaSPQ8RcOoRTMAXGxWa/Pq3LMt+bbPO4w2DbsMdXrXI4KWlzSPRU861UHeTbTIXUCVg4NgQD6u8c83Hh44sXUGQRZpKRpNmataGBTTSBywViU3rwiKSAVsx3gg/MOpLnmvfse1RT6Yp2qBMyrG8hXdGEUhvHgsxYW8rc3xpS6p6kd2R4dCgwxvIgDTKHcWurgbvqt5+PHhiQYo+oGQrJLVUuicyLwRGfuLSQq5WyObAtuBO9fEC5B8bYlI1JSNn9Pp9Ked5KikarWdQO0oBA2k3vc8+AtwfmxFm1Z1HDmBNHJJJGGeQrwFBMnbABcBrgITY8c38eN2LU2u2kgD6L2xuEMoEgvHdwGUG9iVBPPAPj5bcQswyZ/Thji5JmGoavMMxgzfJ0pKaCUpSSiQMZkv8AGI8ri3HzY7QwAxBqH/TbnX9V8u/tVXic4g1D/ptzn+q+Xf2qrxhW+dDp+DOpo31eJ+r/AM4E5wwvhfG5yzh5po/Kc3zQ5tWKzSNAsDLtUhgokCnkX47z/o9mNWj0BkdHRVNArTyRVVdHmEhkfcxdJ++Fufvd9+PYbYkxwxm6UG72PYsfioxUFN2VuzZ1EQTpnk0cFPDBWVkZpmjZJFYb2aOSOSMuSDv2tEvB+f2nG3l+hMny4yGGWoLTUIy+R2K7mjCqoN7cH1fLzJ+bEk+jDEKhTTukXlpPGTTjKo7MjdBoXKaAZg0bM8uZ0yU07SRRspVHlcWTbtteZuLW4H04w03T/L6OFoafMqxSw2mRhG0jKYhG25it3JUDk3IPh7MSrC+G4w4iN8sVdtzee33Ky7FYshijp4Up4QQkahFHsAFhi/DDGp4m23djDDD24EFR9eGKXHswwAwww9+AGGGHvwAxBui38gk8P8751/edTic3+nEG6LfyCTx/zvnP951OMJevj0S/OJ1KP0XW+sp/21SYZkK40b/Y4qKhSrKGtZgGBK88ci4+vEQqafqwZS1LmGWrGFuoaNWO7avB4F7HceCPLm2JTnuWNnWVT5YtU1P39oMgUEgBgSLHg3AI59vniISdO9UR1Ktl+v6yOlXaFhlRnKhXQqQQ4B9VWWxFvXLWuBj2U6cJr5Ure5/A5iN70bqS9A4bMaJatapWusaqr04DXVeDsZvU5bdY38RjSJ6tRyRU7+hSdxizzRrGFjQO3qm/O7Zs28WvuvxbHR0Zp7VeR5hmgz/UcuaUki06ULSE7lCh99wSfHcgv4nbc+3HIqunOq5QyUOuny5HLFxTQP6zXBEhvJYvxY3BHhx43vuNPWcXNW47PiKXfEdTLoupSywyZjVUDRxtB3UVVvILt3rG3HG3b9d8S/EGyHQuqKOsrZ9Qa4qM0gqg8aUpSQRRo6uGFmka9yYyL/F2ECwY3wz9OtTRVMpybX1Zl9JIkSimSNisbLTmIst34ubNYWF+fjWbE7lSu47oumzt0cfYW5yf4XxFNOaT1DkubvWV2sazMqM0iwrTzbmKy2UvJdmN7sHI44D7R6oAxo5hoTU8+aVVfles3y0VFSJiIoXYslybPd9pIBKAgAWNyCVXbXcqetbXy47PqIZOcPPHntR091zNFCw6nVvpMTHe/YYLJGNgVdquAp2iQFhyTJfjatrsv0BrKKorZs26gS5hHUU9RFFE0UipE8gPrW7liLkG33trKVBN7bjStfdF1PuF3xHoGHjjzubp3rIzRS0PUCWijiZnWnihkMW0niMAyXVFu1itidwDXVVUdHSOi9T5FXx1uea5rM4WOkWn7UiFV7lzeTlm5KhB9Kk8ljhKjSUW1UTfFZ/+C7JnfDyxBs90HqPM6ytqcq1acr9LdyTDFJvZWFhvIkAJTnbxazG4PFrMo0LrWiz85rmPUarrKVDCY6UxMqsVY72cbypLobFQoUEBgAbWjcqerfdFfisxmTzDHmmX9MNZZVSR0dF1JqlRI0HMBG6QCLcxs/O4xsT5+sefWcttjQmvGEUc/UuokiSO0oWnZGlkux3FlkuoJKkqtrWsLCwFnQpLZUXU+4l5M9AwxD8h0lq3K84izDMdbTVtKrzNJStG5VlZFCqCzm20qDc38D5sxMwxjUhGDtGVyEMDh78OcZkjDD6cL8YAYYXw9+AGHnhzhgBiDUP+m3Ov6r5d/aqvE59+INQn/tuzn+q+Xf2qrxhW+dDp+DOpo31eJ+r/AM4E5ww9+GNzljDD34YAfXhhh+vADDDDADDDn58MAML4e/D6sAPqwxW/04YAphf5sL/7sPqwAwv/AM3wwvgB9WPP6joP0vqaqerbJK+J6maSokWDO66FDJIxd2CJMFW7EmwAFzj0DC+M6lKnV9ZFPpVz14TSGLwDbwtWUL7dWTjfps0eefcB6X/JOb/nFmX7fD7gPS/5Kzb84sy/b4kPUXJ8y1DobO8kydFetraN4YVaTYGYjw3eV/DHnOdaI6rSZDqbJdLzR5TRZtBUJlVD6SjJQb6dkZXa24bpNroI2ATcwxtQ0ZhKsby1Y58KXN38XA8z2ekWmOVVfvJd5JfuA9L/AJKzf84sy/b4fcC6X/JWb/nFmX7fHNTK+uk+cUMc2d09NlyRRQ1jRCFnkcPEZJUJU7dwEwClTYFeSfDW1n0+6iajkjrKbNe1U1WnEyXMCtUY1Yv3HnZQtgHLLEquLEB3ti60ThNZKTh7kn8EPSLTHKqv25d52/uA9L/krN/zizL9vh9wLpf8lZv+cWZft8cCv0p1izWCgirMwEZyyvhkVoaqNTNCtRIWvZbEGLtKVbx2n2knZkyHrzBDTwUOqaBVhmVPWpYmLRbQ3I9UKFZ2jNrkrEhAuzYl6Iwuy8Or9CF5R6Yf/Kq/eS7zrfcB6X/JWb/nFmX7fD7gXS/5Kzf84sy/b44+c6b61VcdJTRZ6k4jeiqA7SQptnjaF5TJtQFo9yy7VW3jzcEW61PkHUnMcp1VQ55mrNHX5S1JlMLvCWjmdJQ7SNGi83MdiDYDyvc4q9FYVR1vkdS5ubn7CfSLS9/9VV+3LvLvuA9L/krN/wA4sy/b4fcB6X/JWb/nFmX7fHNptB630fWyy6RrhUQVFA0TRM0cUcVQVk2lI7bVQN22NuSS3j4Y5WRxdatQ1ZnkzGroUo2emnmqaSKFnl2xlzTrJCCYS6mxIPH3x8cWWiMLJOUXCy41bssR6RaY5VV+8l3kn+4D0v8AkrN/zizL9vh9wHpf8lZv+cWZft8crOumertQ6zqNWVOcmilg09lEVE1My7xmVPPWSzAEg7I37tOr2HwiXU8DF2Z6d6wCfNKegzWGaml7T0LO1OtpAzGRpgYrsTaLbtsBZr+QMb1YN2ScL8OS5uvb2FvSLS9/9XV+3LvOn9wLpf8AJWb/AJxZl+3w+4F0v+Ss3/OLMv2+OTHN1cyzWOS5PXV1bXUNTNCzzQ0iGNY1RjU+kSCLYt22iMAq3j8a/GyuWdcJ9SZzPLndNT5QVL5XCghJEgmlsrkqSUMfZP3pvuHluJ6Iw6zepsv8OL92I9ItMcqq/eS7zd+4F0v+Ss3/ADizL9vh9wHpd8lZv+cWZft8cmm0Hr3PNJ1mU6vrlkr67O8trKiTfFIjQxRUon2Js2BC8UpVGW9iL8nGBunfUClzqtqo6yjqslrZYFkytHaHdTUrqsMV92xQ8e9mCqoJ9Vrg8StFYLNNwv0Lm4fe+rnHpFpjlVX7yXed37gXS/5Kzf8AOLMv2+H3Ael/yVm/5xZl+3x19I5fq/L8nyynqkoqJUqql6uklZql4qdncwxRShgPVBQXIIsLADEJzLJP4R1qmPK9W5aq+kFoZJKaJ3MO2VFUCygNeOnlJJ/8aZQPVUYzhovDTk4/IVuNdyZPpFpfldX7c+87/wBwLpf8lZv+cWY/t8PuA9L/AJJzf84sy/b4jg0T1Ty4T1WlnpMqzGSSr9NqiUmFeJKsSRuqFgAyR7lBcggOQPDHZhy7rgtblzVOdULwUtTClWESPbWQkh5HtYGO28xgAt/3V7evdby0ThP5XDqXc/dn1ZkekWmOVVfty7za+4F0v+Ss3/OLMv2+H3Ael/yVm/5xZl+3x6HfDHi80w//AFx6kT6Q6Y5XV+8l3nnn3Ael/wAlZv8AnFmX7fD7gPS/5Kzf84sy/b49Dvhh5ph/+uPUh6Q6Y5XV+8l3nnn3Ael/yVm/5xZl+3w+4D0v+Ss3/OLMv2+PQ/qww80w/wD1x6kPSHTHK6v3ku888+4F0v8AkrN/zizL9vjuaR6aaM0NV1lfprK54Kmujjhnmnr6iqdkQsVW8zuQAXY2FvHEnwxaOGowetGCT6EZV9NaTxNN0a+IqSi9qc5NPhzTdnnmV59mKXwwxscwXwwvhfAD/nxwwvhfADnDDC+AK8+zFML/ADYYAYYYfVgCv/PjhgD82GAKeGK4p7sPdgBhh7sPdgBh9eHuw92ANDPafMavKpqfKKpqerZk2SggFQHBbxBHxb+IxAaah60U2bsk2aRTU9SGfuERNHAQU422B5VnsL8lRcgXv6Fm1PV1VC8FDVCnmZkKyX8AGBI+sAj68RibT+uXpqQDVyCohc96S21ZFDycFQtviOgvxygPz4rKN8yk6eu07tCso+o8uW0s1JV0seZQQx9xWcdmaS/wlwBxcBbewlvHxxyZ8u61TU88TZxlgMixbOygRkYoC3rnyD3B9W5W1iDfHSmyjqaKejpafUNF3Ejqe/O4HrEtH2QfU5IXucgKAbXDed2QZX1FWslkz/P4mp0WSNVjMfrNYhZLCLw5Hq3Ftpve9gcblHSvbN9ZpQU3Wde36RmOUyBAJGCxBWkbcAYr8hVsGO/k+sBt4N9zOoOqMkk/2EqqGLc03bMm0oqkr2uLbrhN97/f7T8W4xfS5HryannSv1dFI0sISN6dVRUYSD1rbLklB47rXJG0jnGE5H1NZWD6wolLykgRxKCYwUsFLRnadokvcNyRaw4BRsTuOVtZ9Z2Mlp9YwUsceb11NPMJLu5UC6dnwsoA/wC9/wDhxFKjK+s8iyijzaljc1UMyGZlZe2oTuJ6qgjcQ1vEAEXBNwe3WZJriozqprqDVKR0EkKxxQKy3VwjDdcxMB6xubcnjw27Tq1WnepFVTKv23U6TxyxOTF8GrhZNzC2wlQVstiWvYk+NhOrdiVJNWu+syadg6pfZJ5dR1lCaLcdkUSru2lH8SByQ/bAPFxckDDNY+p1RXNTZbUU0EK0lJvmsojaYs3f2XBYcAWvwAfbjLRZLrunkZsx1XDMTTyJGfVUd4hrNtEY45U2JO2x+Ne+NFNNdS46eGKPWkLTxxCNy7Bh8VPW/wC6uTuU8te4JttvxCjZWJ3PK12Vq6XqwqST0dbSCSNVOxtrLIRMSQBbhTEeL+tuHJx08lGva2lyeqqaumpEFXUtmMFXS76iWl3P2AhRlWN7dssSp4vwDjSy7TXUGmaJK/V61Ea1kcrANa8Sy72QfB7uV9WxYg3HgBY8iLRHVqHK1oafqDFDITIZJZGeobd20CsGdd3LhnK3AW5Ubgbhq24f3tI3K7vd9Z6fbDEGo8k6oxV9TWV2qqKWnLVRgpI4xba0ZEILFAbq+038PHx4GM5yPX5fuNqaGz90dvcB2wxXZ6wj9crZweFvuHItbFjUmfhinvxEMoyzX0EtVSZxnMVVE9IUiqVKoRMUUAhVQHhgxvfwYcerzZPkHUIVrNRavgWm2er3oQ7Fy4uWG21gl7WI9a17jAEy9+B8cQ2uyrqKtPlseX5/T92NGWseZlIZrMQeIhcE7RwBa3gb4xS6d6jTer9uMS2Ytu2i194tZVjWy7d11LNc2Fx44MIm/lhiIUOT6/gq4J67U9PLEKhGkh2rYxbQCt+2CxJ3G918vIEHWTIepvp01Q+raMROSEjCXAG4kcFOLA/PcKFP84CCceeHl44gGb6U6iZjkRpI9WpFmLTq/finkhVVCSLxsUE+s0b7TwxTaeOcalRpXrNvrZqXqBQbpo2ipkenFoTuUrIbJYkWf1beDgXO0MSzJPSvPD2+OOPpih1Dl9HPDqTOI8xnacvFIqBdsZRfUNgL2ffbjwIx2PdgB78Pfh7sPdgBxhh7sLfRgB78MPPyw92AHvw+bD3YYAe/D68Pdhb6MAPHDD3Ye7ADDD3Ye7AD34e/A/Vh7sAVHhhinuwwAH04fXio/wCGA8/pwBTDA+OKnAFMMD/xw8hgDRzrKYc8yybK55ZI45ihZozZhtYNx7rYh8/SaGogSlfVOaGOOWadQSOJJGcs/wBPwht7DifnD9eGzMbciFjpy5mWZ9X52xR0kF5yDdWJsbcEWIFre324vyPp1Hkpa+ocxqUZpX7budgMncvxc8AyEj5/b5TEYe3AEDremTwwSJkGfVdN3DGzwtIVjdl8zs8AQWuAObL4W56GTdP6XK5I56nNqyvliCFWqG3FGVGUlb+G7cCbeO0Yln68D4YAgs3S7iVKLVeZ00ckaR7ECgKV23YBbC528/8As+znaTp/JHl8dFHqfMkdGldp1ch5GaNU3Mb8t6tyfMs/AvxMB4nAeOAIoen9JLl1PRVebV1RLTpMnpDvd27u0Mx8rhVsL3te/ljHBoGSmWaOLUFQFkomo1cwr3hcIAzOOWsEAsR5k+eJefL6cPPAEMy3p0ctemmfU2aVslMJ2/yiYne8kXbve/q28f8AdjLRaFq6SqhrH1XmcjqYWmQudsrIQzHx43MOfweLYl3kcP14AhVP04kirqasl1Vmci0qqFjDlQ7L4M5v6x8/ZcsfPhP04kqa6etl1ZmpE1W1UIw1lT10ZUHsUbCDbk7jiajDzw4bgilToWSpzT09tTZmkRqnqXplkIRgwICHnwF/0L7OdXOOntfmT1D02rsxpxUVXpBjV2CopZSVFiD4BrfOR5C2Jr5DDy+rAEEj6YzTQypmOq8zn76Mrx91jHyxIsCfov7T7BxjbzDp/JWV9RW0+p8wpBUMGMUJsinuByQL+Jta/sA9nMwOA8cAQ37mtJ9jqagbOswlalkjnWWaQyM0qrKu5rm/IlsbEcKMSDJ8pkybLqfLoswmqRDffNU3klluSSWa/jzjpD/hh+vAFPfhivnh/wDTAFPowwHh9eK+eAKfXhipwH/HAFMPrxU+P1YH4uAKYYqMU9n1YAHxwxXz+vA+GAKYefjip8MB5/TgCmGA8/oxXzwBTD6cXYofP6MAUw+vFfPDyOAKXPz4YuwwB//Z" width="302px" alt="what is organic and inorganic seo" />

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<h3>Search Articles By Author</h3>

Higher-quality and uniform deep-blue emission is observed in big-region option-processed films. The electroluminescence shows high-high quality deep-blue intrachain emission with a CIE (.16, .12) and a quite narrow complete width at half-maximum of 32 nm. Lastly, massive-location and flexible polymer light-emitting devices with a single-molecular excitonic behavior are also fabricated.

<img class="alignleft" style="float:left;margin-right:10px;" 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" width="305px" alt="what is organic and inorganic seo" />

As far as off-web page Seo is concerned, it is all about inbound and outbound links. You have to link your internet pages with other pages of your web page for boosting the reputation of the web site in the eyes of search engine algorithms . The aim is merely to increase the ranking of the internet site and get as significantly targeted traffic as doable for specific key phrases.

<h3> organic seo 2021 :</h3>

They are either oxoacids or oxygenless and primarily based on the number of hydrogen atoms they can be mono, di, or tribasic. Some frequent examples of oxygenless acids include hydrochloric acid and hydrofluoric acid which are monobasic and hydrogen sulphide which is a dibasic organic acid. Some uncomplicated forms of organic acids are much less reactive to mineral acids which make them a good selection for the treatment or prevention of corrosion in numerous industries.

<div style="border: black solid 1px;padding: 14px;">
<h3>Inorganic vs. Organic Backlinking Strategies: Getting Back to Basics - Search Engine Watch</h3>
<p>Inorganic vs. Organic Backlinking Strategies: Getting Back to Basics.</p>
<p>Posted: Wed, 06 Feb 2013 08:00:00 GMT [ source ]</p>
</div>

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