A gift sample Luliconazole obtained from "Glenmark Pharmaceutical" in Shinar, Aurangabad, India. Oleic acid, Isopropyl myristate, Tween 80, Polyethylene Glycol 400 etc. (LOBA Chemie Pvt. Ltd. Mumbai), All the solvents and chemicals of analytical reagent (A.R.) grades were obtained from the specified source, and their procurement and handling were conducted in accordance with the established procedures.
Preformulation study of Luliconazole:
Preformulation study of Luliconazole assesses its solubility, crystallinity, Hygroscopicity, and chemical stability. These insights guide formulation and manufacturing processes, ensuring a safe, effective, and stable drug product for clinical use.
1) Organoleptic Properties of Luliconazole: Luliconazole organoleptic properties encompass its white appearance and mild or virtually odorless scent, enhancing its visual appeal and patient acceptance in topical antifungal treatments, where sensory comfort and compliance are essential considerations.
I. Color: White in powder form.
II. Odor: Odourless.
III. Tasteless: Luliconazole is tasteless, ensuring patient comfort in topical applications.
IV. Poly-Morphic Behavior: Luliconazole exhibits polymorphism, existing in multiple crystalline forms, potentially impacting its stability, solubility, and bioavailability in pharmaceutical formulations.
A. Melting point determination of Luliconazole: Luliconazole melting point, determined via capillary fusion, was measured at 153.6°C using a paraffin bath.
B. Solubility studies of Luliconazole in numerous polar or nonpolar solvents:
Table No. 01: Solubility studies of Luliconazole in various polar or nonpolar solvents:
![image](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlMAAAEmCAIAAADJJIJQAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAOwwAADsMBx2+oZAAAaFFJREFUeF7tvQ9QFNe2N7rvvfW+7/jeNTfWy9GXnBQ4MP65IXqpSUisU8TLaAaUoznmhZDiE/kQEwlIUTWlWAkEyysHTPmnqPKhBBN0CrGoIHl6okFhgnCUOs+ImUdhMAoDI1P5zJXkXfLFr66pV69u3tq7u2e6e7qne/4yf1YXlTgze6+91m/t3qv3b6/e+29+/fVXghcigAggAogAIpA0CPxt0liKhiICiAAigAggAhQBjHzYDxABRAARQASSCwGMfMnlb7QWEUAEEAFE4G/E63x/8zd/g4ggAogAIoAIIAKJhIBvOos88m39eDyRDD77TkaCWZRI3kFbPAhgR8XOgAhEDoHOt5+TCUe2M3Joo2REABFIFgR8x9ZksTw+7cTIF59+Q60RAUQAEUAEgkVAR+SbvX7zYAawMWcP7n8w637w5ZlHATTmvsvVfSej70s3q3f9Jvt49mBAcgJoMs6K6ob30ZdbGZJb787GmYmobvAIhLN7CDejz60Xga7lvfG52x/67U1+BAgejAf0FoBRSFlCBKwIXlWu5oMz/OjHg3DmeigSdRgYTReHYsr819WMfNdv1r07l3UZVsu2vl9G+t4fHAlI6ZSV74+b19IqP376PhuyX3np44+WrX3vtfe3LQxIUmIWDgDeha8efCEt3CjcPoNxNNyYhlFeeLtHysod7z2lpF0Eupb3xl9WPb618aNlZHTy0403bwcOju4uGgErAtdWWuOZbWA7h3kmxWHbK6FI1GFgNF0ciinzX1cr8s3enyNk0ZIUpmnKM9sOvvBs4Eo//d4LNPiNft3OzfNSn3h6KYY9ikRY4A3cIXyN2TN9x64EXRsrRhyB+e0eYTRv8Sv/+FYmyJscDXDSI+2iz7x6duvH+59ZHEbNoifqiSXRawtb0kRAK/IxAZPHMvrOXGdBK2XlNjZXu72fm7/fvO2+e4ZREH6b+t02eOgjZPrDv/oyHrNnPGxqcs4/FOClQdEPLAJjzHHInC94Csv9gLqDkUvs+VrgW/bfvb2/T0SWPoKPdR/+CI8jdVSIUAsqarhSs0thgfAiEHj38Dr9AVGkv6a+ZWsQcFOrqCrvReG1CKQ9+pLrjSL23mdIoT1W1EVlXJ+ChLBrGW6Bajcju0+521Z0A/odGD2iYtbF4QYvzPK0It/ibb9nD2s/Xnv3c3ar8It8q8o45m3uIfldJg1qWtcrL1W/SeXwnKenOPA5H04++95rH4+bnz33dV2SDbtq8MJqqD9YXnmJ0kdwvbnq1RSyar/5LZ49fnBm4+C1ZebG8a3VyyaPUTCf4Z45yLmfSVkeJV74mffCVWWp1IOZLzSO5y05NXiNwD8YK4VXzCAQZPfwOB0MUaa/nmVrEHBTK9KPvr0oVERmr3/76SgIWZbJ6D768Rx56zJjAgUqyGdIeULcRV9NkXB9ihJC1TLi9dVuRnh49bkBNQZGQVTMuDji4IW5Aa3IR8jCV8++Vv3eMhbnWPyTBCcgQheu2k8pCE3FYIDmOc9TP3sK3x6YJOSpp/8Z5pELn86EAfq7IFYCNJuO4QLK8GrCsviVZymY527TOfT1nwkFEKaJt68RsnY9pYOWpD8lAfPNZ1dxlLXSRQvDAASehVVYHa6MYTwTTLUgu4cGCunC7QZPrlzemejy14uCQRfmrGfr3p1Mg4Wuyy+tYhIWQzcbz1s9c7fvyo8+InUNKX4lBKNlVOv43Iy+N6DmCBBLLo4qeGFqTDvyQUMLV2176X02IaDxL/jgxD+nTJ+b/J5X/9FDCHySS+FWDJOpMSvGF149sDyTyebQ38+Q2/fJalFUu/Yu5UwoTaQ0rimisHgbTAeXkXODdWFIwItZnONUseC6R6jGBtGLVJqkmR00P+7sS6JnL0a2DzyRt0Ex40aP8qFL0NNKlMr43IB6RoBQdQufi0PVZD7qa0U+6KCelTl4zpLnhmUGuGzLc54eSxcukbNrQjbNfIAR/TZV4NUFy6r1FLtrAzcfLv2deM0/jVLHdKyBx2rgQnVei+Hh5rL5LRJkAp7OVrBYQAiE0j0Casi3cHC9SGejs2f+euzcj0BOKJTXN6T4k6BTiRgrJr0BdY0AIVoQUReHqFvkq2tFPrYyBy/icMt7j8aAnYCpuppe7M0/eO1P8rv75++nvK8A8pynUIIN3z9+/xco8Oj7UVi4YsIV5UQejPloQRleZVhk+nH5cufmSCqfKLv4n+nS3fSH396mFBY8FN/VRR1fp+9c0hXclGdefRfX+eajF6i2GWz3SH2C0jOTP89y96z0mqb3I3e70XVi2RVkL1I1QYHFeTjFqfRI+IcW5tfvfilNxglYglYLkf/954fqbUB2j+wG1B4BYsjFkQcv/C383f79+z1S/+Vf/mX1a7skjcwO/fJyzT/+/V++PfVfhjpO3Hv8innP/mf+F8jtbO67coeQf/3+/hOGV/7pP/N13P9t+NK/kQzDKznCSwuQWrbx69E79y/+8NRr/JcL/2nzf/rhvz+Vlsoqpf5uzRO//OXD/6vjxP2/e/OFPfsNIJz4ygnS8tsXT8gtClJSZKqpwasEy6MvK4eG/1WM+X/++3///ur/SP0vZU9R0OD6h6dWrP7l/qXJK2dvX/zrf7xc80+r/uHBmfyvZ+CnO/f/+xP/6S8fTsFLKnPD/8//vNmYlvLUkz98/9XVqfsLVm7K+J/+N/P/21/Z1/LJ36796J8tnGvwih4Cyh01+O6x9necc6/+9T/+12V/O3Pn3zmnL5n5t/+v+J/WuG4f3HVnBpKb/g92u0Gmpbhrrf2dTy8KHAi48X//11Fa79/Hz35P+9s/eIUs+btfLl76t79b8PfL1//9D5f+bfp//Ifhjd/N+g4p/+Dtov/1vxKxkm+Y/sNHwhO35TdI4GoHX+N/N/32/3T8IKsPGZifnx7+d/rtv/7bVydug8703z4349//37/Ib0CFgVHupnl2cfBYRb8meEfWKO5YHX0vYIuIgBwB3LE63vsE7NtZ/AlMBvCKRQRwx+pY9ArqhAggAogAIhBNBLTX+aKpDbaFCCACiAAigAhEGgGMfJFGGOUjAogAIoAIxBYCGPliyx+oDSKACCACiECkEcDIF2mEUT4igAggAohAbCGAkS+2/IHaIAKJg0C8Hi6YOB5AS9QQwMiHfQMRQAQigUD8Hi4YCTRQZmwhgJEvtvyB2iACCYJAwhwumCD+QDMkCGDkww6BCCACkUIgIQ8XjBRYKDeKCGDkiyLY2BQikDwIJMzhgsnjsmSyFCNfMnkbbUUEoohAAhwuGEW0sKmoIoCRL6pwY2OIQFIhEO+HCyaVs5LKWIx8SeVuNBYRiBYCiXq4YLTww3YiigBGvojCi8IRgeRFIAEOF0xe5yW65Rj5Et3DaB8iME8ILKs++I9L/vItnHv8TsbnI8vMjfvZIeyvvNT43rLvPvz8nYzB7958gX356Mv3v56Gn0a/bj8DJySv3PTmU/Dvuq3ffr/sKfh6+sO/fkkPW1609iPzW+Q2VLwGhwty0nzq7vhoWRqZPLbx7DtbvyVlK1WP0Z4nULDZ2EAAz+eLDT+gFsmNAJ7PF+/+x/P5YtmDeD5fLHsHdUMEEAFEABGIBgLIdkYDZWwDEUAEEAFEIHYQSHy2c2x6LnbgRk0QAUUEVqctwo6KfQMRiBACqwxPyiTjnC9CUKNYRAARSCIEfMfWJDI+Dk3FyBeHTkOVEQFEABFABEJAACNfCOBhVUQAEUAEEIE4REAz8l2/eXArpFzDXx97pSbOL1dnwSJYU2F/uZ0z9gP8v+k3JaddYJ37dC79taA1AayNc2eh+ogAIqCNwHCdZ0xj/6iza9fxW4IfA+kIqVZOGEil46SOiiGqFrbqmpHvlZfeP/vaW5lha3CeBRmKe7oLmA6Z9W3FqZZ9044TRexzUXfHdgP8P2V7/4n6pks9FSn+VR1qVe8W82wkNo8IIALJg0B249zYYBMbo7MKTs2NNVpCtD1le9tek38ZhuKjXIuSS0fFEFULW3XNyBe2lmJGkKW0PguUGf3iCpvVGbJ3Mhd29Q7zKtqvkg0aYW+mtaTsfMxYhIogAogAIkARSKNP73hpI5CEkY+krHudhjrH+WuSubzt6hDDa8iZts7bfdynrSVedpT+7h6ylphrR8nIITNPkBLiGq5jHGla7gEQMmTlCNUDQ65O+r1ViKna/sASiAAigAiEiIDAf1o7YbDiV3Z4kcJIBQMUG5dmWg9wC0AFVkUSyyNqmCgynBM2Vr1EmWKVDowhWhXW6skY+Ujqhlw6lx/pv8oW9q6SXDYL7LFTfnzYRdamChjP2G0NNlLvYGTCyKHddPEvJaeaVc/aOzjHEaTDdabKrowTg3NjpzJ6yqzDOdUcV+AEUZaMsPoLhSECiAAioIFAdiO3pmObJtUdorELHsoruwgMXGODXAH7AXNtz4qmS9NzJ1bYDpkVntEFUVBYmeFc1zMHC0ajXYX0oV96yQfGWPJbUkY+Ylj7Bw/h6bpGNhRzs0BKeNrvi6lOuhA417HO2Xny/Kia22ZaT3bBMmF+NsRLw/JMIswdCTEaDCk5zWPTzdmx5HLUBRFABJIDgdJ1OVL2kw5Q8AQPEQ5Gtubsod4eyHgw0sWdFCMMid6xSzc+y4W68KBPJxLeS31g1C08ggWTM/KJCM+hKwS4zVSjkT0iXT3tJAZJX2HcZu/SnSw0+rm6CiljQFlQ6AHOCHoMRSMCiIAIAUlmY8hpjQkObWoFTAELiK3SnHvgtMvtGpfZK49eocMhGRiloTF04SFISNLI5yE8D7Vw3KZlHcvw7GmYWJojeWz5oMw2CvM5TYhNlDGADajgr2M7C6MkC1ebNWHDAohAiAjQzEbh1gs9rTFEZeKgemrFvh7HiXoY60w2p3wtBmiqMJsgGRjDLTwEXQOIfD9+r/pyRwgKzFdVnvDM/AOfxpltKaWqyIKca2KUKegW/iFV19552s4HUUetbYitGg7BqvJ8GYXtIgKIQFIjMO1/WgXJd3V2NyS0b6+h63yWfPjvqJNmubudI4QAO+qLnjGNZi2M35+BlAifRR/HhKfuTpb04L24dIpYHRg1I9/1m3Cq5Kds/L/27tl39j9IlH7FMjyzcj1pnDm0ExRYpK/CsC/Jvd5rJL+AevG8jUY1Q3FVKaPLe5duh/Kw8NsNv/aUmSC300aqi8mxQw4oxmfEJApgaAcigAjEIgKU72XrLDDm9JTRN9mH6wphAQ+WbyrrWjt3s58ctR+wnToKLMZrNOG80FnUvS/Hsg/Iz3u1m9IWVd4r3TvIZyS4T5eLRjBhuDPnwhwxUyTKWNQNc8eTULcL0v1oXXlF2cCoEFbnDU88q2HeoMeGEQEPAnhWQ7x3Btix+rbrp3i3IlH1x7MaEtWzaBcigAggAoiAXgQ02U69grAcIoAIIAKIACIQFwgkPts5O/c4LjyBSiYzAosXLcCOmswdAG2PKAK/ffI3Mvk454so4CgcEUAEkgIB37E1KcyOWyMx8sWt61BxRAARQAQQgaAQwMgXFGxYCRFABBABRCBuEdAR+WbP3DzITqY9c+ZR3NopKN63Z9ECWFOR/lUNqNg1YOVKqhYIGg9Xq5lJNrfF0IY+QVuDFSOPgKtvTy7rjblVA66pgdYWtY6jo2tNtfGi5EJ01I28pdgCIhB5BDQj3/WbdR9OTlNFfrz24ednrkdepYi2kHdk7psGuls1ebHpG8gpmHVc4D5KLnsLF5DWN18oiYw6hopPFNqNTFsoNf4R6Ntj2nLnddZj+63k2NtF6qdD6uha6eVth19UAkVH3fjHEi1ABAjRiHyPvhwg1Ze3fnzZvDaTwvXd/fif9kndbsgr729ZL/7O1ZJf+Bn2DUQghhBwTd4h5DljOlMpfX3zJw14+FUMuQdViT8ENCLfwlf3v7SKHkPxTN6Gp8C6Z5cujD8bVTV2tVbJyEaXvSrfVHOL3Kg3LchvnfLUdML3UnIS6rJvvIylhxpt8ylMXC0eqgrpzQTqQVE1paNwQb61j5ER6eXNVfwmiX67loiuV2Q47x5ntCeIVbFkasDK0/J76OGVeCECCYKAJtsp2Plw6keS+ULeKwliNyG3ap9/uVZ+SIfBYv0jJT/XNDge91Zwj9hwtU8Sa68DCKIb9cfYGOHqO17bToAv5b4sp+slAjUqKsy+JwSoqpqOjMNfzT3uymivN4V/1TBhnIKGKCNgqDretAZ+umXb8jILVMIin0bXEtH1ygznxv7HXaVUrGJgG7A+X2TL6HI8nu3O6CjEfovdM3EQ0Bv5Hoyee+qtgysXJ47lsM73VZNOzmjHRosQBccn6aBjgPXCx70bnG3HPrslh0RUmPvJfrEDlhWXb4SH9LTlMH61X8bH58TpR1GyxFAx+FX34RK2Js3iH4tDoXatlWl8nyR3nF6GgzfJ1XLUBtv3b14PHde48kXst1FyNTYTDQT0Rb7ZM7fJR3mvAu2ZUJehoqU82BOjGC960Vj9hmKmgBgml1M+s1QYZRIKVzQmIggYLFVH+mlOFot/9PkpGl3LtoVS+nQJQCk6RsTQwIQKjC5belClbQOTmZylkwpJPZHPfbeP/H4b4zlnz9ydTbxeMeUK9NUCV8uuwvZb8DisAwyDUT6zFFIVdFTGIogAndtVeVedgW8QMjOj0bWyKEtPc0qB5PDy/zHklfXNvHpUyea8GNIs3lRJKiS1I9+DMxu/hvcZ3qGv9J2tm3oigQhP1jPh1ajmfoU+2tfWqrbsT4jzLkdyuoR/+Ovkls3wasSticsQXqcnbhACdGi83ROo73wjcKv27T2tU9wTmusKcOysF2l3LeMyOkEcd7q4WtJr5C68r8T1yd2+Uc2wka55j9Qct1MiFEiONmTp57sbYPvhQkDzrYatg9dEbaWlx3luJ7zJ/nw9HD7MMlxYZubzRZI8l/Tymh0saeWisSJvwLoFluiAWSqytrSVU8IHBoJdkPPJRhwyfrGfbKbU08hnx+1EtTDJO+I4XDJeA7kJReM7Ghz0JQpX69tMDT47JlzuRDmJikBJ9ye7jJe5VMyXz0PWCfcqjmbXEvqzyXx8IoMy81wHhnckSi90NZGj0CdtkM/Fv9gj7ZaQFEOZ1Y5CuFPMx4m1HJ/YErV7JZ9deFZD8vkcLY49BPCshtjzSWAawY7VP/z0S2B1sHS0EMCzGqKFNLaDCCACiAAiEKsIaK/zxarmqBcigAggAogAIhAMAonPdo5NzwUDDNZBBKKIwOq0RdhRo4g3NpVcCKwyPCkzGOd8ydUD0FpEABGIBAK+Y2skWkGZ4UIAI1+4kEQ5iAAigAggAvGBAEa++PATaokIIAKIACIQLgT0RD733TNb6WvsB/c/CFezsSFnuG7R6oJWd2wog1ogAv4QmLEfKFgEy4GrC6zDM67h06r91n06lxZLy+2cUZPn6uRFyYXoqIteQgQSAQHNyOe+exD2cBmltk6fG4z7k2nFPrNf7SLEcf6a6gChw8FDrerji47qWAQR0IWA/YC50PkHB2TBjPVUk5PllV+oVkvZ3rbX5F+oofhoU6ZSER11damLhRCBGEdAK/Ld/svPWXAy7fhr1W9SSxLpZNqh3h5q0kj/1UB37RR8OtNaUqZ+NnaMex7ViyMEZpxOOC/BwG2vbshubNu7Io60R1URgZhDQCvyrdr2Ej2iwf3o4STovmzTtjjfvczrgGHX8hP1dE/D0S+uyAnPmVYPsyRM6VzDdTyJdGCICnEPWUvMtaNk5JB5UclpF/GpQqlUSjpZO6GknH2SS4u5foEKxR4CPWWLSursrK8aihsr+JNTFPqqqJMLnXCYKDKcEzZGe4JYFXOxo8ZeP0CNwoGAVuRjgzwQnoOfjhKSCf8OR6MxIGOm9T7ZkL3udTDJh/AEZqm2Z0X32GBTpsPGzQiH60yVXRknBufGTmX0lFmH4ZT6nOpcyill7R2c69juZFWaLk3PnVhhO2SmBbIbuwuoobZpUt0BoiBG7uaXVXylxQAiqEIMI5Ba8SfuKa2rcBMLVMJ9yPVVSccTmyF0QhYslRjOdT1zJ4qoWO55TnZhR43hPoGqhYSAnsiXsvL9y+a3IEaMTh57PzFOKXJfJUu3G0hqxc4igE9KeDIWNNNohF87piGqGWA+dxJWBIvys1NhAFmeSWxXZcMEX2UDPIanGGGEEhcoXZcjPQNQU1pIDsXKiYlAyvb+S6eaCtgCHot/9OmK+Ot4enBYLvRY4vQ9qQs7qh4IsUx8IqAn8oFlKc+8evY1Fvx+fhifhkq0dl37oraSMpCLKiGkgVUNx+g4wi63S36QLP9DVyFlLynDKR8mfKsojCMy2NSlJQC+aEIkEEjJqdjXMzc22M3iH326CqbjBapZzHdUYVmBLS6o0raBmp2M5ZMKSZ2Rj/aDhUuWwVzoiSXx3ydmrpCqOZomR/94TlI2jRulKQXSy0Q5Ja4WnQiKrhSD/OxZIRlBHSt1afGPL1oQbgRgqRjWkrkr1bJP4C2D6XiBqhbzHTW70XMvz4014kFKgTrYWz6pkNSIfA/O0Nf47t6mywo0yWXtuyvj/WTaGXvn7omlOR5/W9ZRwpP0tPCLcCnba+j6XNdhmtsCL1HBiJO6gS7pOWptQ3T0gdyWziFx97J3ughUGXXSTBm3E47dA4ZTvf9pSAu+42LNBEZgtKEcuiK3vOe+en6U62M5+Vodz5hGJ4jj92e4WtLLMeHpsTulD3MsxPrv9gkMNpqW+AhoRL6FT7/51PS5r49tPPvO1m/Ju69teyXOIXF17i485LBVCu/5wgSfIzwhsG3i32q37DtVShNSIGnzJCmlIwJkB1CKqafMBC8I20h1MQ1shuIqVmx379LtzfsGmwru1UL2QeW90r2Dzdk0KaaQvTVhq6xr7dxNOVJo4gP65K4oLc5xRfUjjEDBqbZSwxUuFXPTF5BsRfsYHMru2/Hcp8sPOeAnLqNK6KXmXJszI9PbCYmxqPtEPTlJCX/I0uKkEXldhW4fYTtRPCIQFQTwrIaowIyNIAJ+EcCzGuK9g8CO1bddP8W7FYmqP57VkKieRbsQAUQAEUAE9CIQQIaLXpFYDhFABBABRAARiGEE5GxnDKuKqiECiAAigAggAgEj8Ouvv8rqJP463+zc44BxwgqIQHQRWLxoAXbU6EKOrSURAr998jcya5HtTCL3o6mIACIQIQR8x9YINYRiw4IARr6wwIhCEAFEABFABOIGgQAi36Mvt56N//P5BqwLgFny/ln7YtBXrlYz09DcpuMApYAKc8YKIFQN6DA+CPk6pGKRABFw9e3JZf02t2rANTXQ2qLWNXT4a6qNFyUXoqNugGpjcUQgJhHQHflmz/yVHtcQ99f65sezjsMvUjvWlHQ/nm3Oi0GTDBWfNNCt+XVdARXmJK5vvlCiSzYtFIR83bKxoE4E+vaYttx5/RtYC5ztt5Jjbxepnwupw1/p5W3cLSC/dNTVqTAWQwRiGgGdkc99t/3DH2PakGCUW2YMphbWQQSijYBr8g4hzxnTWbvp65s/aZDvFBttjbA9RCCuEdAX+W6f+vlZdiZ7gl4DVo5dhD+BAHS1eMgljnLkGcJccz5jivJbp3gw7FVc3T32qTYqh0nQW71vj0C9UoGcqFxVIosKbq3K56uocKE+Tfsq43Gj085JE4nyrZ6gTo87szoKF+Rb+1hnTC9vruI3TffrLxGtrchw3j3OdWZVzn9KuDXMe9QOr407HFFhRIAQPZHv+t2H61/KTFy07FVFNtLgABbUwwECuVTTkXH4q7nHXRnt9SYazNZXM4JoJGN3/+OuUnKr9m1+Ec5i5ZjJO06Sm889iuuvnneEp1537K5IJ5aWr5p2dLUJg5ov5K6+47XtpOkbRtjeqC/3jZFc0xdogZH2P1+B8KygjCC4fZJYezlRx7j1Tj+FE7cDxL5lhqrjTWtAzVu2LS+zQCUs8mn4S0RrKzOcG7nObNuiGNgGrM8X2TK64Nbozugo1LUqHPtYooaIACCgHfkenBl44tV436jar6+NK1kUgRs778hcy3ooa7/YQciLyzfCY3Xachhx2i97HnizVqbxX95gccV7ARllsLTMgoSAqvODWvtROons6yfW9dKDbCWqG0DDx70bnG3HPrulaBPftJEYqnqhJERTP8qQHRstHIEGu/lP0sHUX2G8X+YTAUPF4Ffdh0vYMxaLfywOheovT2eG5zZJZ6bNuFqO2uDckc20Q9J7RHQXzCcS2DYiEAYEtCLf7Jnvni57JgwNxbAICBKOwyWkvchk3sM4TJdTfjitwrigblCg1Q0b3oDZ5K3a5gH7JNkghCIV+S7gJ00XjdW0iu/l23RAygRUOIY9mpiqGSxVR/oZM0HjH41D0fCXbQtl4E018KQV0F0QNR9IsrVjMlU7alCE2FBSIakR+R6NXZn8FI4oyjh77ByF9dq7fV9yZ4Ql1mWAMeWbribSUfs80D4Gozx/QEgu8GP1Gk++TMDVDVW7S+lYVtRLcv1M+Nhj+K7C9lvwGO4X/lsT3mN1A1ImoMKJ1QNi2xp43PGsK8O8X8jMjIa/sijnT3NKOQoh9i6arS1oGJup2rGHmbJGSYWk1vl8r57d+vE4/atmGS5rP8p7NSVeHKmp5yQXICCvhC6cpK+veI/P9bdshn/cmrgMBOD0xA1CWUFB2MjdadcU+3LNH9XmZ4FXX5+/AxooyVdf4ePad97lSE6X8A+ZjQbOBNuHdA0S3gCD4dKPMr4ABVRYE18sED4EYF0ZvMkt77muANfN+qS2v4zL6ARx3Oniakkv6MxCD6fLzPLOtPGPUHek5ridESH2qjZMcgmfQ1HS/CKgxXbOr3YRaJ3O6Bl1Q8gNSJaDmMdCjrGfpmVuuVN64QgNcjTxpGS8BrIJisZ3NDjY4h93ZZHL5bDsT15s+qScm5/Zm+vhGHZJvkkg1TmxNE3GG19drW/7yOSK0ZBMxi/2k82U8hr57DhQXpLCeUe6d9BlS9OC/GNkFx3OFJQZsG6BhUw6y7S2tJUzNEZqdtFZhUJhVWUi4B0UqYZASfcnu4yXuVTMl89D1gnXJzX9lV5ew/UH8/GJDJaixTmaPFd6AUiOo9DDbWs8PVzqa0iKocxqR+HzkP17nFjLPc9/6CdEIM4RwB2rdTvQ1ZIPIRPIn36tmZmiSI3qU22tzvKKWHytXjdAWDB4BHDH6uCxi42asG/nDz/9Ehu6oBZyBHDH6pjrEwN0o7KqAftlsgHDXsx5BxVCBBCBhEQg6djOoL04cEzMCgYsRq06vCMBrOPR3mU8dxqwYKyACCACiAAiEBgCeDJtYHhhaUQAEUAEEIH4QiAZT6Ydm56LLyehtkmIwOq0RdhRk9DvaHJ0EFhleFLWELKd0UEeW0EEEIFERsB3bE1ka+PfNox88e9DtAARQAQQAUQgEAT0RL7rN2EPF+Hv5u1AxMdcWVdnwSJglsR/JQXW4RmJosOnc1enyb8M2pThOq4567AOEW7aNBTO7ZSqRKvOtB7glAeFdYiKQhFfoPzpHwWFEriJGbvX+zOu4dOtansp6XCBcBcUyIXoqJvAEKNpSYSAjsh3e2DSC8ibz66Ka3QMxT1zl+rZvr+mpkvTc5dONRGHrdKce2Ao3HYNtXLRK7uxu0C37JTtbXtNiqXtB8y1PSu6qfKO8fu+cVF3ExEtqK5/RJtNeOHg/ULnHxywFjjWU01Olld+oWqyDhcYio82ZSoJ0FE34aFGA5MCAe3I92CUmLkNzOjf/gTbvTolp+JPNBCO9JR5J1LZ2/vHppuzU0PoATOtJWXqx2YHIXjGyW21lkJ16y8ORbcgWlepogSUYemK8DWAkjgEmPeNBm7TIEN2Y9teBBn7BiIQAgKake/6d9fODb6T0Xdw683b7kchtBSzVVPWvc6ef21Xh+j/xISPl6gcspZwJOQQFGD/LrCKCEnXcB3PUsLc0Q2FzbWjZOSQeVHJaeEkNULue4TQGZv9gEC60jJDVkZjqlBY8CsVSEhXIV9GxHzyanAS0hYdGHJ1UmVoINepP2+RiGXVU1HGjHlguSrxtASZmO0DcaFYT9mikjo7IzkNxY0V/P65vj1BZIyIaVdkOCdsjD8HsSoIoPviomugkgEjoBX5BKrzx+nRyWMbPz94JgGDX6rRyHBzumiUEhM+AlE5fpVUdwwCQTRyqCz32rpmOk102Pqv8lFtuM5U2ZVxYnBu7FQGzB3dOdW5lLHM2js417Hdc/iCbdoj5CQMNJZ9VCBcpTuhTE7zpfrSE0eF4Uzmx5zmsVOl9Lui7rEeKMMxn5StPbHCdsjMZqs51RxNCnsTr7XwZ03o0n/GbmuwkXrHGGfgbhp99VSUMGMzrR802Eapevmky6u9DJkYWZ4M+C6Z9wqpHDNBRrsKN7FAJSzyKfUEkbYipl2Z4VzXM3eiiIpVZPvRffPueVQgQghoRb5V+xnJefm16jefAhWmP/w2vjNcgoMxY12OEMBMr69NJSkGGlpGOQJypvUkjPVF+ZQdNSzPFOaOPi2VeoXcc9KRix/ObCfpvNB+jVTr5VeHensIyTRugKf+FCMMiPxslWsROLEUiJTA1no18Kt/qmXf9FzHOmfnyfOjcqX9VhQVdl+ldTPpI4RlXZHwg15kgnNKctUClhvWpAvYww2Lf+xxx29P0AHQcqEL8Y99kiroPh0IYpE4RUAr8vFmpSxctT/v44+WETL3MOHO5xOW0IR1lKBcCTwksIWMk3S6vMfj+ZfFEa2jDceGh5xknf+j+byS3C75wbncbDXoi9GzvUt3cqxvMJfbSY+rUAZQgkxIegajWQLVgTXpfT1zY4PdLP7Rx52w9wQFtGLefQKjy9KeVWnbBOoHETMlqZDUGfk4sF95di1ZtCRxzufju5BrAsIVsI7rckLoUyxTlKbewfxpO8ee6rhSK3bSGZKt0k5gKqnz4mac4ksUcrLS9AZQQQAQlWVAVOaL5og6FfEWY1NPpXkDfCtBJlDlAtYkMSvAo4lnwRjm6EJmpt+eECYkYt592Y38fUfvvkY8SCl4vycVklqR7/Z+eJOv78x1urw3e/078tFL8f1Wg0+3gNekymywJldwSkwPBtJ7UjfQVT1HrW2ITmhg/gRZMMJl7zytcZpntqUUChdYVFb4FBXJyYfXJEadV2D2zSZbocVsPvDDBIJ7Agjm4ievlP513b8nSPCHTDCtJHOd0YbyA6ddHN/CuGXmdO2eYEyjE0T6GgzHSEsux4SnC9HFZtmF7kvmDpfotmtFviXrl6WRH6+9+/k7W2+Opb607ZU4B4RmuG1qoNQcxCpIFlgNr0mZSk8M9u+DcYQbVk6XH3LA/2muR2ddIayo0TlZXWvnbpZd6aj94HQrC5Y005LlBUDuACWgespMkPxpI9XFOYbiqlKWLdK7dLtlWFmIwPvRzBRv6BK37qWVIW9TaJHldtLsmIJ7VP/Ke6V7B1nMHjrmUdtTUaVpqf5s9CT3eq+RfEqjOc7bhiApVNtwiarcmiVNPb1CaML9yCGaxeOLTJx3n/lTv+BUW6nhCpeKuekLSKfiHtQUeoK0Cwld0Zxrc2Zk8h2Y9j1jUfeJenISulAXpGLxj33yuvKOPX/2Y8uIQFgRSPyTaWN+I2BX52ln8XZkacLar+NNGO5YHW8ek+sL+3bedv0U71Ykqv64Y3UMeZbf+mvoClmHYS+G/IKqIAKIQMIjoMV2JjwA82cgyxSynbQbY2RDlvlDAltGBBABRCCqCODJtFGFGxtDBBABRAARiDICyXgy7ezc4yijjM0hAoEisHjRAuyogYKG5REBnQj89snfyEoi26kTOiyGCCACiIAqAr5jK4IVywhg5Itl76BuiAAigAggAuFHQG/ke3T7zM2DW+lb7V/G9e5lU225C4BZgr/81ikxnK5WM/f94twWnVtsDVg5UVUD4faLoIy5Tacq4VYA5cUcAq6+PVzXza0acE0NtKr2Uh2dR7gLfLq6jroxBwwqhAgEgYCeyOd+cGbr58euzD377muN43mvxvXuZenl/Y+7SilQt85fFoWVqekJhl7phdn+Ko0ttuwtXEBa33yhJAjIdVQxVHzSwE7PxQsRYAj07TFtufP6N7AWONtvJcfeLlI//FFH50kvbzv8ohKyOuqiQxCBREBAO/I9OLNx8NrosuqzedteWbg4EWwmy3eU0MNoP+v3hD6X07lcn2mulvzCz/QVxVKIQJgQcE3eIeQ5YzoTl76++ZMG+datYWoIxSACyYGAVuSbPXP7GiFpmXPHMs7CBmbxTXV6XLpy4+trCLnx5ys84QmHK+Qq+3tqwMqxoOY9duKyV+Wbam6RG/UmCVnqhO9ZGQ856WrlvvF+6aFG23wKE1eLh8hCejM57rtgrOwoXJBv7WNPa+nlzQIz4bfziAh5RYbz7nHGoIJYFYUk/T8YpbEOIhCTCGhFvodTP4Lez77Ljiganfz0/buzMWlHgEqlbXgD2J5btc1siW5qmiifrjBgfb7IltHleDzbndFRWDVtsf6RkpBrGhyPeyu4B3C42ieJtdcB9NGN+mNsBHH1Ha9tJ03fzHJfltMlGYEaFRVm3zMiq6Yj4/BXc4+7MtrrTeFfNQwQGyweewgYqo43wbMauWXb8jILVAJbodF5RIS8MsO5kZH/IBYe7HwvWf8P+3p27AGNGiULAhqR79HDSUDiqafhBB16RBGcEDAzFtcZLoJfDRtZDGu/DDc8zPh4HknqdVfLURus/G1eD+t+xpUvcoUVrh0bLUIUHJ+kQ5Ih78jc494NzrZjn92SlxcV5n6yX+wg5MXlG6GRtOUwuqm1kiw9Eu1URMBQMfhV92HK0vPxjz0hhdp5VqbxvY7ccUoSvmgzevs/egwRiD8EtOZ8IosWPp0Zf/apapyeSwlP0tHbB4HP35l2ti2UtKQkJ4wOeo+cZbzoRWM1nVn6v1xO+TGzCmOQlhD8PRkQMFiqjvQ/nnVcYPGPPiFFo/NI+r9PdIwB3AVGly0uqNK2MaBozKuQVEhqRL6FS+AYdvLj9zMeryXMybQGRngS24fH4SxxP50yi/KQNKcOpnEV+o6cdbXsKmy/BZNFHX3dYJTnKgiJDDoqY5EkQQAepDwv4QCjIGRmRqPzSPq/h+GPIdzXN/O3J71Jm/NiSLN4UyWpkNSa860qewEIkWsDDwh59P0oIW8+mwAn007cnYZOyROeZBmjOqcnbsg7KldgpOa4nT7qwjSuzct29rW1qiUFwNnkdzmS0yX8w98tYNkMr0bcmqCvWDAdgA6NtzsG9Y08Ardq397TOsUt77muAIvO+ol25zEuoxPEcaeLqyW9RuiNwPW63d51a6GMv/4feYOxBUQgkghoRT6SsvL9j5alnRt8J2PwuzdfaNz/TCS1ibxsmuFWZGsvoq+fM8Iz641cA4FpfpGNNQ7cjvf1XkgKoMxSR+HzkLd5nFjLLenlNTtY0spFY0XegHULLNEB71RkbWkrp3QohMld8GzOxiMyfrGfbOZenzhuhyZUCpO8I47DJeM1kLlQNL6jwdECM0VX69v19PRcPjsm8rBgC7GOQEn3J7uMl7lUzJfPQ9YV7SdEu/MIPdZkPj6RQUkOrovCOxKlF7qayFHodTbI2OKkyTqeb/+PdZRQP0RAJwKJfzItbgSssytgsXlEAHesnkfww9I07Nv5w0+/hEUUCgk7ArhjddghRYGIACKACCACcYaAJtsZZ/aguogAIoAIIAKIgH8E8GRa7CGIACKACCACiYxAMp5MOzY9l8guRdsSAoHVaYuwoyaEJ9GIWERgleFJmVrIdsain1AnRAARiC8EfMfW+NI/2bTFyJdsHkd7EQFEABFIdgQ0I9/1m+/AKQ3evzg/mVbw94y9sy4XKCbur6TAOuzdpoa4T3M/5XaKvhT3lGFaQFIlxH7kK1BThxBbxOqIQCwh4Oos4G9G4a7MPXA61HOZ/d+neIvFUgeIti5akW/2vnSVLDN1dVyfTMvwnWktMRce6iJ7TzlgcWVssNvosFWavXEuZXvbXlO0PSFrLxZ0mGcIsPkkQsBQ3DN3oogaXHCK3pIFZKSnwXRgKCgIhlrVnlnF4vAWCwrcBKmkFfkektTG8a0fc3+wmcuG38X94bSuzt21o4Rk1rcV57ANO1Mt+06VwuYWh3a36jyHInt7/9h0czacYBGmS0mgYemKMElHMYhAfCGQaimtp7uu9diVj0fxZw0815bxJ9aH/T6NLxRRWz8IaEW+VdtWekLd7YG5rH9eGO9wzlzpd4ANWbnrRPtUG5ZnwneOWpvyM6ZrmKdGc+EhVE6SzLQe4IiaAqvvk6b7tLWE51RF3Km0ikwgX6XAejXeoUb9EYEwIaBwHw1ZOV70wJCLrVxYhwlxD1lLzPBcO3LI7OFO+ftO+U4Mk3ooJu4Q0Ip8IoMejE4mAtXpmoAJHyEZS8UztlQjdwqD06WwtDBcZ6rsyjgxODd2KqOnzOqWcKH2A+banhXdY4NNmQ5b/1Vp9Rm7rcFG6h30V++cUl5FwrrMtH7QYBst6h7rySddcdedUGFEIBwI0BuHblxbYGHbtyveRznV3JIEbMa91sIfeJKSU51Lv8zaC3frtMO7ZqF8J4ZDVZQRnwjoj3zXv/suAajOwL0003oSIlBRPuU26dTQdlU8Lxzq7QHiFOJmakXH9FzHdul5R8CjwpfrnJ0nz7Nwyy6/VdxXaUkqkFjWsWUPvBCBpEKgp2zRanNhjymr4JRjXw4zXfE+EkAxGgwpOc109cEPTH4lJBW8aCyHgO7Id3tg8tmlcU91gsUcsUnG74vzNmf4M2fhLlLuGV2FlFqhRAo8Y3rPp3W75OfKyqoz+qV36c7XWaP08l/F7aSPuqpqYLdFBOYDgeE6UeJlXeBrb4HoTDNcIO+sp38ftwzP3TU+91EgIsMjIdAW4658NL087+DojXwPRs8ty3xl3tUNgwKpGxgfMiJhJjkK1NRUmqPSgqnpEtyN7K9ju/x82lG1s9qBuiwD6jLf92lUrUqKkS7sK5KuYbAdRSACQSGQ3ch3fnoLNEb9AEn1+wiIzTR/50oL1vqTEBQiiVhpnr0cXUh1Rr7r311LiDNpKbiG4qOw6kZGG8r5hJQZ+4EyG10bOFqh8MYGFylp8gtdw4Nnz84hr4tSttcUwKeuw1QUyJG9gcSvKcI8j1tcpJf/Kinr6OyQxUXX/XvR7QvYGiIQAwgoPPYp3Udamto7T1/xlglGglYL+Hs8I6Av8kFW59r1cX4mrchLsCY32L23iPAJYOZCZ1HTicH+YiHnxX26/BDN/+Tec4BI2V1gIj1lJni33Uaq17rEv9I3Imj2inlRyUlSKlvny8mncfFe7zWSDxKI4zzLHZVXkTSXWvEnyOcGcrXgCqFvNYwcOhlZcimeey/qnjAI0DfZK1lK12iDqUT2BKl4Hw0dE92kHhwMxVXsftzdS8h5bwElCdLbPGGQREN0IZD4J9PiRsC6OgIWmlcEcMfqeYU/DI3Dvp23XT+FQRCKiAACuGN1BEBFkYgAIoAIIAJxhYA+tjOuTEJlEQFEABFABBABPwhg5MPugQggAogAIpBcCGDkSy5/o7WIACKACCACGPmwDyACiAAigAgkFwIY+ZLL32gtIhDXCOg4VE846q9AfvSKjrpxjQ0qHwACGPkCAAuLIgKIwPwioONQPX6rCl89ddSdX+Ow9eghgJEvelhjS4gAIoAIIAKxgABGvljwAuqACCACRDgFE3bHpoft0cvv4ZfCDstQWJHhnLCxgzNLVLfYlpy7iQ5IKgQw8iWVu9FYRCBWERiywu5l9Fy9wW665x+9uJMs6WbxJ1bYDpmFcChYkN3oKanMcK7rmTtRREa7CuFAad9Ldu4mH2tjFR7UK7wIYOQLL54oDRFABIJCgB4fBvttQniDUy3ZYXv8SZYbYB95doaJ9GhM7UaWCxWVDj/xf+6mtnAsEd8IYOSLb/+h9ohAgiBA95FvKiC2SnMud+aJ70mW4T+9S3LuJm0UryRBACNfkjgazUQEYh6B1Ip9PY4T9aSnwQT8ZIohQ6Zx+E9slpy7qeegv5jHEBXUhwBGPn04YSlEABGIKAJD1tV1djgULJs78xIudrTQqPOKG+Z/zhFCStflyENhGj1levz+DHFfPT8q+9Ex4am4U3Z8GJT0e+5mRA1F4bGAAEa+WPAC6oAIIAKkwGK8Vpe7Og3Oy+zeR4OcZR/wn/dqN6UtqrxXuneQLv7Jz87kTuMz59qcGZlQw1H7AWNKjUXdMHc8CRW7sriKcPk/d7NYHlbRI4mMAJ7Pl8jeRdviBQE8ny9ePKWmJ57PF8sexPP5Ytk7qBsigAggAohANBBAtjMaKGMbiAAigAggArGDQOKznbNzj2MHbtQEEVBEYPGiBdhRsW8gAhFC4LdP/kYmGed8EYIaxSICiEASIeA7tiaR8XFoKka+OHQaqowIIAKIACIQAgIY+UIAD6siAogAIoAIxCECOiLf7JmbBzPOvgN/W29+Ce+GxvU11Za7ANZUxH/5uVUD0n2LBlrNixfJvwza7AEr11zVgA4RLto0FDa36d5KSV7F1bKHsxHs0tEiV8TX5CA00d0aFgwcAVef162uqYHWFrUOosNxwl2QKxeio27gmmMNRCD2ENCKfLNn+uo+nCTvvfbx+GtvkclP3787G3tGBKBRenn/46+a1tAaWYe/mnv8VfdhMtJeZDLvsQcgRVdRewsXvdY3XyjRVYEWMlR80gB78wZySav07THVdGRcoDaOjDt1h0/fBoPQJBCtsWxACIBbt9x5/RvIgpntt5JjbxedV62uw3Hp5W2HX1QSoKNuQGpjYUQgRhHQinwPp34UNF+4ZBnsJfTzwxi1JDi1DJaq4zQQ3ugo9M6Q1lcMzs61rA9lGz9XS37hZ8GpFFIt1+QdVt9ATRgs122CksnpRvm+iSGphpWDR4C59TljOpOQvr75kwZ0TfBoYk1EgGhFviXpTwFK0x/+9Uv3o4eTJO29f1yVaKgZNrzBnn/bL7Npn5jw8RKV9qp8joS0QwH279wqESE5NWDlWUqYO7qgsKnmFrlRb1qQ3zrlwcvpEUKnYn17BNKVlrFXMX5Szj4JYnmylG9ajQ69UrWYtgvHuWzhRYmYT05bj0VtPK1KNZRxXB4DL8tdLTEz0fpBzNvTUbgg39rH3Jhe3lzFP9X4uFhsh4hpV2Q47x5nxDiIVbEePR7z3QIVDAoBrci3eNvv38oEyT9+uvHzT5eZd2xbGFQzMV3JsOw5pt8dJ41SYsJHICrHLxNrrwMIohv1heb+DS10mjjS/ucrfFQbsD5fZMvocjye7c6AueO0xfpHyliuaXA87q3gntNpZJ30CDkGA03eESoQrh27oYyl5aumHV1twnDG1bBXFdkICJl1ML7U1Xe8tp00fTPLaVLus9KzoWW2ewetWHphth9EccwnJXW7MtrrTXRSu775m65SqsyfySdfdV8AnUFDCcflatlV236LSthMbBK/yczUv4gY096PC+UMHDNBbtm2vMwClUBjK7hYbJCIaVdmODf2P4b+AGIV2X70eFz0DlQyCAS0Ih8hC189a17LST43WLf/QRCNxH2VjI0WIYBlvZFrIAbGA96acFLLXC1HIUKUbqbsqHHli8Lc0cfoHV4h45N05OKHs/ajdF7Y10+scn6VSoMIBxEr7whlX+G/j3s3ONuOfUYndpqX/WIHIS8u3wh6pS2HcZOb1AJXRuPordrnj5M8X0bXdYUKf3G5EWLzRhojhUuvmZpqYYFgEAD6GtakS9gaMIt/jJxXdrF++SvT+L7BP/ZJaqLH9QOJJeMNAc3I5757Zuvgd2++8NablPYk527HfXqnj4uEtTFhHSUoHwLBCCQkIxvvOFlE1HFxROut2uYB+yTZ4JkdCjUNVTDRLCEsAYexpoxHvWis5uhZjcvlHJeV4Ca1ENJ2sQmE8FFSanriBnxWhUJippfI1dIFfw8DArAmfaSfEQA0/tHnGHUXh6E5XkTMe1xgdFk+syptGz5AEldSUiGpEfkeffn+19fICzv2r3x1P0d7JuDlvMumUDAnC8E4lilKU+9gWlYBEyZ9l6FqdykdxYp6CUwlFS4DDHbfdDWRjtrn97S27CoEHnLzep2yfRJUPPEM5qx8xPURxWaHykGRlpWY6ROq9SmGpQJGAJ54PAvGMPUXMjM57kF8hfT0pqhWzHt8fTN/39G7rzkvYGyxgoBAUiGpEflYPidh+ZzuR9+PEpKZujoloboKvCZV2A5rciXdLTojitx8w0a6qjdSc9zOT8sgC0a4+tpa1XIH+CLr8+nKXEm+dIWP+xHSXuiKTvr6ivfoOt8EF6HhSZ//h4YjLJspqzlxGZhVNpPjQ7vL3rKHWNm6UXuRd8WIF8ZPQymROyWZNPozM6F6RGwac6v2bZj3c8t7jJFm3lRxscgE4zI6QaTvt3A8tuQauTst9A262Cy70OOx2RVQq3AgoMV2rtpvfovMHYPX2DcOfpf5QvXBlYvD0ey8yaAZbi/XUkIPYhUkCyyG16SydnQ5Bo8IEz5X69v1cP4zSyFps26BpTIWIVraylna5EjNrtYWFixpCiXLC4DcAUpAdRQ+D8mfx4m13JJeXrODLdFdNFbkDSgLEahCi7UhyzvdFLcOw1xJvrGfZo1uuVN64UgzjWRk/GI/2Uz5rpHPjvPJqILCpgWLBcVYbidNoikZp2YWje9ocNDQDoTGy4U1HYebj59nIMCKUW7LgMhkF7f6SLNDLxM6o7hRT/NxFM2cNy8mYcMl3Z/sMl7mUjFfPg/pVNyDmoKLpV1I6Iom8/EJOtFnHZj2vedKLwCXcBT6hg1SsfjHPnldecdOQuDR5MREAM9qmHe/TrW1OssrkKWZd0fMpwJ4VsN8oh+OtmHH6h9++iUcklBG+BHAsxrCj2nQEvkNw+yXyQYMe0GjiBURAUQAEQgYAS22M2CBWEEvApBQDjzq0d5l+nda0SsayyECiAAigAioIyBnOxErRAARQAQQAUQgkRD49ddfZeYk/jrf2PRcIrkQbUlIBFanLcKOGteeXWV48rbrp7g2IYGVB+/IrEO2M4HdjaYhAogAIoAIKCCAkQ+7BSKACCACiEByIaAj8s1e50+mPbj/QXwfzgeudXUWLAJmif3lds7YD/D/pt+UnKYvCrtP59JfC1ojfQive6j1QJ23FfqxgDbNqeFVtcA67O2Trs46RfXALjCHKwdlrJ1DIRzN53ML8JhQxMS/ecEUdOZ/FcoHAONwHecUsbHhuRVVlBdUlXqB7wB1ns0IBBsD9kK4HQF9leu6oMmMa/i0av/0b6+0a8mF6KgbHqegFERgfhHQjHzuu+3vTj770daPP1o2fW6w/cyj+dU31NYNxT3dBUxIZn1bcapl37TjRBH7XNTdsZ1uIJayvf9EfdOlngqNvWqGWqVhIDDNYIjZVDaxbifXimu4Dj6ed66ouTQ4x9SAAdd0aEU3rP2cWGGrFMLwcJ3pUFfGienuAkftJu/oDNG6vP8PYA6ng6F4Z/50mUkWjQLTT1o6ZXvbXpOvAABzjkNv9IsrogcFl5vbuLSoe0w3jNmNvF9C0VOxrorytKzUC6z2TOsHDXQjA3aF4oXwOsJ+wFzo/IMD+sNYTzU5WV75hSpOfuwV6hiKjzZlKgnQUTfs/kGBiMA8IKAV+W6f+nqaPPU0jKmvPAsnNkx/+O3tedAyrE1aSuvphk7CYG3I3slGga5eYWplv0o2aIS9mdaSMvVTsTXVpcMr2TvYnM1iFcSzyq6RglP9HY2WFC56zVzpd5BMI93/M8WYRRznr9HJluv+PUJMy1OIMQ3i0D0nH2yGrB988fqfWNjmL4jog02koTyU2Cw1wrB0hYpVxtICUIbXkFPeeV/nxqUhwqiJs/8CUi+wsq7O3bWjnlohegHkhMsRM3QTdKOBc7Ehu7Ftr5o7QsQEqyMCyYGA1o7VcBqtcC18OhP+Ofcw0ixgxIFPWfc6tUQ8WNM2bVeHWNNDzrR13ijiPm0t8bKj9Hf3kLXEDOPjyCGzl5mESRvHoB4AIUNWjlA9MMSRk3IGb/hk7ajp9bV8kGs92QXxLMtZxqpzVKdrwjv+0s8j06rkpf1AC9npO7VK3ZBrGjm0W4ET87XIwzR2gmk8D8x7gS9cYL2q6pbl6/5A91Lrv8qr6HYR/lQreRU6tfWgpAQjrXBfTQeRYn4UhkmbhxX0H/glXuBUHTo2vaLUq3XoXgBZ6o4ItKP3lC0qqbOz289Q3ChwEn7tFXHIHtpW3CUmbIxBBbEqykhcFqjCWB4RiFkEdO1Y/eP3kuWdmDVGr2J0MKLhhBus3VdJLpsF9tjp/T8MAzdPG8L0xW5rsJF6x9ggzAv5QJKSU82qZ+3lmUlu0pZxYnBu7FRGT5l1OKea4wZhm+C1Fvlu+jA001C3wshPK7nhdUVNB3CYZKSHTdTcLvkBQ04XqMomXo4JN3FOO3gJw3WHSVVzNuEXgUq8C4eGtRCQ5NFd2SKBabRNk+oOkaWM+rONUtIyn4DOKhf3JDHacIxNml1uojzjk6Hk9oGRiRfpcJINx0ouUFUYcDDX9qxousRY4kNm9VVDmRdoS/ZOV/4+0Xkd4fACjVLKjtDbWVm51Io/cURFV+EmFqiEx08Ne0UcsjLDuY7x1SCWPrH5XPKOHZDOWBgRiGEEtNjOJen0WL5rA54DaRctSYCzGthgxBOermtkQzE3C6SEp/2+mOqkC4FzHeucnSfPj6p5kRtDi/IpdWlYnumZOzJ6KiWneWwaIpPoYqGOYzLh4oZX9tGyjq6ZeSdPvg1mNzr2mmyVaYU9pqZLjRaYXJ4kNftyIPQW9pCmS4Pdxq7aD/gEGa62z2TRn0Wl63IkRyW5r1KrRbqpQMA/SbBJ84yT8KSctLA6StJyIh04OjcQhclQbw9VmJLVlCUW+UKuutQL8OtwXe/S7brOqQrcC0qOCHBQgOXnS6eaKLHMxz8W1PXbq9wcMOccUPCU5sMq6HVZgJZgcUQgBhDQinyLt/2+Gs6kPTf4zta/jsAw+Oazq2JA65BV8BKeQ1cIcJupXCCyXT0tH7gZKde7dCcLjX6urkLK41EWFAYRvSfTyuRxYxBcKQb5TNGzxgNJJSzNAcguxnNC/CP2q9wkMpWu/0mTTRQ01msRRGUnzfUQmvZjPP8kAZNmoDr5pUrF4kGhFIDCynNlHd1lpvWqsVrygBJhL+jQSV4kJadiH3h/sJvFP/qcoTIrDUK2ehWJy8KZMBwuLQVGlyW+qtK24WotkeUkFZJakY+Qhav25308vrVxA4FUl7fKnkkM1wuE56EWjtvk5lukp2FiaY7IQqD7yoDuy5eNiQoYwCQMAhL769jOzeey0hQPm5VW5oLcqOgYdxpp6NxRfCmIEnjOAP2h3yI/swGfNvknia7DNiKwuIp6KaCkpX9ACqs+MWi0ArPbngYTHTrLbLRoVyHNjI2cF7SMlv8Oj1+eqTxMgoXMTPUnpEAbUC8vcZmODh2+lnVKym7k7zt699EHQbyCRCCpkNSOfGTW/eDM1r66D8lbl/NeTQCqk+sW/DQl8w98Gme2pZR+LQtyQo6DW57swAmxd562sxQGWH6rtbFX6GCC0jnkt+fl5MNrFd5Qxy0KssxSNscCuo9Li+DL0C896TCCYEjHP2lsA56TXSxsAzc4Q9f/PBaxn3xCpoZFEs35BTwalVlaqeLlhHVHXmH4fxqjOrnJouTyhxKDUe0KRGHCY0tfsfCCqShZ6gXgErmnlrFTpbQ494pL2Lyg5Ai/fcT3x9GGcsh+4pb3GAvN+om2vSwNmIzfh8Vjxl1LLrpmzAO1U5wbzBUKtGMHaBEWRwTmEQGt3M4vt56te/822bCqcTyBwh4FnA3rWbmeNE42iBRYpM+M7Etyr/cayedy921D8NlQXFXKEl64lSHIHaAEVE8ZTBpybaS6mBw7BBkoQkaMj3eFQMX/wF4xpKt3iyrvldJXHej37Mt7lEGtvOfzciFMg6SvMbBEhtpN8MpXUZPweoPr2hcKIZMbK2UWsWVCuGyVda18Wr+DrRdyiRXAdxVcITSNfuQQl3XCXzRdsLILNIc1J/YkwSI0cCaVXDoMrejJJPRBKUcCo6oOASlM6OscBfdqIQ3EAya87KjkDpkXFO/B0L0AYlUcEeBNX3CqrdRwhUvF3PQFpFNx/UTTXgFkc67NmZEJNTjPAold1H2inpwEoLogV4tfipZi5euyAJXG4ohArCKAO1bPh2fgPTbz+dzBfuHd8wjoEIUmIqB1VEVGByJ9reCO1VF1fQQawx2rIwBq2ETijtVhgzIkQTCXOpVBc+4j9LYI7HRlriV0k5qQ1EzwypH2AsCHjkjwPoTmxSsCOtb54tW0mNYb3na4dGr51ZOR2B3U1XmyN+2Ug9uMDS8/CETSC9AsOgJ7HyIQowjgybQx6hhUCxFABBABRCAsCCTjybSzc4/Dgh0KQQQih8DiRQuwo0YOXpSc5Aj89snfyBBAtjPJuwSajwggAmFAwHdsDYNQFBExBDDyRQxaFIwIIAKIACIQkwhoRj44lnbr2Xcy4K/vS/EpDe67B+mXZ+G42pg0zK9SU225C4BfWpxbNaBQrm9Prpn+umhBfuuUz+9CXe+vfXtY4cW5LdLNnbwl6a/WvgErK6ZQeGrAas7nvzfvsU8RV0ubXVp9kaKq8Qc9ahwkAi7olkKndU0NtMo6m1eqq5XrveY21b3GPP1fLkRH3SDVx2qIQEwhoBn5Xnnp/bOvvZUpVRrC3sav6XG14+Znzw0ejK/jauG2f74+4wIsq3RltBfJwxUYmnekf/CrpjUqfkov73/cVUp/vFX7Nhtc8o7MXSgpPfxVf5U0mdJbkpRemG3OW9/MV6QfvYVhRHu+yHbjue5vQKXZ/sFdpDnfVDNJaHVeDSg/17I+pjoOKhNVBPr2mLbceZ3rIVZy7O0i9dMhDRWfNPD7v6qpmF7edvhFpR911I2q2dgYIhAhBDQjn1K7s3+Z4Y+rJfTQvukr/202QupFQKzr8p9HyIvL6daaacvXkJHP+oPYhnf54QYa/G7Ul3NPzcZly5cF9w7BgHVLB+jT9M0RSzpnrcHS0tu9IwKWo8i4RcA1eYeQ54xcD0lf3/xJg8/hV3FrGyqOCMwDAkFFvodTP0pUHf354TyoHmSTzru3JDVvTAZ1skJu84USkDNSs0uBEdWtmqvlqA0Kr/njBj7s8TUtLUdw613dKCZJwY7CBfnWPvaklV7eLBAMrhYPC+pLbwoEO1Dligzn3eOMQQWxKhhSHp7jTveob62aJPijmYmEQDCR75HooHYOizg6qN3llB/6esfpu5inx8V5R9jMTOA8/VaxbeGW94ponBNdfBjOMAY3YdSjJpZJAAQMVccZ/X7LtuVlFqgEngJY0JqOjMNfMeq+3iRfDF7PPZ9xwVKJ4dzIqHsQqxjYBqzAw2d0OR7Pdmd0FOJKcwL0JDSBRyCYyIfg8QhYWtiCH3CezZP+QaELdY/pyiIt7718wzBiiwgoImCoGPyq+3AJW8Bj8Y/FIfvFDgLU/UZ4cKLUPWm/HNjMbGUaX5EoPP9xhETp5vUg3bjyxYCFoycRgdhFIJjIt3DJMplBcXRQu8EoXyERlk+CcRL/TD3S3jERTHVBmXFnAGuNfW2h8KvBqIl1YgIBg6XqSP/jWccFFv9okAsfgaFuIEdXmGpgjSBYdiSy6ElSplVp28jqkBjSkwrJYCIfWZL+lMTVmU8siR/X06dX8bVmGXeObJAXz3kGWdtiZWl4N/58Rcq4uqZUQ6H94p+DbAyrxS0C9irvCzaGvCMCbxnexzhldLIolcoxFr0V0tXo2IATUqY59ehfc15sKBWXWiQVkgFEvh+/F04WWPzPqWmE+/jo+1GStuF3i+PH04aNf8wityZoWsv0xA2S9UYuv8bG3peSvuHHFfO5ppwTd6c93/KcZ3AI8KsvsFhIX+NjlwuGufLLEnHjk3wghJe6CttDmaQGpyXWmncEaA9p5Z+HXFc+u0V2bIQcKMtmWMa7NXEZugftzNyXksu4jD5aUVKB1ZJeI7QbcxV3+0Y1dqdADtdx1jOhW7YFRqXOO2aoACKgioBm5Lt+852Mzz8dpQKuvXv2He699ZSV73+07Dv4mDH43Xuvvb9tYTwhDO/JXSgZpxxO0bjvS3hgCX0z/eVaGA7grFYoJlvYZ68D2tqLRN+vb/6mYblCgIT35fmUFpDD3mT3fvS8R2io6nVcgHckOgqf55Lodjk3H6dv+9FkPF6NkRrIa2Ck05YOEuIkNZ5chbp6ECjp/mSX8TKXivnyecg64d7vzDviOFwyTrtH0fiOBvalq/Xt+hH4iXvlJr28ZseL8G+T+fhEBmU7hGzk50ovdDWRozTrag1XkYY3Wd02yqyynmk+TqzlmG+MPTJREEj8k2lxI+BE6auJbAfuWB3v3oV9O3/46Zd4tyJR9ccdqxPVs2gXIoAIIAKIgF4ENNlOvYKwHCKACCACiAAiEBcI4Mm0ceEmVBIRQAQQAUQgSASS8WTasem5INHCaohAtBBYnbYIO2q0wMZ2kg6BVYYnZTYj25l0nQANRgQQgbAj4Du2hr0JFBhGBDDyhRFMFIUIIAKIACIQBwhoRj7Fk2nVjquNfYNdnQWLgFkS/eUeOM2/Jj5cx31vHQ6rHRESCy9f8bYUtIqPDNbQfab1AIdAATNT9jGshoMw9+lcBmlup7ALgp4Whmkt63AgVURi/bhY+lOdXXANB4gqjO4hAI0aUiJ0Fb45D3pp3l6kx0AsgwiEEQFJN4aeXBfqjgM6blvlwUdHxTDaHZIozcineDKt4pch6RGtyobinrkTRbS1glNzY4PdBWSkp8F0YIh+k90IH8N/BSN2qFVHqDAUH23KDExf+wFzbc+K7kv1WcQxfn9G9jEwWXpKp2xv22vSU5AQXSbrEeXHxd6fSFH3WKMlu5HvDPRjT0WKgnjXcF3uprLzzhU1lwbnOraLztSYaS0BMEnTpem5S/Wkp6Fch8v06I9lEIHAEIBuPDbIDQVZdFhrDHXHAR23rfLgo6NiYKZFrrRm5Itc0zEgOdVSCjGAkB57qE9J4TQGhtQy9SO3Q2lpxsntxpayvX9sur+YSD+mhiI6tLpSk7Opes3ZYdEnNBcP15kqu0YKTvV3NFpSZPq4JkYFo1MMsA36yHQA246HBhfWRgRUEEjD88709Y3kjnwqGN0fspbIODoRK+h5tIfZgMCaUuaQ5xwKcksYnShnxgjxFes+zTXk5QPd0LS5dpSMHDJ7JNBpB1eGm5v6XBM2rkXGcojIVSkjMWRdTSUT0lVImT3ZRypU2hAUYLodGHJ1UgXkJLDMfCpACSWPtmqKyUyWEyY+Mj1yOn3dpK/T6y0103qyixBTlrOMgS+jOg3LM0GQo/aD0y63a5yYmkpz9ArGcohARBHwc4/Ib1u/96y/8YQ3QDL4+BilOXZFFAZ/wpM78s3YbQ10i8MCi5gfsE2T6g7KHowcOsnNBTlWkPJaJ1bYDplZDBiyVnaRvYMcZUqv7J2McHBk7GSE6qic/vIRS1u3kXoHYypGDu2m60wpOdW5lB7MAskct8amHRknoKFTGT1lymuQ67gWuwohNIrIVSkjkdM8dqqUKsoxe7KPvg3lVHNEJWx2vNYiP9rJ13xllER9T00xmclSwkQBeUGOCE8GnfKl7GIW/llcByeqXtysbkVNxzTHikv5zNSKPzHCYLTBtKkh48RRRbJ03m5sbDiZEVC9R+SjltLIJgVOdTwRiokHHxnmesau+XJT8ka+HniQNxf2mIAZd+zLEeNfui5HoAzuOemQOtTbQ0imcQOsA6UYYbCzXR0ihD7yQ7iCUGTZB9ScR4BpuVBspP+qmP/yEZsKFec61jk7T56nI6zixU07ivIp9UdbZE3LL0+LEKWCZdzUGzIaDDRMim0EBXzNV0QpxH7tT6YIT5VW1F3Mwv/0HPxxi76KF53JUb/DKVaWdbSYzKGUNBaq2yq55yG8EIEYQsDnHpHdtmG4Z9UHH11j17yBlbyRjy4Fw9jX07/PE+f8joDiH2mASa2AeWEBgSEv+Lw+RvT1Lt35eqb/DsBNUBhXGXxs09PHJA0pntAkSPExn4sTcpT0NKpeJkSZ+l2sqSZ74pFdlASuvFe6t76Uuc92UkaHagqNSgFJ4l/IWX9RUTmwRhLewMDg8F9aetuGeH/pUixqY5cubbyFkjfy6QeK5S9ILpgG0c+pFft6HCdoXh+fHapfJi050/pBmW0U5nOa1UyUaOXmKJL0Qs2KgRaQNMSd2JulumYuNV8VpUB1EJWPhEz96nCtj/JpQLQe73cmwn26/BDQ3Uebi7c3c7RnbF408U/oPKFn/cWgjQlvYJgxF922NqfKyBbGJqM2dgWocwCRz3syragNxS8D1GF+igcwecrJh5W8UecVYD7dTlgXBA6BrvPBezNuYsjeXiN5F8Ix4Z5xsWJZuev8JloJyYFuUZagCAt752k7Sd1Al/0ctbYhSmPCHLFzyAcuaFFQbCddGjSm0fU5eGmBuK+q86gyMXoaElfxNV8RJUkrmooxk8WXtkx/nScAFyuK4VY6u3qBxvT6HRZ9IZ+owOpmcZHlc+pz9/x0c2w1uRDQSDCW3bYWpZFNDpjf21Y++IgqBzqkRNdRmpFP8WRaxS+jq3iQrdF0Ry6pARITZOmXw3WFsJ4HtFVlXWvnbpYGyTL3YJlnHxCb92o3QUIEsFuD/KpegcV4jSY9FjqLur0rhSZydTfkpJDM+rZilgevKpYN6+Re7zWSX0DD23kbjWqG4ipgz2AFsXfpdsi7gSyVbvi1p8wE6YU2Ul2cIw0mRd0w6TxJMzUgKYZTTJBgzoVnukyPFdDpy2z0d09up/ijb0Pk2CEHlOZTb3zx9jFfASU6MfIKUVFMarK0ioJMdTdxOvpxsfcnCgJ7k53PcOEwkRsJ7/8B+LZKqd/5UjnNgDxL+zRV3svae4p3d5AdE6shAsEiQPleLm0b8rCgQ9KOrTaUQTafeNRSHtn03bbE6DP4yCv6HbuCNTc89RL/ZNrobQTMXm0ehdm98jvR4XEYSklIBHDH6nh3K+zbedv1U7xbkaj6447ViepZtAsRQAQQAURALwKabKdeQVhu+KSYIEU8EAFEABFABGIUATyZNkYdg2ohAogAIoAIhAWBZDyZdnbucViwQyGIQOQQWLxoAXbUyMGLkpMcgd8++RsZAsh2JnmXQPMRAUQgDAj4jq1hEIoiIoYARr6IQYuCEQFEABFABGISAc3Ip3II7eyZmwczzr6T0XfmzKOYNExFqam23AXALIn+zHtap7jCA1bu+6qBsFoUIbGECLbktgSwWaerZQ+HQC4zU/YxrIZT8a1mBqm5LQAVyQCtVTUQSBWR4n5cLP3J2ie4hgPEF8a+PZKusiBf6Cp8cwJ6+dZAXBBukFFekiMg6cbQY619IQKi47ZVHnx0VAxRtbBV14x8iofQXr9Z9+HkNFXix2sffn7metjUibig9PL+x12ltJmS7sezjgsl5EZH7fN72M4h65vhY/ivYMTaW3SEivTytsMvBqZv3x5TTUfGha+a1pCRcadL9jEwWXpKGyo+adC5sZcuk/W06cfF3p9I6YXZ5rz1zXxnoB/7q+Q77rgm70gaXPPHDemiLxh69KgPcstW83LIw40e27AMIuCLAHTjWQc3FKyhw1pzXogo6bhtlQcfHRVDVC1s1TUjn0JLj74cINWXt3582bw2k/783f24mvaJLDLk7YIYQEhHb6hPSWFzCAhyteQXfhZOgR5ZwlBuqBicnRssJ/zIzn+cxzMtpSavp+q1rA+LPqG42En+6HgMiSfs70JJ1hu5IpVcrRdJ9zezc990ldIuRMYng5yjRsTTKDRJEVjG7baLlxYCwUS+ha/uf2kVPYrnmbwNT0EDzy5dqNVMfP3utFflyzg6ESvomY0NWDkqjydIec4h15zP6EQ5MwbHLPiIdbVyDXn5QBeUMdXcIjfqTR4JU0JDZm5u6nPdPc61yKYdInJVykjYqxZTybA72xbK7Mk+UqHShqAA022PfaqNWiongWXmUwFKKHm0VVNMZrKcMPGR6ZHT5uum8PYzS1W5J9TZL955faM4FhsqWo5YYAqYvr76Dfq4nbEsLJE6vBagtOREwM89Ir9t/d6z/sYTHlnJ4OODtubYNW/+CSbyeZV9OPUjyXwh75V5Uz/Ehl19x2tvgIySfDE/0D5JrL2UPbhRf4ybC3Ks4OGv5h53ZbTXm1gMsFcV2UgDzAkoZUqv9dWMcBjJ2M0I1Vu1b0sZSx+xtPV20vQNYypu1JfTtSKDxfpHSg+uAcm9FZRbG7A+X2TL6IKGujM6CpXXIDdyLdq2QGgUkatSRsLSMtu9gyrKMXuyj74NWawcUXnHSXLzfU6m9TFfGSWRg9QUk5ksJUwUkBfkiPBk0Clfyi5m4Z/FdXCinmugd1xKdYoqOe/eAn9Vh0ox6VEDyyACehBQvUfkt63SyCZtQHU8EYqJBx+ZbnrGLj3mRKJMSJHvwei5p946uHJxJBSLuMyOwgWLTVs6soAZ/+aI+Eh2smMjfZZnF0dh2S92EPLicvrIn7YcqK32yzD3Mq5k4QpCUd4RoOY8+matTOOL3fjzFT53hv3oI9YAFR/3bnC2HfuMTsUUL1fLURiaSzdT6o+2yJqWX54WIUqJWwwEQ/WGnjOm0zApthEE+5qviFIgKiiU9SdThKdKK+ouZuGf0Zjcoq/W1Xd5XEJ1issP9La/2PSJd3aoJQt/RwSihYDPPSK7bcNwz6oPPrrGrmgh4dNOCJFv9sxt8lHeq0B7xuVFl4Jh7OsfZJyVv8vllJ+5SgOMoQrmhSWkvcjkzQ4NFAhG9F00cnSZn4uboDCuMvjYpkc5SUN+T6b1MV8ZJT2NqpcJUaZ+F2uoCQOEGpkJtze5wM3OY/OSJP4lYhpOwhsYzn4lvW1DvL90KRa1sUuXNt5CQUc+990+8vttjOecPXN3NsBm46q4wSjn+mAaRC0wVB3p/6ariXiyQwMzy9Wyq7D9FsznNKtlUaKVm6NEdpCVNMStla9RXTOXmq+KkqZ16gUiITMIdWBWJ+XDPTKm2o6R41wqnUtPOm4QjYdahSb+CZ0n9Ky/ULWJQP2ENzDMmIlu2+MTKiNbGJuM2tgVoM4BRD7xIbQPzmz8Gt5neIe+0ne2buqJOCQ8A5g8WTbDSt6ticvAfE5PwLogcAh0nQ/em3FBgkPFe5J3IUbuTrumWDFZEryPZ+j6EBszhX9IS/S1tfYRw0a67DdSc9xOaUyYI7b5sp3QoqDYbjr5MC6j63Pw0gJxXVHnUWXq6GlIXMXXfEWUJK1oKsZMFl/aMv319wBc7E9M32Ub8zh/9dEXItnbkLCMUQ/vM3A5Sqa7RkxxCXD0weJhR2DSL1MjH7XylUY2uU5+b1v54COqHOiQEnYs/ArUjHwKh9A++nLr4DWR1LT0+MntpOmOXFLDrdrnZemXA9YtsJ4Hy3hF1pa2cpYGOVKzi768nHcEiM1xOsYVje9ocPCreiX5xn6a9LjlTukF70phFrlcDjkpxLP2oyqWDetk/GI/2VxCw9tnx2lUSy+v2cFWEC8aK2AyAVkqkE9POgqfh/fBjxNruWRJkjxXegEmnUdppgYkxXCKCRJMZnimY0k3zAqIVYXt9HdPbqf4o29DpLmevqzGp9749iIf8xVQcrW+LRKiopjUZGkVBZnqbuJ09ONi708UBPYmO5/hwmGieKtAVqfSvNzZapZkx7D1XbwQgegjQPleLm0b3k6G9AXasdWGMsjmE49ayiObvttWYfCRV/Q7dkUfKHGLiX8ybfQ2AoaX0qD/weze953o+XUyth7zCOCO1THvIg0FYd/OH376Jd6tSFT9ccfqRPUs2oUIIAKIACKgFwFNtlOvICw3cExMkCIeiAAigAggAjGKAEa+sDnGk2MW2fTLsOmLghABRAARSFIEEn+db2x6Lkl9i2bHDwKr0xZhR40fd6GmcYbAKsOTMo1xzhdnLkR1EQFEIAYR8B1bY1BJVMmDAEY+7AyIACKACCACyYUARr7k8jdaiwggAogAIqAZ+VTOZCfuu2e20g1cDu5/EHcoztgPFCyClZXVBdbhGdfw6Va3ugnu07m0ZFpu5wwtNEw/Qq2w2Ozq5NTw/uUeOM2/Tj1cx31vHQ5LU4KQCIn10VEwrcAftgqWzbR6XQM/yz6GFQpfYTJf62wtrF1CZ5tYDBHwIiDc1MJIUqd8mJl+yHTcCMo3uI6K+rWIbEnNyKd4Jrv77kHYvWyUqjZ9bjCezmQHje0HzIXOPzggoWCsp5qcLK/8wh/EKdvb9poi5ANDcc/ciSIqvODU3NhgdwEZ6WkwHRii32Q3wsfwX8GIHWrlon4gl6H4aFNmIBVYWXBNbc+K7kv1WcQxfh8eUCQfAxYXaIUAfB0MJoGqg+URAV0IZDfC6MHdbll0JGmU7vOkS4akkI4bQfkG11ExcG0iU0Mz8ik1e/svP2fBmezjr1W/SX+OrzPZZ5yws53RwO2xaMhubNu7IgBos7f3j003Z6cGUEVv0VRLKYz4hPTYQ31k09uinnIzrSVl5/UUDEMZ5hq4UijI/cVE+jESmAentBSTCHaJ4NTDWkmMQBpuHqvP+0FFvlXbXqKHE7kfPZyEVpZt2hY/+3byqPSULSqpszOS01DcWMGdtOQ+bS3hiUee25RhKJ7Le2jDziGulqeKa7iOJ0i52VuI1325fAkH6JmNCY3yBCmvXkFuCSNUSwQS1aOMr1hf893QtLl2lIwcMnMSgjBtwsYpIDAwIrpVSpgMWVfTtgjpKlwNHKnsI9Vb2joUYM46MOTqpIBr08IyiMRUqu+kVk1PGSZyekdEz/L0uMBa+/STEPsFVkcEVBFQH51IQHcBNKB6w/KNy29wqU5BjBhRcmtQkY+FCSA8Bz+FkSoT/h0lZcPSTGrFn9jUarSrcBMbkXntZ+y2BhupdzDeYOTQboUFKvFcXqANbdOkukNUZbjOVNmVcWJwbuxURk+Z9nDstYkqQLeILrCIyQqR/JPcXJDjAJsuTc+dWGE7ZGZNDFkru8heaJRSpvTK3snYD0fGTkaojjaUSwd3H7FK5qfkVOdSpjcLJHdsNwRn2jpOga5CHxZXSpjkNI+dKqWqF3WP9VSkyD7SO1AKbE41x0LDkRRrLT5Hxvt2FTlESjCKaoloYYmeMkyk9I6CTLV+Epa+jEIQAUUEVHtdgHcBHUm8yy7KDKfsBhfrE9yIER2fBh35Ula+f9n8Foyuo5PH3o+v8/mATLt0qqmAjZss/rHgkWrZNz3Xsc7ZefL8aADYl67LEfELM60nu2Dszqd0qGF5JrFdHdIlC+agq82FPSag6R37csRVRPLvOWmQHurtgccN4waYp6YYIYSzJmhbEK3BELCiOdsjwLRcKDbSf1V8FIGPWE3zgzTNowCEKOWzEHQBpN46ENc0TIqtVpQog0gRRl2qqBfyJ1PaT0JsCKsjAroQ8Ol14b8L1G/wIEcMXYaFXijoyAdNpzzz6tnXWPD7+WHomkRVQkpOxb4eNkOi8Y+PT4zI6l2683UwKaQL+Dog4hh3p3O4p+vSNOOmf584jiop4XbJD4inTaRWwLyzgNgqzd7s0EBN0GV+4KYFqoa/8pLW/R9E5iNGCpEyjKHpGgmZoWlEa0sS/0LO+gtdn7BLSHgDw4lY5O8CubbzO2KoYxdK5KNSFy5ZBjOQJ5aE0zuRlQXhzbPoBRMdTwriTOsHZbZRmK6F3ryJUpE0ksEkcnuYV5xTDHJmj8/WSYVY7jhRTzzZoYHZodP8SJqmrbCkde7I+KwAlvRFENmcKjBqK6FaQtU1IcgMvSpN/BN6Y+hZf6HrE3YJCW9gmBGL8F0g13Z+R4ywRD7PmewPztDX+O7eptwbTXJZ++7KuDqTHRa94LU5bnnPfRW4TeAEIH9iYpT7RvhHMB0udQNdGHPU2oYoswezqM4hXWJ0Tg2prJx8WMkbdV4B/d1OWBdkykO6B12wNGRvr5G8C+GYcM+4WLGs3HV+Y7CG+fbOqyQY00ABQc+d/EOAMY3Os+GlBQ58fVewwHqlyyCyKMEo0UVTT3vnaWkWrqJr9NmHpRCBsCAw7X9JIeC7AJTyeyMo3OCCHaHfs2FBREWI5pxP4Uz2hU+/+dT0ua+PbTz7ztZvybuvbXslkhqGX3bBqbZSwxUu53DTF5CNwhbG2LBF7vVeI/mUAnWct7Gg5T5dfsgB/6c5L8Oif3fWFcJ6GzCllXWtnbtZUqKj9oPTpPgoZVB7ykyQ7Wkj1cUQllQvmtwImSlwjTaYZOmXw8ryoV9b9gGxea8W0nMq75Xu5ZSneTHGazTFsdBZ1O1dKTSRq7shMYRk1rcVs7cCVMUqm28oriplK4i9S7dXBGIabctY1A1z0JOgZxfkyHhWHwWZ5lyYeGXyuLlo8C6z0Wqe3E7xR0jBlQFLjnn8ojPDSgqRAoxiX8NjBG+7TE/P9xQTi7SKgkx1P4a/Y6PE5ESA8r1cXjS8EAwZA3V2P71O8y6QDXrqN4LCDS6/gwIYDKPtOjyrIdqIR6k9eOcMbgagGiBPMkpNYjPBI4BnNQSPXWzUhB2rb7t+ig1dUAs5AnhWA/YJRAARQAQQgWRHQJPtTHaA4tV+SOKiyaI44YtXB6LeiAAiEDkEMPJFDluUjAggAogAIhCLCGDki0WvoE6IACKACCACkUMg2SKfn4OBpD/R/CjR+UHqp+24h+BgHbpRp+/emN6dIdOCf8E8cr5HyYgAIoAIJCcCyRb5/BwM5P2Jbh3ZaIE3ZLkjhPidJBU6CN2PdVPZeeeKmktsZ0tJEZZd2UPoW+2X6Avmsp0zk7O/odWIACKACMw/AskW+aSIh3YwENuPdaTgVH9HoyXF9wwd0RvxbHePEY2XTOe/M6AGiAAigAgkBQLJHflCcTG3H6spywmvjiqSmXRzWO71dhfd0dHUVJoTSntYFxFABBABRCA8CCR35FM+GIhtI8LOfuM2WFG+uCndipqOae4sdR8y03McUoNpU0PGiaP4gkF4uixKQQQQAUQgRASSN/KpHwzEFvbYJr/8Op8SxtzG/JlG2DfZso4uB8qOAaJ14DgkQQKcohDIWX0hehWrIwKIACKACKgjkLyRT//BQJr9h52T53vRs8Lp1pr1sPUlXLaTPgeja0rGAogAIoAIIAJhRyB5I1+IUHJH0ow6vafE8acFCXLp5q1wTvrR5uLtzdwp8HghAogAIoAIxAICyRv5AjgYSNFROdV74UiHrl44z917WhCxH4AjIAooscmFRpbPqe+coFjoDqgDIoAIIAJJgECyRT4/BwN5f6IZLuxNdj7DhTs3R94b4P0/OJDIVik9LchbKqcZzuhhmZ+myntZe0/x5wQlQadCExEBRAARiGkE8JSimHYPKpckCOApRfHuaDylKJY9iKcUxbJ3UDdEABFABBCBaCCQbGxnNDDFNhABRAARQARiGQE52xnLuqJuiAAigAggAohAoAj8+uuvsiqSyBeoOCyPCCACiAAigAjEHQLIdsady1BhRAARQAQQgZAQwMgXEnxYGRFABBABRCDuEPj/AVE3eAVecarYAAAAAElFTkSuQmCC)
C. Determination of partition coefficient of Luliconazole using lipid-water system:
· The partition co-efficient values for the n-octanol as oil phase were found to be 2.80 respectively.
D. Determination of UV/visible spectra of Luliconazole: UV/Visible spectra of Luliconazole in Saline phosphate Buffer: A 10 mg/ml drug solution in saline phosphate buffer (pH 7.4) and methanol (60:40 v/v) was analyzed using UV spectroscopy (200-400 nm).
E. Creation of calibration curve of Luliconazole in various solvents:
i) Calibration curve of Luliconazole in saline phosphate buffer (pH 7.4): Methanol (60:40) v/v:
Table No. 02: Composition of saline phosphate buffer (SPB), pH 7.4:
![image](data:image/png;base64,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)
· A stock solution of 100 mg drug in methanol was diluted with SPB (pH 7.4) to 1 mg/ml. A second stock solution of 100 µg/ml was set by concentrating 1 ml of the first stock solution. Various aliquots were taken and diluted to get concentrations from 1 to 10 µg/ml. UV analysis at 295 nm using a Shimadzu UV-1900 spectrophotometer produced the standard curve and absorbance values, as depicted in the table and figure.
· From the equation of straight line was found to be Y = 0.0203x, the value of Correlation Coefficient (R2) is 0.9988.
Table No. 03: Absorbance data of Luliconazole in saline phosphate buffer pH 7.4: Methanol (60:40) v/v (mean ± SD, n=3):
Sr. no.
|
Con(µg/ml)
|
Absorbance
|
1.
|
0
|
0±0.00
|
2.
|
1
|
0.123±0.010
|
3.
|
2
|
0.239±0.011
|
4.
|
3
|
0.312±0.015
|
5.
|
4
|
0.425±0.014
|
6.
|
5
|
0.525±0.016
|
7.
|
6
|
0.628±0.023
|
8.
|
7
|
0.716±0.023
|
9.
|
8
|
0.816±0.016
|
10.
|
9
|
0.876±0.014
|
11.
|
10
|
0.996±0.012
|
ii) Calibration curve of Luliconazole in Phosphate buffer (pH 6.8): Methanol (60:40) v/v A calibration curve for Luliconazole was established using a mixture of phosphate buffer (pH 6.8) and methanol (60:40 v/v) at a wavelength of 295 nm. The phosphate buffer at pH 6.8 was prepared by combining 0.2M potassium dihydrogen phosphate with 0.2M sodium hydroxide. Luliconazole was dissolved in the buffer, and various concentrations (1-10 μg/ml) were prepared. The absorbance at 261 nm was measured, and a linear standard curve (Y = 0.1013x) with a high correlation coefficient (R2 = 0.9988) was obtained, demonstrating the reliability of the calibration for Luliconazole analysis.
Table No. 04: Absorbance data of Luliconazole in Phosphate buffer solution: Methanol (60:40) v/v (mean ± SD, n=3):
Sr. no.
|
Con(µg/ml)
|
Absorbance
|
1.
|
1
|
0.121
|
2.
|
2
|
0.24
|
3.
|
3
|
0.313
|
4.
|
4
|
0.424
|
5.
|
5
|
0.523
|
6.
|
6
|
0.627
|
7.
|
7
|
0.72
|
8.
|
8
|
0.818
|
9.
|
9
|
0.88
|
10.
|
10
|
0.99
|
E. Drug-Polymer compatibility: Drug profile: Drug Monograph: Luliconazole: Luliconazole (LCZ) has broad antifungal efficacy against pathogenic fungi, particularly against Fusarium, Aspergillus, and yeasts that are responsible for the majority of fungal infections.
![https://lh7-us.googleusercontent.com/JPrAqnD6zfJeQ5qlyO-XLxLQa4YDsHZxTnTwPllwHvQdy7ZU6GjfJcXZyIRIl4VzlzJ0qM6ftISG0Iy6yw89hwDhUzhqIdd4q6IdCHCGYkDJ5bdsUEXVLhqv5DWt1ZwTldUtnfXJxDt2dBliFk-_6w](https://lh7-us.googleusercontent.com/JPrAqnD6zfJeQ5qlyO-XLxLQa4YDsHZxTnTwPllwHvQdy7ZU6GjfJcXZyIRIl4VzlzJ0qM6ftISG0Iy6yw89hwDhUzhqIdd4q6IdCHCGYkDJ5bdsUEXVLhqv5DWt1ZwTldUtnfXJxDt2dBliFk-_6w)
|
Description: Pharmacokinetics: Luliconazole: Fast-absorbing antifungal, metabolized by CYP2D6 and 3A4, disrupts fungal cell membranes. Caution for side effects, pregnancy, drug interactions, and motor skills.
|
Excipients profile
1. Oleic acid-:
![https://lh7-us.googleusercontent.com/48oQU6M9vwgbC0I3TUawq9N4K22eTSrPcgI6tRo2dXCyKnqOUUpnZoozQA6qSjQOjMEflDMSsDc4seHATTl1qUs6iZPAY0YuQKMZ2iP5z3ghlVgFoI4fcshP_3O3l70oXrYtvvU4D32ss-LaanM5Tw](https://lh7-us.googleusercontent.com/48oQU6M9vwgbC0I3TUawq9N4K22eTSrPcgI6tRo2dXCyKnqOUUpnZoozQA6qSjQOjMEflDMSsDc4seHATTl1qUs6iZPAY0YuQKMZ2iP5z3ghlVgFoI4fcshP_3O3l70oXrYtvvU4D32ss-LaanM5Tw)
|
Description: Oleic acid is a pale-yellow liquid, emulsifying agent, and skin penetrant, unsolvable in water, soluble in organic solvents, penetrating to air, heat, and incompatible substances. Used in drug nanoemulsions for conditions like bacterial keratitis.
|
2. Isopropyl myristate-:
![https://lh7-us.googleusercontent.com/_pQEzERokB16YWuZtSRcTzWr5gZm79q2vj5nxZYShdK22ruO2QdVcu2U1R4SdVlFG0kRNgYcSxml-rtbElK-_-k5wDhJJMzg3UqMYT8bSc0WASTNO4VpoEYdkJGREYJ36acASQ5MFggI2if7fonDUw](https://lh7-us.googleusercontent.com/_pQEzERokB16YWuZtSRcTzWr5gZm79q2vj5nxZYShdK22ruO2QdVcu2U1R4SdVlFG0kRNgYcSxml-rtbElK-_-k5wDhJJMzg3UqMYT8bSc0WASTNO4VpoEYdkJGREYJ36acASQ5MFggI2if7fonDUw)
|
Description: Isopropyl myristate is a colorless liquid with minimal odor, serving as a skin penetrant. It's soluble in various oils and solvents but practically insoluble in glycerol and propylene glycol. Safe for cosmetics and pharmaceuticals, it's incompatible with hard paraffin and strong oxidizing agents. It's commonly used in Nano emulsions for solubilizing lipophilic drugs.
|
3. Tween 80-:
![https://lh7-us.googleusercontent.com/ZFxFwiRgjSmWWe3-FT-cHI3u90e2KqDA2molTMIzmYXOnybcqqX5cV0hSCf2Kxxt2OqvXj9Sw8CCN1704YQd2zlWb667CuVJqkfjJ2WxcNulpFM9sgb_ucEX1XodCTIeDHz_dTNYtFPIsp85XLaznQ](https://lh7-us.googleusercontent.com/ZFxFwiRgjSmWWe3-FT-cHI3u90e2KqDA2molTMIzmYXOnybcqqX5cV0hSCf2Kxxt2OqvXj9Sw8CCN1704YQd2zlWb667CuVJqkfjJ2WxcNulpFM9sgb_ucEX1XodCTIeDHz_dTNYtFPIsp85XLaznQ)
|
Description: Polysorbate: Odorless, yellow liquid, versatile non-ionic surfactant, soluble in water and ethanol, safe for various applications, used in pharmaceutical emulsions.
|
4. Polyethylene Glycol 400-: Chemical structure:
![https://lh7-us.googleusercontent.com/AP_nLp3CZaI_wmWvbS7h_KseWxE4Q1b-8o4X76db9HDFr7xugt8S9se3vHh6d7OGJyLSeC-Amm3wTQuWAt0eXBGrKFfAwUioLHwU1banX9_uCe4zdnKUui3UmiruQTucgI0kcb_IKVY4dfGV37nbjg](https://lh7-us.googleusercontent.com/AP_nLp3CZaI_wmWvbS7h_KseWxE4Q1b-8o4X76db9HDFr7xugt8S9se3vHh6d7OGJyLSeC-Amm3wTQuWAt0eXBGrKFfAwUioLHwU1banX9_uCe4zdnKUui3UmiruQTucgI0kcb_IKVY4dfGV37nbjg)
|
Description: PEG 400: Clear, slightly yellow, odor, versatile in pharmaceuticals, safe, non-toxic, used in various formulations like ointments, solvents, and more.
|
2) Formulation of Luliconazole based SNEDDS for Topical Sustained drug delivery system:
a. Selection of Lipids and surfactants:
i) Phase solubility studies: Luliconazole solubility was tested in various oils, surfactants, and co-surfactants. Oleic acid and IPM exhibited the highest solubility, making them suitable for a microemulsions vehicle.
Table No. 05: i): Solubility of Luliconazole in different oils (mean ± SD and, n=3).
Sr. No.
|
Surfactants/Co-surfactant
|
Solubility (mg/ml) (mean ± SD, n=3)
|
1
|
Tween 80
|
24.14 ± 1.06
|
2
|
PEG 400
|
33.63 ± 2.13
|
3
|
PEG 200
|
30.58 ± 2.03
|
4
|
Propylene glycol
|
25.73 ± 2.22
|
5
|
Span 80
|
2.77 ± 0.21
|
Table No. 06: ii) Solubility of drugs in surfactants: Solubility of Luliconazole in different surfactants/co-surfactants (mean ± SD, n=3).
![image](data:image/png;base64,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)
b. Drug-Lipid compatibility:
i) FTIR Study:
The FTIR analysis of LZL showed absorption at 3035.45 - 1 for Aromatic C – H Stretching, 2981.05 for C – H aliphatic stretching, 2199.72 for C ≡ N Stretching, 1554.77cm - 1 for C=C Aromatic Stretching and 757 & 1100.17cm - 1 for C –Cl Stretching.
The FTIR analysis of Isopropyl Myristate showed the asymmetric stretch of CH2 at 2923.02 cm-1, the symmetric stretch of CH2 at 2856.36 cm-1, stretching of ester (C=O) at 1733.04 cm-1, CH2CH3 deformation at 1459.48 cm-1, CH2 deformation in lipid and CH3 twisting at 1248.58 cm-1
The FTIR spectrum of the Oleic acid sample is depicted in Fig. 3, revealing distinct bands. Specifically, Oleic acid exhibits two bands at 2855.65 cm^−1 and 2921.91 cm^−1, corresponding to the symmetric -CH2 stretch and the asymmetric -CH2 stretch, respectively. The concentrated band observed at 1708.44 cm^−1 is attributed to the asymmetric -C=O stretch, while the band at 1285.05 cm^−1 corresponds to the C-O stretch. Additionally, bands are evident at 1454.53 cm^−1 and 935.25 cm^−1, representing the O-H stretch in-plane and out-of-plane, respectively.
The spectra of Tween 80, as illustrated in Fig. 4, exhibit characteristic peaks. A peak at 3744.47 cm^−1 is attributed to the presence of N-H secondary amine. Another notable peak is observed at 1724.35 cm^−1, indicative of C=O aliphatic stretching. Additionally, a peak at 2982.72 cm^−1 corresponds to C-H aliphatic stretching, while the peak at 1138.88 cm^−1 is associated with C=C stretching aromatic.
The FT-IR analysis of pure PEG-400 revealed specific peaks at distinct wavelengths. Peaks at approximately 3448.74 cm^−1 were identified as O–H stretching vibrations. The band observed at around 2868.02 cm^−1 was attributed to the C–H stretching vibrations of the –CH2 group. The band at 1248.71 cm^–1 corresponded to the C–O stretching vibration. The absorption at 1456.68 cm^–1 was designated for the C–H bending vibrations of the –CH2 group, with the acknowledgment that asymmetrical bending vibrations of –CH3 also contribute. The peak in the region of approximately 939.45 cm^–1 was assigned to C–O–C symmetrical stretching.
C. Preliminary Batches of Luliconazole based SNEDDS:
Formulation of preliminary batches of Luliconazole Self-Nano Emulsion:
Table No. 07: Dilutions of Ternary mixtures with water (1:1 Mix):
Sr. No.
|
Oleic acid + Isopropyl Myristate (1:1) (mL)
|
Tween 80 (mL)
|
Polyethylene Glycol 400 (mL)
|
Dilute with Fix amount of water (200 mL)
|
1
|
1
|
4.5
|
4.5
|
Transparent
|
2
|
2
|
4
|
4
|
Slightly Turbid
|
3
|
3
|
3.5
|
3.5
|
Turbid
|
4
|
4
|
3
|
3
|
Turbid
|
5
|
5
|
2.5
|
2.5
|
Turbid
|
6
|
6
|
2
|
2
|
Turbid
|
7
|
7
|
1.5
|
1.5
|
Turbid
|
8
|
8
|
1
|
1
|
Turbid
|
9
|
9
|
0.5
|
0.5
|
Turbid
|
d. Optimization of Luliconazole based SNEDDS using Factorial Design (32) (DOE):
Table No. 08: Design layout of 32factorial design:
Formulation batches
|
Variable(X1)
|
Variable(X2)
|
LS1
|
-1
|
-1
|
LS2
|
-1
|
0
|
LS3
|
-1
|
+1
|
LS4
|
0
|
-1
|
LS5
|
0
|
0
|
LS6
|
0
|
+1
|
LS7
|
+1
|
-1
|
LS8
|
+1
|
0
|
LS9
|
+1
|
+1
|
Where +1 is higher level, -1 is lower level and 0 is mid-level for the independent variable.
Table No. 09: Different factors with coded value:
Value
|
Factors
|
X1
(Drug: polymer)
|
X2
(Concentration of surfactant %w/v)
|
-1
|
1:3.5
|
3.5
|
0
|
1:4
|
4
|
+1
|
1:45
|
4.5
|
Table No. 10: Luliconazole based SNEDDS using Factorial Design (32)
![](data:image/png;base64,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)
3) Characterization of Luliconazole-loaded SNEDDS:
i) DSC Study: Differential Scanning Calorimetry (DSC) procedures heat flow during temperature changes, essential for quality control, formulation, and understanding material properties in chemistry, materials science, and pharmaceuticals.
The Differential Scanning Calorimetry (DSC) graph of Luliconazole loaded SNEDDS illustrates its heat flow concerning temperature observed at 149.0 0C.
The Differential Scanning Calorimetry (DSC) graph of TWEEN 80illustrates its heat flow concerning temperature observed at 422.680C.
The Differential Scanning Calorimetry (DSC) graph of Iso-propyl Myristate illustrates its heat flow concerning temperature observed at 269.51 0C.
The Differential Scanning Calorimetry (DSC) graph of Iso-propyl Oleic acid its heat flow concerning temperature observed at 271.53 0C.
The Differential Scanning Calorimetry (DSC) graph of DSC of PEG 400 illustrates its heat flow concerning temperature observed at 269.51 0C.
ii) XRD Study: XRD determines crystalline structure by analyzing X-ray diffraction patterns, essential in materials science, geology, chemistry, and physics.
Luliconazole XRD reveals its crystalline structure by diffracting X-rays, aiding in its characterization temperature observed at 149.08 0C, and quality control.
Tween 80 XRD analyzes its crystalline structure, supporting formulation and quality assessments in pharmaceutical and food industries.
XRD of Iso propyl Myristate its crystalline structure, aiding in formulation and quality assessment in various applications.
Assesses its crystalline properties, aiding in understanding its structure and applications in various industries.
PEG 400 XRD characterizes its crystalline structure, crucial for formulation and quality control in pharmaceutical and other products.
iii) Viscosity: The surfactant in Luliconazole-loaded SNEDDS increases viscosity, enhancing solution residence time on the precorneal surface, potentially improving drug permeation in batch IS-5.
Table No. 11: Viscosity of LUZ loaded SNEDDS:
Formulation code
|
Viscosity(cps)
|
IS-1
|
3.1
|
IS-2
|
3.6
|
IS-3
|
4.1
|
IS-4
|
4.3
|
IS-5
|
4.9
|
IS-6
|
4.2
|
IS-7
|
3.6
|
IS-8
|
3.9
|
IS-9
|
4.1
|
iv) TEM: Transmission electron microscopy (TEM) examined Luliconazole-loaded SNEDDS formulations of IS-5 prepared by the Nano precipitation method.
v) Anti-fungal study: The agar diffusion method was used for the microbiological test experiments. The results show that Luliconazole loaded SNEDDS IS-5 considerably suppress Candida albicans growth when associated to LULISPAR (1% w/v). The table and picture illustrate the uncaring distance of the zone of inhibition with Candida albicans.
Table No. 12: Zone of inhibition (mm)
Sr. No.
|
Solution
|
Zone of inhibition (mm)
|
I
|
SNEDDS without drug
|
5
|
II
|
Lulispar (1% w/v)
|
12
|
III
|
SNEDDS Formulation
|
9
|
4) Formulation of Luliconazole based SNEDDS for Topical Sustained drug delivery system:
A. In vitro Drug release Study: For in vitro drug release assessment, a Franz diffusion cell employing synthetic transdermal fluid (STF) at pH 7.4 was utilized in conjunction with Luliconazole self-nanoemulsifying drug delivery system (SNEDDS) labeled as IS-5. Samples were collected at different time intervals, and their volumes were replenished. The drug content was determined using UV-Vis Spectrophotometry at a wavelength of 272 nm.
Table No. 13: Percent drug release of various batches:
Times
|
IS1
|
IS2
|
IS3
|
IS4
|
IS5
|
IS6
|
IS7
|
IS8
|
IS9
|
0.5
|
39.01408
|
35.02321
|
38.02508
|
32.02508
|
50.28169
|
39.02508
|
45.02508
|
42.02508
|
45.02508
|
1
|
40.42254
|
39.52002
|
39.03252
|
37.03252
|
53.38028
|
42.03252
|
48.03252
|
47.03252
|
48.03252
|
2
|
43.23944
|
40.25121
|
41.2356
|
38.2356
|
55.07042
|
48.2356
|
52.2356
|
48.2356
|
51.42356
|
4
|
48.59155
|
45.23132
|
45.25631
|
42.25631
|
57.32394
|
51.25631
|
58.25631
|
52.25631
|
53.25631
|
6
|
55.07042
|
50.26152
|
52.26333
|
48.26333
|
66.90141
|
54.26333
|
64.26333
|
58.26333
|
58.26333
|
8
|
62.85915
|
55.25147
|
59.24632
|
53.24632
|
77.32394
|
59.24632
|
69.24632
|
63.24632
|
63.24632
|
10
|
68.02817
|
65.26632
|
67.00215
|
62.00215
|
84.3662
|
69.00215
|
72.00215
|
69.00215
|
69.50215
|
B. Release Kinetics Study:
Table No.14: Kinetic profiles of in-vitro drug release of Luliconazole SNEEDS:
![image](data:image/png;base64,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)
Kinetic profiles of in-vitro drug release: The kinetic profiles of in-vitro drug release for Luliconazole provide insights into batch INS-5 were drug is liberated from its pharmaceutical formulation over time. This study involves monitoring drug release under controlled conditions, often through dissolution testing. The results typically reveal the release pattern in INS-5 batch, which can follow various kinetic representations such as zero-order (constant release rate), first-order (proportional release), Higuchi (square root of time-dependent release), or Hixson-Crowell (changes in particle size affecting release).
ii) Dilution Study: The study examined the impact of dilution on emulsion properties. Various grades were assigned based on emulsion clarity, formation speed, and homogeneity, ranging from Grade A (rapid, transparent) to Grade E (slow, with visible oil globules).
Table No. 15: Dilution Studies of various Luliconazole SNEDDS Batches:
Formula
|
Distilled Water (mL).
|
Simulated Tear Fluid
(pH 7.2) (mL)
|
Grade
|
10
|
100
|
10
|
100
|
IS 1
|
Clear or Transparent
|
Clear or Transparent
|
A
|
IS 2
|
Clear or Transparent
|
Clear or Transparent
|
A
|
IS 3
|
Clear or Transparent
|
Clear or Transparent
|
A
|
IS 4
|
Clear or Transparent
|
Clear or Transparent
|
A
|
IS 5
|
Clear or Transparent
|
Clear or Transparent
|
A
|
IS 6
|
Clear or Transparent
|
Clear or Transparent
|
A
|
IS 7
|
Clear or Transparent
|
Clear or Transparent
|
A
|
IS 8
|
Clear or Transparent
|
Clear or Transparent
|
A
|
IS 9
|
Clear or Transparent
|
Clear or Transparent
|
A
|
iv) Self-Emulsification Time: Emulsification time measured the time for SNEDDS IS-5 at 25 ± 0.8 time in second to form standardized nanoemulsions when gently stirred in a beaker of 37°C distilled water.
Table No. 16: Self-Emulsification Time of various batches:
Batches
|
Self-Emulsification Time (sec.)
(mean ± SD, No.=3)
|
IS 1
|
27.6 ± 1.2
|
IS 2
|
31.3 ± 1.2
|
IS 3
|
36 ± 0.8
|
IS 4
|
41.6 ± 0.4
|
IS 5
|
25 ± 0.8
|
IS 6
|
21.3 ± 1.2
|
IS 7
|
30.3 ± 0.9
|
IS 8
|
32.6 ± 1.2
|
IS 9
|
22.3 ± 1.2
|
V) Drug Entrapment Efficiency: Entrapment efficiency determined by ultra-filtration and centrifugation, quantifying free drug content via UV-Visible Spectrophotometry (absorbance at 297 nm) in the batch IS-4 at 74 ± 0.8 entrapment efficiency (%).
Table No. 17: Entrapment efficiency (%) of various batches:
Batches
|
Entrapment Efficiency (%) (mean ± SD, No.=3)
|
IS 1
|
69.4 ± 1.2
|
IS 2
|
60.4 ± 1.2
|
IS 3
|
66 ± 0.8
|
IS 4
|
60.6 ± 0.4
|
IS 5
|
74 ± 0.8
|
IS 6
|
70.4 ± 1.2
|
IS 7
|
52.3 ± 0.9
|
IS 8
|
44.7 ± 1.2
|
IS 9
|
40.2 ± 1.2
|
vi) Viscosity measured with a Brookfield viscometer helps characterize SNEDDS batch IS-5 and ensures stability. Viscosity influences emulsification rate, impacting drug release patterns at 1.54± 0.008.
Table No. 18: Viscosity (cps) of various batches:
Batches
|
Viscosity (cps) (mean ± SD, No.=3)
|
IS 1
|
1.47± 0.008
|
IS 2
|
1.42± 0.01
|
IS 3
|
1.61± 0.01
|
IS 4
|
1.49 ± 0.01
|
IS 5
|
1.54± 0.008
|
IS 6
|
1.65± 0.02
|
IS 7
|
1.42± 0.01
|
IS 8
|
1.56± 0.01
|
IS 9
|
1.66± 0.01
|
5) Ex-vivo permeation study: Approval for the experimental procedures in this study was granted by the Institutional Animal Ethics Committee (IEAC) for Animal Use, with the assigned protocol number IAEC/33/BIOCYTE/2022-23. The ex-vivo permeation learning conducted remained a pivotal part of a comparative in-vivo bioavailability assessment to evaluate the efficacy of topical Luliconazole treatment. In this study, a commercially available Luliconazole formulation was compared to the test formulation batch IS-5. The primary objective was to understand the permeation and plasma concentration profiles of Luliconazole when applied topically. A single peak with a retention time of 6.59 minutes was seen in the HPLC analysis of batch IS-5. This compound was used as a standard for comparison. Luliconazole plasma concentrations in batch IS-5 were then measured at various time intervals to assess its absorption and distribution in the body after topical application. The data obtained from batch IS-5 in this ex-vivo permeation study provided valuable insights into the drug's capability to penetrate the skin and enter the bloodstream, helping to determine its bioavailability and effectiveness in treating the intended condition, likely a fungal infection. This type of IS-5 study is crucial in pharmaceutical research to ensure the development of effective and safe topical treatments.
6) Stability study: The stability study conducted on batch IS-5 ensures that the formulation remains consistent and effective for one month. This study assesses the durability and suitability of the product for use throughout its intended shelf life. During the stability study, various environmental conditions are simulated to evaluate the drug's robustness. Factors: temperature (4 °C), 25 °C, and 40 °C; RH (15%), 65%, and 75%. Light exposure is carefully controlled and monitored under different storage conditions. Samples of the formulation batch IS-5 are periodically tested to assess its chemical and physical properties, including its purity, potency, and appearance. The study's findings showed that Luliconazole formulation batch IS-5 stayed the same and kept working well for the one month that it was tested, proving that it is stable and safe to use.
7) Skin irritation study: Approval for the experimental procedures in this study was granted by the Institutional Animal Ethics Committee (IEAC) for Animal Use, with the assigned protocol number IAEC/33/BIOCYTE/2022-23. The skin irritation study, showed on albino Wistar rats, played a pivotal role in assessing the safety and tolerability of an optimized Batch IS-5 formulation, intended for transdermal drug delivery. This study adhered to established standards for skin irritation assessment and employed rigorous methodologies to ensure reliability. In this study, a 10 mL dose of the formulation was applied to one ear of the rats, while the other ear served as a control. Over the course of three days, the development of skin irritations, specifically erythema (redness) and edema (swelling), was closely monitored and documented.
The results were assessed using a skin irritancy scoring system, likely based on guidelines established by Aqil et al., which typically assigns scores on a scale from 0 to 2. In this case, the formulation IS-5 demonstrated a low skin irritancy score, indicating minimal to no irritation. This finding is crucial as it confirms the non-irritant nature of the formulation, thereby establishing its safety for transdermal drug delivery.11, 14