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	<title>residuos lácteos archivos - Portal Lechero</title>
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		<title>Utilización biotecnológica de los residuos lácteos: valorización de los residuos mediante procesos microbiológicos. El caso de Brasil</title>
		<link>https://portalechero.com/utilizacion-biotecnologica-de-los-residuos-lacteos-valorizacion-de-los-residuos-mediante-procesos-microbiologicos-el-caso-de-brasil/</link>
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		<dc:creator><![CDATA[Cecilia Agradi]]></dc:creator>
		<pubDate>Tue, 28 Apr 2026 14:01:07 +0000</pubDate>
				<category><![CDATA[Artículos Técnicos]]></category>
		<category><![CDATA[Industria Láctea]]></category>
		<category><![CDATA[Brasil]]></category>
		<category><![CDATA[destacado]]></category>
		<category><![CDATA[efluentes]]></category>
		<category><![CDATA[industria láctea]]></category>
		<category><![CDATA[residuos lácteos]]></category>
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					<description><![CDATA[<p>Utilización biotecnológica de los residuos lácteos: valorización de los residuos mediante procesos microbiológicos.  Brasil &#8211; Anualmente se producen en Brasil 160 mil millones de litros de suero de queso, con un crecimiento proyectado del 1 al 2 % anual. De este total, solo la mitad se procesa y genera subproductos. El resto se sigue desechando [&#8230;]</p>
<p>La entrada <a href="https://portalechero.com/utilizacion-biotecnologica-de-los-residuos-lacteos-valorizacion-de-los-residuos-mediante-procesos-microbiologicos-el-caso-de-brasil/">Utilización biotecnológica de los residuos lácteos: valorización de los residuos mediante procesos microbiológicos. El caso de Brasil</a> se publicó primero en <a href="https://portalechero.com">Portal Lechero</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><span dir="auto">Utilización biotecnológica de los residuos lácteos: valorización de los residuos mediante procesos microbiológicos. </span></p>
<p><span dir="auto">Brasil &#8211; Anualmente se producen en Brasil 160 mil millones de litros de suero de queso, con un crecimiento proyectado del 1 al 2 % anual. De este total, solo la mitad se procesa y genera subproductos. El resto se sigue desechando en ríos o en el sistema de depuración de aguas residuales de la planta láctea.</span></p>
<div id="conteudoArtigo" class="conteudo "><strong><span dir="auto">La producción mundial de leche</span></strong><span dir="auto"> en 2024 superó los 984 mil millones de litros, con Brasil aportando más de 36 mil millones de litros, como se muestra en la figura 1 </span><sup><span dir="auto">[1]</span></sup><span dir="auto"> . </span><a href="https://www.milkpoint.com.br/noticias-e-mercado/panorama-mercado/previa-dos-dados-do-ibge-de-captacao-de-leite-no-4-trimestre-de-2025-240216/" target="_blank" rel="noopener"><span dir="auto">Se espera que la producción aumente un 1,8% anual hasta 2031 </span><sup><span dir="auto">[2]</span></sup></a><span dir="auto"> .</span>&nbsp;</p>
<p><strong><span dir="auto">Figura 1</span></strong><span dir="auto"> – Producción de leche en miles de millones de litros por país para los cinco mayores productores del mundo en 2024. Fuente: Adaptado </span><sup><span dir="auto">[1]</span></sup><span dir="auto"> .</span></p>
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vUlxVtDKfqhFgoVwn7SsRUSDV4v6d9q5E8VvX/Kv7ddAEZUB6qKUNYIcno+ZKaCs+wCTSu97Srcq4X5YrIcB87GYMKGf/DR84PxyeeT8eTQgejR9UGJHDNjhWXh824kQAIkcHsCFMVcISSQDQLbtu0UMfw1Zs36AZUqncT48ZD0W4CnVFzOausg55d8KRF7Vp0E7pOCD9ayUOh9kyQarAJY8x6r+NZiIJr6Te0VapkIk01/5USE6esqiK3Rl6yCcYTz1I6ikXzhXDLECx92KIJHjkdjysa9eH34QHw/8wc8IpaKh+Sg59gRFgTHSAIkYAsEKIptYRbYB7shcPDgUXz66UT8+usP4hk+hLFjUzfQZSeop5m5+jwCPPuJRGkPRgLF/C0bLVaqKnCjElI31qng/Xyr1DAWAXx/0dSvaT7kqyKM80qhkMlioTgdlWqpkA1i6FIGyJdWQMRuZsjOOprBd1xVUrqNl5Ruj9WMwedrluPZx//CF1O+xlMjR6Dbgw/A2VmN32wkQAIkQALWIkBRbC2yvK+pCGie4UmTvpWNUR8iOPgYnn8+NTIcGHh3w+zUA3hz1DVc2yAb7krLzSxpodANdCp8l4qPeJPcXy0V56P/L3ZVkOnzrolovhQLPCa+47ZSRET/Pm038P4G4KU6QIB6jDWsyWZVAmkp3TTf8ecPFMejx67i/RWrMXLgNkyXTCZvvPyCVMkTiwsbCZAACZCAVQhQFFsFK29qFgJJSUmYO3ehbJwbg+joFXj8cWDgwLsXw+l8ChcBunUBpqw8CzSX6G2A+C8SLOQt1o/oVRi3ko18LcNT7RL/SC648RItPi7ZKB6r/P90bfXEe6zRY/UTFxdxfk7E8+fbUs/LcweeELNMfG6NQ9+oiDh2knmrWcwPP4rneN6+SIxbNQfNmv2BPo8OwHDxHBcvJnPKRgIkQAIkYFECFMUWxcmbmYnAhg2bZePcx1i69Ac8+GAcRo6USswVLTtC9SB36Cqi+LuLwN8RQF3xFkvg1mLNSLemBmFp+kd12VzXXATybEnT1kL+zCs2CfUXa5RSBbEeer5moPBwASIkaszsExabjizfKIPnuH2lPGgm2SqmbrmETya9h99//x1DBw/Ao337wOtOTOxZfjhPJAESIAHHJEBR7JjzzlHfhsDZsxcwZsxH+Omnb1Cw4DHMng2J0lkPWW1xKNx7TxJWLZGMEFUlN7BuiLNE0QwVs9HiGdbUam4icNWSqve9LELXW7719Wv6Z5h4mXeLKFfbhBYS0XRuf0tEWf9U/zFb7hEwLC7J8HJ3weAGIWhbLlD8xnvx5lND8N33P+C1V19Gi6aNc69/fDIJkAAJmIgARbGJJpNDuTsCsbGx+Pbbn0QQf4CkpG146imgb1/A1/fu7pvZ1SESvG3dAVj1uoji01JYo6gI0bsVxRrtlby4mLJTNstJNLiapFrTdigCUP+ybqILla+r8NXI8U7Z7DdrP9BI/By62U4zYnQuBYSLYNacxWy5S0Ajx7EpKBLkjndaF0W3ytfw1p9/oU+P7ejebzCeGTEUBQvIpwxsJEACJEAC2SZAUZxtdLzQTAT27duHF198FytWTBerBIyNdOGiFXOqdZAMFpO/iMORVeeAXiKK7zYlmooojRC3kYp0apU4ItkttGm+4qFVU0WybrJLEdtEuWBJgVETmHsA+FGEsWrgB0pLeDwsNTsFNXFOLYPMn6MZRGRtVCnii58eKolpmy/g/S/fxaJFC/HOW6+jU/t2md+DZ5AACZAACdyUAEUxF4bDE/jyy2l46633EBa2Fz/+KMHSRjmPpLwUkqspiQWOaM7gTqLGtbTy3Xp5NWNEyTzAK3VlQOnKVnMVixiOzbCZT4VvyUB5J1A77Ty1b8i1MfJ1NtsjoFOp0XtZIr3rhOC+kgEYu2wP+vTshjndH8ZLzz6NMqUlys9GAiRAAiRwRwQoiu8IF082E4GjR4/jmWdewcKFMzFgQJxEiiHp1nJvhP36Ab/9FYmoDZKJonGhfwvX7HZLhXFW0qlpBFIPNvshoNMlGySL53XHhE5F0XTnJbw8azLarVyJF156EX0fech+xsKekgAJkIANEKAotoFJYBdyloCmWfvxx3l45ZVXpQLdLnz3HdDOBj51btoSKBGSiB0rxM97v4jiu7VQ5CxWPi23CMSnpt57oFowGhbzxejlh/Hc4wPw16o1ePf1V2SzKL3GuTU1fC4JkIB9EaAotq/5Ym/vksChQ4cxatSHknt4Mnr2jMerr8o+NEn4YAvNVSzAfSVa/ORoyQTxTwRQJtAy0WJbGBz7YF0C6iFPSEGwvzvGtCuK+rsu46WfJqLhug34ZMw7aNWiuXWfz7uTAAmQgAkIUBSbYBI5hKwR+O23xXj66Rfh5rYF06ZJ8ba2WbsuJ89qL5v83ngjGhEbJUNEOfEDM1qck/jt+1npXmNZMx2rBKFKAW+8uHgnunbphuGSZPu5p0bAz48p9ux7ktl7EiABaxKgKLYmXd7bJggkJiZh7NhPJNXaKHTseEk21UE+UraJrv2nE0WkqNyjvYEPFogobiHZH4K9UgtqsJFAVgmk5TYultcT33QLw6S15/HWe69i+apVGPP2W6hTu1ZW78TzSIAESMChCFAUO9R0O95gT5w4iSeffAXLl0/D668nY8gQqY0hNStstbmJhaK55CweN/ESkvdHSFUPySXMRgLZISAbJ12lEMzQBvlRs7A3nvrtd3TouBtvjXoL/fv2llLSWs2FjQRIgARIIJ0ARTHXgmkJLF++EkOHPg9n5zWYNSt3Uq1lB25VSc3W+L4ULF0k6dlqiOFZcwvfbTGP7HSE19g/AV034jeuVcwPv/UpgdekauLIoQOxe+8+jHrtJbFTSHEWNhIgARIgAYMARTEXgukIaHrfTz+diJdffhMtW54W6wRQRAq12UsLkboaLdoAS58XC8VJqS5XTIQLRbG9TJ/t9VPtFBI19vNywYfti6BqwYt4avz72LNvPz4bNxalS0kVRTYSIAESIAGKYq4BcxE4e/acVKN7Az/99IWUaU7ACy8AHh72N8ZOnYFJk+NxYNnpVFGs5ZjvtpiH/WFgjy1JQN9YSeq2R2rnRdl8nhj0y1y07XgI4z4YizYtmZ3Ckqh5LxIgAfskwEixfc4be30TAtu378QjjwzG1aurMX26FIaT0sn22kpI8K622CgOrJKcxd1KAJ5ihGa5ZXudTtvpd1rqtlrFfbC4bzGMmL8LfR/uhedeeR1PDhssViP6jG1nstgTEiCBnCZAUZzTxPk8qxD4668V6NVrCEqV2m0U46ggZZPtvT06AJjzx1VEr5MKdy3E/8Gyy/Y+pbbRf31zJQU/8gW449seJfHRyrN467knoJtSR7/5Kjw8PW2jn+wFCZAACeQwAYriHAbOx1mewMyZszF48Ag0a3YCEyYAefNa/hm5ccdGzYDyhZKwadUpoAkr3OXGHJj6mVL+20nsFE82LoASeS+j//h3cfnyZXw0djQCAwJMPXQOjgRIgARuRoCimOvCrgmMHv0x3n33NfTrF4nRo+3TP3y7CRg4CNj0olS423cZqBjMaLFdr1Yb7HyanaJ95Tzw93BGz+kT0SciApM+/Rj588uOTzYSIAEScCACFMUONNlmGmpsbCyeffYtfP/9+1KqORFSsMvYi2a21kyyUAQ9HY1LGyQTRSURxWwkYGkCadkp7i8TgF8fdkH3mTPRo/dVTJn4KYqFh1v6abwfCZAACdgsAYpim50aduxWBC5evIhBg57C6tXTMHEi0FkyNViixccDv/0G+PoC9esDXlJMTtuRI8CGDUBkpKR8TU79mma0aNUKEk2zxJNvfY8CUnnv4T7Ax3NFFLcUgRIqxTziWOHOutQd8O5pwrh6uC9+6R2GPrN+Q8cuPTF9yiRUqVzJAYFwyCRAAo5IgKLYEWfdjsd89OhRPPzwIJw/vwhz5kiGhtqWG8z48cDTTwPFiwPLlgFFpeSytp9/hlTDA3r2hBQ7SP2aCuaYGMs9+1Z3cncHOnaT9GyTIhC77xJQwMf6D+UTHJOAsQEvGeULeOKHh8PRZ+Y6EcbdMPXLyWh4372OyYSjJgEScCgCFMUONd32PdhDh46iR4++kq53mRHRLVbMcuM5eBBG1orWrYELF/5rxahSBfjkE0BFak63e+6RCneNU/DbEslZXDsUcJP0bElpIeuc7gyfZ34CIozD87rjh17FMGTOPnTt3gMTP/8cndq3Nf/YOUISIAGHJkBR7NDTbz+D37lzD7p3fxT+/uukMAdQSJIxWLJ98AGgwrduXWDy5P/bJDI+IymXXAtq52jaElj43CmknCwNlJDMALnUF0sy571smEBcMkIC3TC9a3E8+esx9O7dG1fko5TeD8nHJWwkQAIkYFICFMUmnVgzDWv37r3o1q0fgoPXY8YMywvixYuBzZuBadOAbduAxMR/09N/794tvt6PgTx5gMBAoH37/3uOc4J1BylEMnlyIvYtOgEMFVGsmwpZzCMn0DvuMyRi7O3livEdwhC09DQG9u+PCDHWDx862HGZcOQkQAKmJkBRbOrptf/Bbd26Xby8/cTfuwXffAOEWDhLlPqCx41L9SaXLQusXfvfasrNJF9wdDQg+/vEywz8+Sck6wWg0eUSUmwuJ1pxeU79OpKZbbFYKCKk3J2fm0SLqYpzgr1DP0NyGbu7OeOdFoUQ6HkGTz0+DJcuXcYrLzwLV1f++nDotcHBk4AJCfCnmgkn1SxDWr16nQjiR1Gu3B5DhGqU1tJNhbYK41dfTb2z/p7XSrfpmSf0a9WqpR7pTbNRtBQ7w3vvwSgWklPaoHdfYOb8a4haK5ko2oSLKL4hpG1pOLwfCSgBefOlRT6ekyIf/h7nMeLVlxEr3zTvjnqDZaG5QkiABExFgKLYVNNpnsGsXr1WNtU9ZghiSZtqWBYs3c5K9eS33wbulY31x44Butlu3z7g2rXUiHGNGkDhwv99qqZubdoUWLECiIoCcqr4V70Gkqo4LAnrVkuFu+aSGkMTM6cwWmzpdcH73YSAFvmQNvjefPB2d8bQD96Fm+w6HfX6K8RFAiRAAqYhQFFsmqk0z0BUEHfp0g+VK+8zPMTWEMRK6+pVoF49SfsblyqOVV9KxjecOwfIZnv06QPZ3HdzrlL0y+hXTkWJtRcuknRi6BPAuuGSmm2PHNWknnU0o8XmWfk2PhJDGKegd+1gJEj2k6GjXkOQfHwzcvgwG+84u0cCJEACWSNAUZw1Tjwrhwjs2LHLsExUqpQqiIOtWMStpFhz1ZaRsamdYuxY4NtvgbyiOa9cSfUQa1aK9EIdv/wC/P576sY7nxxOG9yohfiqXWJxbrOEuatIB7nhLodWJh9jENBMgIkpeKx2XlyQN2Qvv/iCfI/mkawUvQiIBEiABOyeAEWx3U+heQawb99+yTLRF2Fhew2xGhSU82PTTBNusodNN9Zp00jwjh3AmDH/3+Snle10k12XLjnfP91o2P8xiWxP1wp3YVLhTlR5PPOz5fxMOPATNWIsHuOnG+TH5eiTGDp0GPLIxybt20pNcjYSIAESsGMCFMV2PHlm6vrp02eMSnUeHptyTRArzwcfFLtu8/9Hhb2lqrJWuevY8f+p2jR6HSZ6NDeaCvZmUkNhzLjLiN8p6TAKShJjRotzYyoc+5kijF1dnTCqeUFcjDqKfv0HYuaMb9C0cSPH5sLRkwAJ2DUBimK7nj5zdD4yMkL8u4MQEfEX5s2zfB7iO6GkZZzTSzmnX6fCuHLlO7mLdc+tLhsAW4mNYu5i2XB3b0HAQ9JlyEfabCSQowRkzbnJprux7YviwqzDeGzwMMz9cSaqVK6Uo93gw0iABEjAUgQoii1FkvfJFoFo8Sn06fO4FMeYizlzINkmsnUbh7pIRXtjyX4x9ynxFR+T3YJlAmX8FMUOtQhsZbAijAN9XPFZpzB0+XYPej82ELNnzUAJS9Zgt5Wxsh8kQAKmJ0BRbPoptt0BJiQk4KmnXsLy5d9i1iygZk3b7aut9aybVNud8lUidmiFu9IiipmezdamyHH6IyWhC+Vxx3ddw9Dum7XoN2AwZn07DaHpO1MdhwRHSgIkYOcEKIrtfALttfspkv/suedfxXfffYTp08UnK1Xj2LJOIH8ocJ+kk9sxRyrcXSol+eHcpchC1q/nmSRgMQLqaZeS0OGhnvi2a2F0+GYxBj0xEt9MmQQ/X/G8s5EACZCAnRCgKLaTiTJbN2d89x3GffopgvLLXrFCZhtdzozn0f6SOm52NCLXSCaKTsUlZUZCzjyYTyGBmxEQYVylqA++6VoQnWZ9h6Hi8/nq8/Fw1d2hbCRAAiRgBwQoiu1gkszWxc1bt+K5l1/Gw/HXcOQ40L6rlEseJ7qug9lGat3xVBO7SUWpcLd6lWy4a1nESJOFtMpj1n0y704CNyGgtvaEZNxXyg/fdMyPzhIpzhschA9Gvy3uHg0ns5EACZCAbROgKLbt+TFd706eOoVHhgzBPUeO4CsZ3QU5+h8GHukLvPsOMGyQ6YZs1QGNfA5Y3VdSs+2Qo5Z4KmIYLbYqcN789gTShHGrCgGY3D4Jj30wGgVD8+PpJ4eTHAmQAAnYPAGKYpufIvN0MC4+HkOfew4u69bhUxmWLj6RcZgpx1OXAf29eUwix2++Anh6mmfc1hzJfY2B4gHxOLRJalPfI14UbrizJm7eOysEVBgnpeChGkE4fCEGb7/1JipVrIAWzSRlChsJkAAJ2DABimIbnhyzde1tqZ+8Wmo3/yQDkw/7rzetlDxRjnzxUqlNosVHRRiPl4pxIfnMRsDy49FS1Bplf32ybLhrFy5JnmVjUxx33FmeNO94RwS0HLQ4Jp5tXBC7zh7B4/KRxuL5s1EsXNYoGwmQAAnYKAGKYhudGLN1a+ZPP4m3cDQ+lKwTDW8xuLfk6wXkePobQArc4asJQMmSZiNh2fFoYLhJa2DsB1dwTSvcqShmhTvLQubdskdAosUeUtzjk05F0HzKFgwYNgJzZn4DX19JtM1GAiRAAjZIgKLYBifFbF3asGkTBg8fjn5Xr2JgJoMbIq9rBeX+S2TvWBdg6mdStE1Sj7HdmkD16kDbdmJD+e2kwJK3FV6y2z9RQ3VsJJDLBGTjXf4AN0x/sDBaTp+Ll98cjY/efzuXO8XHkwAJkMDNCVAUc2VYlcCJkyfRf8QI1JYNdqOy+KQ2ct5vcjyyDWgjRSq+/gh4oGMWL3bA07QMtVa4+3HOOSQduQZUCHJAChyyzRLQVG1hPviwRTCGfD4OlSuUQ7/eD9lsd9kxEiABxyVAUey4c2/1kcdLxbqRknotevVqfCJPC7iDJ1aVc5fK0eMo0LmfeIzFMjtUwsxOzndwEwc6tY1Eist/koSdv4khu0IeWigcaO7tYqgijHvUCMb2U9fwsvxMqFalEqpVrWIXXWcnSYAEHIcARbHjzHWOj/SzL77AgqlT8aM8uXQ2nh4i18yRY4hkpnh8hGzAk4rGb74s7gCvbNzM5JdoAZT7GwA7Z8m7h3NS4S5Y0neIp5ONBGyCgC5FOd5sURQ7px/EkCeewoJffkBQED/VsIn5YSdIgAQMAhTFXAhWIbBefMSj330XomUh+8Cy3fzlSs1nXFgyU7wnmSmOi+b7bKxoPv4u/Q/TwcOAb36OQcQq2aXYtYRUuEvMNndeSAIWJyBv0tw9nDG2TSG0mP4H3h4zDh+8q9tr2UiABEjANghQFNvGPJiqFzExMXjhrbcQduIEnrXAyNzlHqPlkELGGP41cFI039fix2Bmin/DLVcRqFk6GUvWS4U7Tc/GCncWWH28hUUJyAbQcoW98U4T8RdL3sV769ZGp/ZtLfoI3owESIAEskuAoji75HjdLQl8OGECts2bZ2yWuxMfcWZIB8gJReUYuFBKQ8sGvCkijOvWyewqx3p96AhgSS/xm2yWYh73FpRoMSvcOdYKsPHRplW8e+ieYCyXTaFPPvUMKleqgBLFitl4x9k9EiABRyBAUewIs5yDY1wl1eo+GDMGYv2FNfRqS7nvfDke2igZKUQYT/gIEmnKwQHa+KPqiq+4RFA8Dm48KxMg9QIZLbbxGXPA7mm2QNkw+2aTUKyftg9PPfsCZkz7Cj6aRoWNBEiABHKRAEVxLsI326MjIiMx8oUXUOfsWQyy4uAqpwnjPodFHPcWa4V4jR8fbMUH2tGtg4OBx4TFC2MlUtzpqoTWxZUdS2+xHU2hY3Q1MQUFZDPox61D0fb72Zh0b32MHP64Y4ydoyQBErBZAhTFNjs19textz/4AKf++gtTpevWjvlogQ/NTDE8AnhmBHBKfMavvwh4eNgfN0v22MVFslA0F9vK21cQuV0q3BWR6mGscGdJxLyXpQiIv7hRmQA8VfMq3n73PTRu2BBVq+pbXjYSIAESyB0CFMW5w910T120ZAm+/vxzvCcjK59DowuU53wpRwnJTDHqTeCEpOj9aIxkppBoqSO3mrWAjp2BafMlh11D8RV7y7e5RObYSMCmCBg2ihQ80TA/lhw6jFdGjZYy0NPg6ioVGdlIgARIIBcIUBTnAnSzPfLMmTN4RhLyt7xwAeJmyNGmvz5flUMzU/RPy0wx8SPJi5ydxMg52nPrPcxF/JqNpMLdzJ8uIO7AFaCKvkugKLYecd452wTkzVpefze806IAOsz6Hl9/0xL9+z6S7dvxQhIgARK4GwIUxXdDj9caBD6cNAlXN2yAZhzNrQWlRWO12EcXzUwhe8y+kMwU99V33Anq8ADwyfgkbFko4fPKIoq54c5xF4Otj1yq3TUq5Ys+FT3xzjvvoHnTxggrUtjWe83+kQAJmJBAbmkYE6J0zCFt3LZNUqN9gvdl+LmdVEmstPhThfEW2WPWC5g4Dniwk2POS2CgRIvvA7ZOP4OUM9FAqLi8kxktdszVYOOjTluWL4qN4o+p+zHq3ffxxQQtDM9GAiRAAjlLgKI4Z3mb6mkJCQniAxyFey5dgmRHs4lWQ3rxuxyDjwLd+km0VJIwDNUEx7rZzMHawCHA1BkxuLhcink8In4S2djERgI2SUCq3YUGeeK1hkEY8v03aNeqBdq3a2OTXWWnSIAEzEuAoti8c2v1kU3/4QdsnjvXyALhZfWnZf0BJeXUWXI8GwEMk9LHJ0UTvvoC4OmZ9XuY4cxSZYFalVKwcJOk5ugQLqk5JDWFiA82ErA5ArosZW0+KP73ubsO4w2JFt93bz3kyZPH5rrKDpEACZiXAEWxeefWqiM7evw4xo4dix6JibjXqk/K3s2D5LLP5QiXFL2vSGaK4yclM4WkxnC0zBRPyZuBhR2kwt32C2KyLsQKd9lbTrwqJwiIvcfZ3QkvNyuAZtNXYuKUaXjh6RE58WQ+gwRIgAQMAhTFXAjZIvCJlHKOFj/xM9m6Omcu0swUWlkvrxwjpogwloDpZPEZly6VM8+3hadUqwlULJSAXetk92FtVrizhTlhH25DICEF5Qp7Y3B1X3z26XjZE9AepUpobhk2EiABErA+AYpi6zM23RNWr12Lr6ZPhxSSQxE7GJ1W1xM5iCELgHaiDad9JhWQJZevI7QgCZkPHCoV/16VdwQPyFbIYoGscOcIE2+vY0yzUfSvkxc/7j2E9z78GF9+9rG9job9JgESsDMCFMV2NmG53d3YmBi8/P77qHLqFDQNmr20jtJRTfI0ZJPYa3tIyjb5Pdu+rb30/u76WUtS0wU5ReHSZqlwFxbACnd3h5NXW5uA5C4OCXTHU3WC8MwPM7CyZw9Jr1jH2k/l/UmABEiA9gmugTsj8N3PP2PbvHnG5jopIGxX7R7prfZ72CHgoT7A++8Cg/rb1RCy1dnKVSRFnaSmm/Kr5CxuIr5iP3dmosgWSV6UYwQkd3HPakH4ftchjJY34bV+mCkl3GXdspEACZCAFQkwUmxFuGa79aWICLz33nvomZyMhnY6OJGEmCHHkxI0feJx4KjoxDfEeOxu4t+3mnWjSQvgm5kXEb8/EqiZz05nj912GAJio3Bxd8FL9+VFh18WYs68+ejeRWqXs5EACZCAFQlQFFsRrtlu/cW0aYjbvRsjZGD2nPZXylhgkhwhccB7Uobv2AngY6k+kld35Jm0degIVP84BesWy2BVFDvJDKYwPZtJp9scw5IUbfVKBKJL+CWMHjsOzRrfL9ljtGQ5GwmQAAlYhwBFsXW4mu6u5y5cwLdff42OEiU2S/IGLUutPuOnvwbEIo0pE4DiJt3o7u0D3C+589Z/fRYpp6KAAvIF8W6ykYDNEpAUbU4ezhhWrwBmT1uN2XN/xYB+vW22u+wYCZCA/ROgKLb/OcyREUz79ltclCjxEznytJx7yEB5VLgcjy0GWnWVCnCfAnVNuqdn6AgR/lLh7vwfkrS5Xzn6inNumfFJ2SUg3uJyhb3Qs4IXPhr/Gbo+0AGBWsOcjQRIgASsQICi2ApQzXbLkydPYtp336GXFOowYyBV7LZYJEfPzUBrqVf99UdAx/Zmm0WJihcFGtZMwU+bJS/dAzKTXqxwZ75ZNtmI5MMMZ3H69L0nGD/N2IQZP/wsZdulfjsbCZAACViBAEWxFaCa7ZY/zZ+PCxs3QqOqZm0VZGC/y9HjMNC5LzBekjAPHpBqvTVTGzwc+KlNBLDtPNBYzCPXEsw0PI7FjASkoEeVIt5oW9IDH338ETp3aIvQ/CFmHCnHRAIkkMsEKIpzeQJs/fHnzp3D+M8/Rx/paElb7+xd9i+/XP+LHMMuAUNFPB4Tl8HrLwKavcEsrXI1qXBXUCrcrZViHvVY4c4s82rqcRgFPYCR9fJh8be78ennkzDq9VdMPWQOjgRIIHcIUBTnDne7eeq3c+YgYccOQxQ7QvOXQUpFaBSVzBRva2aK08BnkpkiTx5zjF437w8aIcL/ebVQXJGa1zKwmERzDI6jMC8B2XRXuqA3eldwx3czv8ejfR5GsfBw846XIyMBEsgVAhTFuYLdPh56UfISf/7JJ5D9ZyhrH122SC/d5C6j5FD/9LAvgeOamWKc6MfSFrl9rt5E7SANmgCFfKJxcoska5aUV0zPlqtTwodnhYBGi0UY96+dH1Mm7cW3383EKy8+n5UreQ4JkAAJZJkARXGWUTneiVOmT0f83r0Qa61DNt3OI3vT0Pc3KQ19ToSxlIauV8/+UVSqJBsKZSPhF4ukcklz8RX7S+US8W2ykYBNE0iWN3N5PNBDosXf/zAbj/XrgwKhYgFiI4EcJqCbzzds2IBGjRoxG0oOs7f24yiKrU3YTu9/9vx5fPPVV3hQCjyYJS9xdqaiqVz0qxwPbZKMFJKZ4rMPADMU1mraXCr7fX8R0TvFQH1vgeyg4TUkkLMEJFIMd2c8XCM/pk7fhHm/LsTAx2RXLBsJ5CCBgwcPom/fvggJCUHt2rUpinOQfU48iqI4Jyjb4TN+mTcPVyUvsVRCdvhWRQjMl2PAUaDPY1LoQ6LGwwfbN5Y27YBqVYHVi6TCHTfc2fdkOlLvE5NRoaAX2hR3x5ffzMBDPbrCx0cK0bCRQA4QuHz5Mp5++mmULVsWn376Kdzd5VM2NlMRoCg21XRaZjBRUVH4ce5cNJK8xOGWuaXd30U5/CjHkxHAcyMA+fQMo16VwJWd/kz08QVaSrR4zafnkXL0KhDmZ3g22UjApgmIhcLZwwmPVAtCt7krsGTZSnRs29Kmu8zO2R6BS5cuQX/P3a7pm608ssPaKUNeTmdnZwwZMgR16tS5K0E8fvx4bNu2DZ999hlcXV3Rr18/REdH42upGuvnJz+L2XKNAEVxrqG33QevXr8eW1euxGu228Vc6VmAPHWyHKXigTfeloixCOOPxwDBeXOlO3f90AES7Z7wRSxOL5OBDJBMzRKFYyMBmyeQkIxGJfxwT/B5fP7FlxTFNj9httXBQ4cOoUuXLtiydReQcoufeSJ+q1Yuj/mSo79wYdl3kdbWrl2LN998E1OmTEG5clIVNJvtxIkT2L9/PxIl8KSiOH/+/IiJifmXAM/mrXnZXRKgKL5LgGa7PCEhAdMlDVsNyTxR3WyDs8B49BvmBTl0A17/qRIxlnS/n0tmCvk0ze5aiFiJm9ZLwTdbJD3bRcm14Sdhbwpju5tHh+uw6hjxFj9aPRCPr/wTy1evRcP6dR0OAwecPQJHjhzBli1b0DzcXXK2e/93k7GbEzYejcZKieSel701GUWx/n68cOEC4uIkZ+ddNA8PD8l/7wm9n6+vL8aMkegKm00QoCi2iWmwnU4clB8YS2bOxFjpEp16t56XXvKSBoi7S33otpKy7esJwH31bWces9oTzVn8TZPI1Ap3zUTqX2O0OKvseF4uEpA3b+3LBeK91Yfw1VdfUxTn4lTY26PVAqFt0D1B6HSfJG6PlsowGZuPi2TmOYOVJy8i/dz0l9VKoZHd9K8vWbIEa9asQYsWLTBjxgxosSv1G7/xxhv/uuUff/yBiRMnGtd17NjRuEf6vfREfS0+Ph7Dhg0zvq7Wjg8//BC7ZV9PcnKyYdd46qmn7A21XfaXotgup816nZ4hUeIC8k5Ysy6w3Z5AC3n5Dzl67gDad5cUZ58AD3ayL2rlKgK1yiRiw2qJFteT0LGLJDJOorfYvmbRAXsrS9TNwwW9KnhjwuoVOCgfiZcorpnF2UggawSuxksAIEoEccwNolguvxaftZ+Bmoni9ddfx7p16wxBqz7k4cOHGxHgt99+2xC4y5cvx4ABAzBw4EDUrVvXEM+//PIL7rnnnuviWkWz2icef/xxXLx4EZ9IfYCSJUsaKd/2SlpUFcR58+ZF7969szY4npVtAhTF2UZnvgsvX7mC2d98g84yNCbpytr8qsVE0hhjiCRx6CI/rz6WCniPD5J6GKnBCJtvWqmv/xBgwzARxYelwl3ZIBHFrHBn8xPn6B1M0ywPVAzGmI0HMH/Bbxjx+DBHp8Lx5zABFxcXww+sgrhNmzbG01W4fiO/R5988klDyH7wwQeoWrUqnn32WeP1UqVKGUI3owVDLRR6r6SkJAQFBeGZZ565vuHuvvvuM4T17Nmz0b17d6j1gs16BCiKrcfW7u48+9dfESXfrA/bXc9zt8Man5opxwuSxEGCBDgpwvj1FwEvr9ztV1afXq+hJJ/IH4OjG8RCUTJQtvfLlXRRZBUfz8stArJGCwZ6oGVhJ/w8dwEe7f0I/Py1UDsbCeQMAbU2+MuaK1as2PUHFipUyBC3VyTIpL7h48ePG3mN01uoFJxp0qQJVqxYgRSpA3BjU4vFjRkoNAuGeqE1mkxRbN25pSi2Ll+7ubt+a34n727vlW9mE1QzznHuIiXxqRwFJcj6qtSIPiEJHT54B7CHglvlykthko4S5Z4l4e62YUCAbLiTH/ZsJGDTBCSFoItsuOtVIy8emLsc6zZuRDMRG2wkkJMEVNhqFon0poJYbRMqbtVGoXYI/VrGpmL6dk1Txr333ns4fPiwcdqmTZtQpkwZZqfIgYmlKM4ByPbwiD/l45n98ktFUu+yZZOAi1z3ihyydQNPfg0ckw14U8YDpW28JKC4iNFYchZ/NS0CV7dfBBqKeUa/mDVbXTZp8TISsAAB8b/XLOKDqr5nJLf6b2jWuLGsXV28bCSQuwRU+Hp7exv2igjJ5pSxacT3ZlFitVBoyriHHnrIsFyoLcPNzc3ITqGFQ9isT4Ci2PqM7eIJv/72GwrLO9radtFb2+6kWHRRSI6Bi4HWsgHvG8lMUdfGwbbrANSskYI/FxyTss+h0nuqYtteZeydQUBEsa+fKzpVDMQHv87FiWefkhRaBQmHBDIl4CefMkAyTRg/6jI2+Zqv+92/sVJRrPaJSpUq4ffff8drr71mRI/VNjFr1iwjS0XGwiDaBf33mTNnsHXrVowePRoNGjQwehYZGXlTEZ3pIHnCHROgKL5jZOa7QD/e+UuSkj8gQ7MTG6zNT4JoTGOz4uAt4kjoJhFjyUzRsb3tdluDa60kncaKsReQeFA23JWSUiUJDBXb7oyxZ9cJyCfXbcv445MNBzF30e8Y+lgfwiGBWxJIty58vysSf19JkJ9zN1gZ3ES4HrhmXH9jNFftECpQ0+0Qulku47/1Gk2tpl/Tc7VpWWjNPNGzZ08UT8uQopvt9Nr0vmgKNq1op/9Wm0Tz5s3x0ksv4d577zXuo/5kjTrfaMPgNFueAEWx5Zna3R03iF/pqBzyCTqbBQnUknv9IsfQo8DDss/iPfEYDxlowQdY+FZ9+gMfjo/H6T/FEF1BslDc+MvCws/j7UjAIgQkZ3Hx/J5oFOaJWd/NwOB+vSUid/eRPov0jTexOQK6MU6zPfy475ocMbfsn5fslL5xU1utWrUwefLk6xvrWrdubfw940Y7TaOmlon0oh/ly5fHtGnTsGjRIkPUdu7c2YgYawYKjSRrGzly5HXBGxwcjEmTJhnV9NRmoSJ5xIgR0PRvmvKNzboEKIqty9cu7r5o1SpUkG++7BettIth5koni8hTv5NjxCU5JDPFkePAW2Lc9pC9bLbW8oYAzRumYNo6Sc92pgSQR1L/sMKdrU0T+3MLAu1K+WLpuh3YtXcfKlfgTzMulJsTqFy5MjZv3nw9knsrTlpgI6PY1fM0s4Qe6U1zCeuRsYWFhUGPjE0jxEOGqLHu/02zUKQ3Lc5x42v9+0uUIkPLWFmPc2s9AhTF1mNrF3c+e/YsFkgqNk0Yw2RG1pkyX7ntl3KESGXQMW+nZqb4REoG5tUdeTbWnnhGPND1riB5yzkxREuaocR4G+shu0MCNyEgm/sbFvOFz8pTWLBwIUUxF8ktCbi7u6N0aeZY4hK5OQGKYgdfGRt37kSU1HhnIiPrLwRxT0Ajx89MBU5JZoovP5O0wP8OMli/E5k8oWQZERfVkrBsnYjihhIRYYW7XJ8TdiALBCQtVoCfG+rkk7W7dAmeGv4E3N346y0L5HgKCZBABgL8qeHgy2H2ggWoIgyqOTiHnBr+YHmQfrDW/3egTVfgaxHG9erm1NMzf46/H/DIAGDZIFHtB6UsSSUJZ0ezwl3m5HhGrhLQPaGyW7Rz+QAM3rAXO3fvRo2q+pONjQRIgASyToCiOOusTHfmBcl7uGzuXPSTkbFwZM5Nb2t51CI5em4Vh0JPEcYfAZ00XYWNtDr1gRL5E3BwtXiLy0gdaN20JIUS2EjApgnIEq1VNAC+fxzBH3/8SVFs05PFzpGAbRKgKLbNecmRXi1etgzJJ04gtWI7W04SqCQPk2Axuh8BOouhe9ybwBNDbaPugKTPRMfOUpFvqpifO4UDQbJDmqI4J5cHn5UdApJZK1gsFM2KOOHPFaswfNgQlsTNDkdeQwIOTICi2IEnXzfYFZMciNUdmEFuDl3zGM+VY5gUKhoxEjh5RjJTvCxR+9QsPbnaGjcTz/NXkYjcLmkzGv1/t3WudooPJ4HbERBfMaQgQ6vyeTF71Trs2LVbCtLwpxsXDQmQQNYJUBRnnZWpzjxz7hx2bNiAHjIqZvTMvakNlEdLRWgUkTzvoyUzhZaG/myMRLxyOTNFk6Za4Q5Y+qskWdayz7RQ5N4isZcn6w8S3ZiZ3rQmwu0+YdBz9XSpSne9pHj612425ozn3YqJPK9Cfh/4Rh7G5m07KIrtZe2wnyRgIwQoim1kInK6G+ulWMfFkych2octlwm4yfPflUO2tWGoKORTkvjhq49yNzOFRqs7iM952RuXkLQ/Aigv3uJ4+opzeanY7uPT3jQdPB+PBBGvrvLvwv6uUpxASukm3mTdyOsRUUmIkTzYwV4ucHd1kuph8qbwUjxibqik6CUVxjxELOfxkj/lvOsC+hbCuWCAK6oXcMUfy1eh38M9oSm42EiABEggKwQoirNCyYTnrF+/Hv4RERD7KJuNENBU7UXl6LtABOn51NLQdWrnXuceEa/z+x/G4fhyCV9XltB1/A3lUHOva3yyLREQnRopa+PbrZH49Z8ouIqF4XxkIkoEueGdRnkRJn/+K2IsIvfQuTi0+v4kTl1Jwq89C6JhCR8kxyfhs02R2CvC2mhpgeQDlxI0sQR+frAAyhSQd2u3q7QoS9RJxHP9Yn4Yu24lzl+8hEIF/l8kwZawsS8kQAK2R4Ci2PbmxOo90prrm3fsgGYCkwxcbDZEoIX05Vc5Ht4gwli8LZ9/CDzQMXc66B8ItJUE1p8vlSwUp6TCXb5MBEnudJNPzW0ColivxSSKcHXC9I6hyJfXHUfOxqHtjJN4eul5fN+5gESOpZNG2jT9IwXj1kdIRFl+/ng4I06rJkqY2EWuf79Zvv/7udRKIQK47ffypkxaWLBEfNVCkVmT+1YJ9UL8moPYvW8/RXFmvPg6CZDAdQIUxQ64GP45cAC7JY9nbxm7/q5isy0CujVovhz9D4s4lnx5aqcYJrmDc6M9JhkxJk+/gqSNsguwkwjj20XpcqODfGbuExAfbyGxLAypLxYbtT5EJyE8xAPtSvvghz3XEBkjFglfl1RV7OaEJXujsO5ELF66LwgTN0f8u5K4epDTbcnyw2nN8VhsPROHMU3zplox4rLwaYWI7KoFvVDM3xkLf/8TzRs1zH1G7AEJkIBdEKAototpsmwnd+7di+iDB1HZsrfl3SxIQP3FP8nxpGSmePoJyUwh2dHelMwUbmpAzsFWSvw1jesmY8l6UeaNC0tqDPmRoZE9NhLISECXRLpgTds8d148w4ESCTZ8wNrER3xVvjZpSyQ6lvXBfUU98cG6m0R+0yLKGhWesCkCId4uaFnCO1VwZ6VJX7x9XVExnyuW/7EEiUmvwtVFRTkbCZAACdyeAEWxg62Q5ORkrN6yBdXkz3AHG7u9DVfibvhCjhJxwCjJY6yloce9J2mDg3JuJH7ir+k9EFjSW0zOh69Ihbu8FMU5h98+nySe4TOyYW7FsVj0qOgLX0/1TIigFTvEzJ1XceByPD5rEyIR5CTIj6GbNxHQf4vvePWxGPStGoAgf3k3eCefUoiF4t6iXvht4wHs+/sAKpaT+uVsJEACJJAJAYpiB1siFy9exF8rVuABGbevg43dHoergeFX5NDS0AO/TM1lPOEDoHTpnBtN/fuACsXisHuVVrgTRc70bDkH396eJMI3UbJNvLnyEjwlQjygekBaRZoUnLgYj2k7rqC/fC1U/MHnjkYbo9Pl9J+8kGJCnrHrqpG4okt5+Ul1p8Vj5PwGYT5wXXMBf/61nKLY3tYR+0sCuUSAojiXwOfWY0+cPYszW7eiZm51gM/NFoFH5CpNXdxTduG1EyvF158B9XSnZA608GKy4U7eRe3+/ISUupN/5PMSkSKhODYSyEhA1a38N371ZczdH4VpHfKjkGaeUGUrAvlD2Vynzpvelf2RKFFf3WinhggNACfJcd3gIML6XEQ8FvwTjQfK+qJcfilCnw1RXDjQHYXc47B9m9RTZyMBEiCBLBCgKM4CJDOdslxSseWLjoaWGWazLwJajnupHL3kd3y77lJxbrzsfWufM2No3lJSxH11FRc2ire4jcStNbqXRYtnzvSQT8lVAmmFOyatu4zXV1yUjXH50FQErZHGT7NTyOa7vy8mIFJ8x91mnxG7cAquyt9PXknEa39dxIZTsXihXhC8xYOsm/F+3nMVO8U+8VmrtGwU2Vlrzi4oH+SEnXv3IC4+Hh7MV5yrS4QPJwF7IEBRbA+zZKE+qp94mVgnVBCHW+ievE3OEtAI/29yDD4GdH5YonJS/W6IJDjWPK7WbI2lykv1asDvi48DzWTDnUYF1SfKRgJKQKK7C/ddxeg1l/BWo2AMuF9sNhrd1Q1uIoy9xQ4xq3OoER2O1XCxnL9LskoMWnAOT9XNg9ZlfOClG/LkvzjZjDdnXxSaFvNG1VCJEmd3mcm9GoT7YfGeE9i3/29UqVSRc0UCJEACtyVAUexACyRa8hP/s3GjUdqZzX4JlJSu/yDHs7LvbdjjqRvwXnkekrLKumN6oJNUuHvpEhL2SkqMKrLhTootsJGAWiMOS8GNAfPP4bJEfyNik/GGiN1kyR7hIm+eOojgrVLQEz4qkI03b/KniOKzVxMRJRklNENFHh/5VaQ+Cnl396Okcfv9UDS+lZzHHlLtLltFY9IyWNQs4iP5is9hz569FMVcqjZF4KSkFPrtt99wzz33oFo1iThI2yKb4BcsWIA2bdqgevXqmD9/PsqUKSN7SHJwE4lNUQJWrlyJA5JGtn379ggOVhOhdRtFsXX52tTdT4h6ijlzBtyHbVPTkq3OaGaKiXIUkuJfb7wBHBef8di3gZCQbN0uSxf1FGPzmDEJOLhMHlZdPtZmIwElIAJUyzSPaZbXKNGsFolk/RRBslC4iBvCPf1ThYyZJiSKXETKQE9sHZIaDVZBrEJWzMXlpPjH9w+Eom0pn5uXiM4qdblfiJ8H8iVdw+Zt29GjW5esXsnzTEzgypUr+PTTT7Fvz075sCtJ3qf9+2M2LS7j5OyK0mXKY/jw4fDTFDxpbdu2bZg5cyaGDBmCokW1/mhqi42NxdixY1GxYkV07NgxS/T2SmrUwYMH48033zRE8Sn5/fzKK68gf/78GDduHEaMGIFPPvkEDz/8sEOL4u+++w4zZsxAjRo1KIqztLJ4UpYJbN65Ex7iJ66a5St4oi0T0I1Jr8uh8vRJyUxxVCLGWhq6pNTYsEbz85d9dmJs/mCepGc7eQ3Ir7ljmbPYGqzt6p4SES4U4Ibu90jFuf+kkZAvqa/4xkp0IliDvF3RoYoIDs0/nP66/LWG5C+uUVzWluY9vtMNdhnByb18PVxQLdQZO3buQrT87PP2lvuyOTSBXbt24aWXXkpjoHHBG3+GaUmrRON1FbgqdNPboUOHMH36dHTp0uVfojhePOs//PADrl27lmVRXL9+fRyUegEBAZKhRdrVq1fh6uqKKVOm4I8//jAEclhYGFq3bu3Q8zVq1Ci88MILxpuFnGiMFOcEZRt5xg4p7ewrFgoraSYbGaXjdUOKzqGIHAPEbNxK9sHNmADUslJ6kQFi1/j4iytI3CQPYoU7x1tstxqxiteYOzT/6jWxN7lGRbKaj++2SbTa2d0Z9xXzxSgRHyclEleqpJqP2ByZgEZ1tXnX/BAeZfojJV7sYBmak3seRO8Yg7gdb0p6wVRxnN7cZbNmYGCgIV7/dY3YflTcpr/p0mfs27cPJUqUwPHjx42/e3l5oWXLlkY5dG0uYieKiYkx7qdNbRJTp041LBNJSUl46KGHjPODbkhM//fff0OFvbZ8+fLhvvskZ2YmbfHixYiKijL616hRI3h4yKcz0k6fPo0z8ulx+fLlr3/txIkTuHDhAipUqCDFotwM64KnePO0T2rvKFSoEGrVqmVcf+7cOaxevVoi7in/GV9kZCSOHDmCKlWqGP3VfiujJk2a/Ke3Gft3//33G89Lb7oXSnmmMz9//rxhqdCWN29eY/zpTDPjkJXXKYqzQskk5+zdvt0QxKztZJIJzTAMTUJRUI7Bm4DW3SRlm2SmaKfpKizcCsknhh2bpuCnlZIw+f5C8ptFU24xWmxhzLydJQik+YrLhfriyupDOHzkGEWxJbja+T2cnTUSLM3VG04emq3/32/MjK+5SNpJadkVW2cl9WmvXr0QHh5uCGMVv2vXrsVff/2F119/3RCQGiXWKPA777yDHj16QINWCxcuNESoPvf333/HsmXLDKtHuoj98ccfDeFcsKD+tIdxvyeeeAKDBg0yBOyNTa0ib7/9tnEfFac75dPiRYsWieXuDUOgzpkzB5999hlUlBYuLBuopX377beGRWTp0qWG6NTXN8peJPU1x0lQTUWriuI1a9YYlhEV2joeHZ/2X++dJ08ebBe98dhjjxlj0/oIeu16yX7VrVs3PPvss0Z/NTqu49fIeLp4Vp/1W2+9dT2C/vXXXxv2CT1n//79xjOUr7affvrJuJdGki3VKIotRdLG73NNPjo8fewYrKCTbHzkjtO9e2Soc+UYcFjStvUR/++7UvDjMcuO30dsnj36yQ+jbhIpPhgp3mIxMVMUWxYy72Y5AhKNDvF1g19CNI6q8Z6NBNIJiJ/YcE4kJ/ybiX5NX7uLpqJWxbeKN/UFqzDWiOoDDzyA5s2bG9FSfV0joukRUP1TN9c999xzxpNV/D3yyCOGqGzcuDHWrVtn+IxfffVVDBwoZUalqYDs16+fcf+b2SxmzZplRFV1855GlY+pBpBNfBoZHjBggPFs7UNG8a9fUxGe/jUVvSqAe/fujf79JdWRtKNHjxq+6nr16mHCBPloUtrhw4eNcam4VqGqUfVLly5h3rx5+Pnnn1GsWDFDOHft2hWVKlUyNs6p5UQF+6+//ir7YUKgUepWrVpBfcTqt9aW3h+NRus927Ztizp16hivlStXzuCrQrt48eJ3MWP/v5Si2CIYbf8m+/75BxHysYOVPlW3fQAO0kONH3wvx4gLwHCxOhyRDGpviH3Okilaq8hG6QolErF7hbxbryC7gVnhzkFWlx0OUwROiHiXi8nO1L1//2OHA2CX7ZWAikoVwSpY0wWceoQ1WqviUV/PKEZVqOqR3urWrWsIRd3cp6L4zz//RIECBQwBmN5UCFetWtWI+N4oitXuoJHUUqVKGfaDf0QDaNONg3ovFcUqzG+Mht/YL41yN2zY0LBzpDeNAmsUWiPB6U1Fr45X7R9PP/30dUvF448/bghibbpZTsegIlhFsYrlkmJp0ihyev80gq1COV0Up/dHx1Oz5r8VjHL5+OOPJbvMHopie/1Gya1+7xVPU4yI4gq51QE+N8cI6F7pL+QoJNa5996UzBRSiO4TyWd8gzUt2/0pIbbMB2Qj/+4PJfLWRd6d59cKd3foJ83203khCdwBAYku+Xq7oKRktNj79wFDHGT0K97BnXgqCUD9rdquWzDSmKSLy/TX01FpdDPj39VHfOM5GbGq71cFa0JCguH3jYiIuP4sjaJqtNfXVy0fqU3P85GP7/Rc/XtGC4VaE9R/q17edIGp12jkV9PAZbXpGFSoapQ2vWmmDP0+0v5kbNqXy5cvGxFiZaL9SfdMp3MrUqSI8X2omxO1f7t37/5X//S+Kp5vbOnMNfquEWflqJYTvU9Gzlkd163OY6T4bgnayfWa/iWvWCgkpT6bAxBQ15zoYcNn/NxXuqFChPKnkHfTlhl8K/HhfPHVNZzZKJko2v4/NZFl7s67kICFCKiG8XZGaSlNvvyf/YiMvEJRbCG09n+b1GIxkn/t30Mx9sHdvBpSxo10GS9SYabHjdlNbhTF+u9b+ZQ1IvzRRx8Zm9c0mqqiVjOmpAtdvb+K5oyiOl0oqmC9Uair7UCPTp064cMPP7zpdKmQTrd6pJ+Q7l/OeIFGafVQUa9NNyBqX27ciKj30meqxzh97Bn7pX3Xa/z9/Y3+6rkdOnQwor2ZNX32Cik+poz073oPfTOg90zvV2b3yMrrFMVZoWSCcw5KKhndd51ZQqK9cs5oOR6Uo91Nxj1VvvZ72tfFXgqxrULKOBhN3xP/Kod+fK9Nf9QMl4OWjdxbQIPk0aqD+y8U7doV+OozoE7tu+9P3foyr2KjmL9YSuu1SKtwx2jx3YPlHSxPQNK9FQ1wR8TWA4i8ek1SO1kxmbfle887WpjAdaGqYtgQxTdsPb+ZUE7rg9oAVKyqvzfjR/kasdToaPrXbhcNvnE46SJ54sSJRgRUA1gqGHVzmnp21VqgTf2zuiFO08KVLVvW+Jr2RTfsPfjgg/8RhhpR1kwRer9bNS2GoWnkVHxrU5Gsm/e03W6ToVoeVBSrjSLdGqHXqDVEs2hoxFg5q/VCz0nP3ayZLjQyrHYMFcSZ9S+938pDmWp6Nn2ToB5pbRs2bEDnzp0NwW6pRlFsKZI2fJ+L8s16RNLCdJQ+3mrCdUnNkUOzN/4tR5gcGUWxCl5N/bVBjtfl0IQuaq8XnYWv085fIX9qCWJ1Huk+2B/lkErE0PeALWyYj9m71lwGOF+OHpuBNj1FGMuEdGh796Pu9ACw6KnLSNh+UXLAidCIs9wPprvvHe9AAmkE5M1aWKA7PJIu4aBkoChd0kIflxCwXROIXvssojeKr+zGTXUqkhMlu460Gz+W12wSutls/PjxRg5h9QCrGNYMD/fee+/1DWAq4FRspgva9Htl/Fr6OSpEtan3WDNObNq0yUjDplkfdPNaeuvZsydmz55tZGbQDA/aNAKswlazT9ysPfnkk8ZGvNdee80oAqLiUYW1Ctl27dpd768Kct28pxv3tA/qQ04fu1od0kVz+jPUy6sb4t5//32Dg/qU1UusvuBp06Zd74o+74svvoBaJho0aGBkmlArhj5bmxZH6dOnj7F5UDcVKhPtn95TPcfalKFy06b92rx5s5GhQ7/+7rvvGpH1O3kTktmipSjOjJAJXj8vOQfPiXfndvmJp+o3mBwd5PhZjhsXxjr5mkaIpTYE0lOJa+FJzZCo174mh2YuVKeSRpC11ZOjuhyz5aAozt2FVDlt/h4+JJ8C9JG5fgt4PHVzb7ZbL6lw9/YoqXD3l5iW6+RMYvVsd5YXOi4BsVAUC3STDXfO2C17K1o1vd9xWXDkRtENzWAQcfEMUozMEzdaJcTi4FIevv7B/8kRrB/Tq4DTSKlmPVDbggoyjdSquEv33aqNQvPn6nnpTV/Tgh3pWRI0mqpCMTQ01DhFBazmNNb7a2RURfDIkSOvp0pTS4VmctCUbpqGTZtGj3/55Zd/Vd3LOMV6f83k8OKLLxpp1bS1aNHC2LinTVmowNcIrEZwNTOFilq1KaRnxVDhr1aFjJFjHYsWGRkzZoyRDk37q/5i7Uv6+NQmoX5i3dCnEWTd9Kf8dHOdil5t+kZC0789//zzxpsBbc2aNftXLmO9n246VK+xvvnQNwA6fr2XZsTQ9HSaOs5SjaLYUiRt+D4aKY6Vj2JuJ1u0ps4HcmgFdhWxN26bWiRfC5SjboZxqpNUz18rh/5oSc3s+P+m0WT1MF+xYTaO1DXJKmzYWwZKYPeJEVKUTnzGr0l6R7F/Zau5ywT3kA13o76XGx67Kjv75O2QVi9jIwFbIiD2iXwiivP7OGPffmagsKWpyY2+aERWo5p301Sw6nGrpkI3Y8RUz9MI6aRJk65fotFTzQmc3lSEqtC+XVPxp3mL76RpTmHNOXyr1rRpU+iRsakPOb1p9oibNRXG/68MePO7axRcRa1mo7hV001/t+ufpnDTI72piM7Y9A2JJRtFsSVp2ui9LoggdpVoceBt+pe+rMQh+p+il3rZUTnUEpExPbi+v5ZMRzgih7qebkwdflC+JhnBDDsFm20QUE+57LtDeLyIWYkWH5YJ+vR9rYyUvf71ehQY+/E1xG6Q9GzdS1EUZw8jr7I2ARcn5JMsFCePHZXInlS60zSCbCRAAlYjoBH09A2IVnuIFW5MUWwFqLZ2y3OSIsVLPsrISuaJWyXW0q0IGmnOuGD0XI0L3urXy+fymmSxNXzHbLZDQN+8iB427DQDpwKnpA7HlHGQikV33sdwST/ZoWUyZq0SD15TKTYthRKQwGjxnZPkFVYlkOKEgt5O2HX6GJLkl7WzM+t6WpU3b+7wBDSLhUbMNROFPTWKYnuarWz29ZjkFCwg16pFIrtNBbB8SI6MW6mMTbpy6K+XGxfSl/I13WgnyQ6QzSBkdrvK67JIoI+cp290+sruyDaiaadKaej6agS/g6Yl6ntItPiHTheQ8neEGMvljhTFd0CQp+YUgQJ+Lrj8z1lERccg0P//uV5z6vl8Dgk4EgHNxLF8+fLrJartZewUxfYyU9nsp+7+PCwlGbWqefoGuOzcStN2qzc4oyhWoSz1IaDbBEQbXW/qW31Fjqfk6Jidh/GaHCPQSp6kyW36bZG56gVMlN2Wnf9vJ8tSP+6RHZY1KyViw19iUq7ECndZgsaTcpaApIcqKhkonBJjcfjIEVSrXDFnn8+nkYCDEdCNcBkLjdjL8CmK7WWmstnPKMk/eEwSXGul8Kx8YKjiV6O/Ny4MzSqhKdsOyKEZJbSJixS6baVfhr7ppjutjq6WiVtb67M5GF5mFQJaO2ieHI8dkRR6EvU9Idp2+JCsP6qQVAhpKdlzNoyRCnc9xJRRUKJw8UzPlnWCPNPqBNIyULikxOLY8ZMUxVYHzgeQgH0SoCi2z3nLcq81wfZ5EcVa2ex27ZK8eFkOSa4F/btukNONcmq50GQnGjycIYemXhP7qSGcX5VDMxpoLmJt++ToLocmoVFhfEQOlUbqYdVo8v+LRN6+L3w15wlogpwf5HhaFsGzI6QCntgp3nxZ5iyLk9ZK8vR9+UUMTq2Wt0oPiijWBcLKzzk/kXzizQnIWizsL5HipCtS9lx/yrGRAAmQwH8JUBSbfFVcEVEcf+xYpqJYP0LXSnS6RaqSHFrAQxOxSDVfo2iHbpj7SY5haV9XzaMp2cSGet2rvFv+ruJXMxy8KEdiGlv1M2tREKbMt+3FpplEJstRUvLrvSE78cSKjg+lvGFWUkDWES9yLamU98ufIjjaicR2lWpR8pE1GwnYBoEUBHjJx7kuiTh5kqLYNuaEvSAB2yNAUWx7c2LRHkVKJZj4s2cNsXq7ptHe9Ijvrc5TYZxewvlm53SWL+rBZr8E1GIjqYuNjZmDp0j6YdEPkyV1ZlYyU/SUjwkWroxE3A7ZkllbNtyxwp39LgSz9Vzen2katnxuSTgrn5yxkQAJkMDNCFAUm3xdnJfCHS6y2S7Q5OPk8CxLoI/cTjdndlsMtBeD+BTJr1c/Y+WWmzyuoyS7Lv5qAvb+IeYbFcW0UFh2Uni3uyPg5Iw87smIjFCDGBsJkAAJ/JcARbHJV0Xk1avQ5ENMQGTyibbC8LTGkWhiPLxdHBFSuW6SRIy7PHDrB7mJ//ihHmKVmSiR4sORUltXHOmMFlthZnjLbBFwcoKfWwouXJPqi2wkQAIkcBMCFMUmXxaXpHCHllu2r/TZJp8UOxqeZh1Rv/kQSSzRvS9wRgp9DBsgQWCxDN+sdXtEKuW9dw0xG+XEUuJSpii2o9k2f1fziK94b3QspKgdWNTO/PPNEZLAnRKgKL5TYnZ2/uXISCNK7Gdn/WZ3bYeAbpA0MlNIouonhkuGEvEZvyY7Kb11R+UNrYCkI+ks6dm+1Qp3zaTCXYC+JWMjARsgIHaePN6uiIuLxVX5BC3Anz8VbWBW2AUSsCkCFMU2NR2W70yEiGKNEt9Ev1j+YbyjaQn4y8gmyFEgXlK1vS0p+yRy/NF7QEjIv4esQrl7bxHF7cVCsV/yu9WTZIC3qgNuWlocmM0RSEuEktfbDXFXYhB55QpFsc1NEjtEArlPgKI49+fAqj24LD/8tdrcLT7ttuqzeXNzEdAfFm/IoRvwBk0VYSyb+L+WOt4lpV5HxlZTKsU0rJWE5cskZ3F12XDnkZWyMeZixdHYJoEgsU/Ep0WKbbOH7BUJkEBuEqAozk36Vn52iuSJvSIfE9JPbGXQDnZ7LcyST47+sguvuWzAmyGZKepKjuL0FiIvNpNiHsvfknDyQ6KY89BC4WBLxDaHK59YGJHi2FT7BBsJkAAJ3EiAotjEayIpORkxEikOMvEYObTcIdBRHmvkMt4qmSkk48SUj4AO4iVOb+2lBOIXU2Jx9E+pAFJWViAtFLkzUXzqvwjk9U31FEdGikGejQRIgARuIEBRbOIloaI4NiKC6dhMPMe5OTQNDs+VY8BhoFc/YLRUwRs2OLVHlSqLnbgmcHS5iOI+ZUUUUxXn5lzx2akEXCXlRKxEiqOirhEJCZAACfyHAEWxiRdFohTtuHrhAnSTFBsJWIOA5JfALDmekH11I58Un7Fo4FGvAm5uQI9eIpr/vILoLecBd7rarcGf97wzAi7OzvD3dGUF8jvDxrNJwGEIUBSbeKqTxFMcJ/YJyRbLRgJWI6BvuqQiNArFAWNGSco2Ecbjx4itQgp9FH8+Ebs0WlyU+U+sNgG8cZYJuMh7M9HE0IABm2MSSJZPUA8cOICLF+Wd/G1aUFAQSpYsCReX/28Uvix5/48dO4ZSpUpJSsr//0xLkvW0b98+BAQEoHBh3Yqc2rZu3SopLCWHpbRixYqhYsWK/3niFfkdvWPHDuO68PBwx5wUGxo1RbENTYalu6L2Cf2Gk6AdGwlYlYD+2pBMbZA0xXjuK+C06ODpXwBPSvT40TEXgBjJCcssFFadA948cwJOYuOJjo7hRrvMUZn2jP3796Nly5aGuL1dU5G6YsUKQ8ymN/33yJEj8dNPP6FatWrXvx4dHY2+ffsa933zzTeNr+s5H374oSGgtalt56GHHkKbNm3gLJ9YpLdffvkFvXv3xoMPPohp06b9S2ybdhJseGAUxTY8OXfdNYkUJ4owTkvRede34w1IIDMCQ+QE/RUyYBHQpifw8hNAQVzBqc0xSPGkhSIzfnzdugRcRBS7OadAI3tsjkng1KlThiDuI8OvewsES1TUSoQ3QvbkZGwaNXZ3d/+XqE1/Xb+eHlXevHkzhgwZgvfee88Qy9p2796Nc+ek0meGppHnBQsWYPDgwUa0WEW3Cmu23CNAUZx77HPkydzelCOY+ZAMBFrJ3+fL0WulpG2TYEyIhwiQKDnc5McNFyTXSm4RkOiAq7wv85ePziRewOagBNKFqybLkSQ5t2w/ySsZI7rpJ+qnDTdr+vX011QUx8TEoGZN2W2c1ipUqAA9MrZNmzZh165d+OKLL/Dyyy9Do8YUxbm7MCmKc5c/n04CpiRQVUYlwWI8ehRYkhYgTkk25VA5KDsioKIlMT4eUdFRdtRrdtUaBG6XqfpuV0edOnWQN29evPTSS3jttddQvXr1mw5Bo8T58+dH3bp1UbVqVSxevBgXZHO8XsuWOwQoinOHO59KAqYnoJkpfpejo4hhTd12JS5JPrqWKAujxaafe1sdoIri+IQkI4rHRgLWIlC5cmWMHTsWo0ePRo0aNfDoo4+iR48eaNKkyfVHqg95zZo16NixoxFhbt26NWbPno1169ahbdu21uoa75sJAYpiLhESIAGrENgkd50nR/oe78i4FPx5OApdqwbKV/n5tVWg86YkQAJWI6BVYrXdaKFI/3f663pO586djQjw3Llz8d133xnid9SoUXj88ccNW8b8+fOh/ubGjRsb96xVqxb8/f3x22+/URRbbQYzvzFFceaMeAYJkEAWCUTIeRodniHHZicXnPQMkbxs3eEX1gVXN72C0Sv/ROtSvvD1lHwVyRTGWcTK0yxEQEWLu5sLvLy8LHRH3saRCGT0DWdl3AULFjQ20WmU+MUXXzREsUaLNTXbvHnzjA2fbpLUXTf+6d9DQkKwaNEiI2WcpoNjy3kCFMU5z5xPJAFTEVBv3l45dHOdFvI45pkPcQFl4Sxi2L9QK7h45IGTRyB8qr6ArX9sxPh15/FC84KSo4gZAEy1EOxgMCqKXSVLgI+3jx30ll20JgFJEnnLdqvVoSL32rVrRoRXLRLpTXMeayaJEiVK3PSegYGBaNSoEX744QfZ5JmCkydPYtu2bdBcyK+++qrxNRXcaus5cuQIlixZQlFszcm/zb0pinMJPB9LAvZO4IgMYLkcapFYKEdMUGU45asDjyLtkaeAfiQoZmL9uDElCSlxEfAIqY2Yol3x9fYv0b1yHhTL5wEkMFps7+vAbvovXvZEWZJXErTHXHd2M28W7qgW79CmP7ek1uZNm6ZkM1bJDWlKVPTqofmHGzZseP0Th/Hjxxup2u6//37juuXL9ScjjHPSm2aWKFSoEEqXLo05c+YYwvivv/4yNtilNxXc+u/ff/8djz32mBFFZstZAhTFOcs7x5924zd1jneADzQdAf1xr1HhP+XY6iSpJQq3gUfhVvAPqQdXEcZIihMdLBuZDN2RQXxIOTHfioPxz4JfMWnjBYxuLZWfdNMd82OZbo3Y6oCSxLKThNRcs2yOScDX19cQm1MTEjD1NgjU93ujKNWKdZMnT8YLL7xg+H61wIcKWU3z9vHHH1+vZqcRX7VKaOEPvU9kZKQRFdZr4+Li8NVXXxk2inLlyv2rB9o3FcOffPKJkdc4o2B2zNnK+VFTFOc88xx94s3yLOZoB/gwUxCQmnT4VY7v5Njh7Iaz3lK7rkRP+BZsBle/EnD2kVwTidESEb58y/GmJMXDNbAs3CsOxOStb6B7xShUDZMPKuMZtTPFIrGDQWiQwNPTEyo+2ByTgNoeNMODitPbNX3jdDM7hHp9p06dipUrVyJBhLX+jtUUbMHBwddvp7mGVTCrFULXnIrm+vXrG2WgtbLd22+/jSJFisDDQz4tu6ENGzbMsFqEhYU55gTl8qgpinN5Aqz5eFf5RgzKkwdxZ85Y8zG8t0kJXJNx7ZNjthyayP6YVyjixSvsUuIhBBRpDWcXLzi5ektUOF7E8KXMKWiiYvHNeZXohsuHfsFn6/fii0LhkiFfLmUO48z58Yy7JpAkAuWqpAZksOCuUdrtDfRN0a3yBmd1UD4+PpkW2dDNdHrc2PT5GYt63Pi6vmGrXbt2VrvC8yxMgKLYwkBt6XYu8g7WQwz+t47d2VJv2RdbIfCPdGStHGqRUN9dfHANuITeJ17hdvARz7DRVOCmJCIlQaVz1ltKYgxc/EvBo1xffLXxGTxUNRINSwYwE0XWEfLMuyCg9gnd36kBAzYSIAESuJEARbGJ14SKYj+pjHO7yj0mHj6HdocENJWaFtlYJYdaJFC0IzwKNoZ//gZwzVNeNsWJPSJZPnK80St8h89JEZuFV7EHEXd4Lt5cvgxLw/3hpEU9mKLtDkny9DslkCJv5rw8PWifuFNwPJ8EHIQARbGJJ9pVI8WSDDzCxGPk0LJPQLXtWTl+lkPtESqEL4pFAiV6wVcySLj6hsPZu0CqVzhWS3BYqBSdRJidvPLCs/wgLFuzHl9vuYh+dfMBUtyDjQSsSSAyNlkcPK5wdWWk2JqceW8SsFcCFMX2OnNZ6Lea+/3FU3y3ddyz8CieYkcE1E6jeYV/SBPD53wKI0G8wq7FeyKgQCM4u0teYcMrHJvBK2whQZzOKTEWXkWaITZ/O3y6YRbalw1EXn+JTmvOLDYSsBKBKCMFoBM9xVbiy9uSgL0ToCi29xnMpP9B4ik+YPIxcnhZI/C3nLZCjjlyaB7OBEmh5pSvNrzDO8MvuKZYIzSBq+YVVq+wlU03krvYSTbq+VYchK2/L8LkTRfwYhOJShsp2rI2Hp5FAndK4FpcIrx88iCPBAvYSIAESOBGAhTFJl8TeSU34i4ZY7Qc3iYfK4d3cwKL5cuaTm2ZHLtdJQVa+APwDm0sx31w8SsuGjhGjvTPE3JOkaYkx8M9Xw24lu6HCZvG4cHyeVC6oKfs7GO0mGvZwgTS3mydiIyHl7e3kTOWjQRIgAQoih1sDeSRvIga84ukKHaYmVdJeVoOjQhrOrWdzu646FsUKNkHvqEN4RZQBk5SilkzR9wur7DVgUm0WGpAw7vMQzh59Fcp/3wM49tLbk5uurM6eod8gLzfOynl7LykxLOmqmQjARIgAYpiB1sDecQ+EStj1kgxm7kJ6Fa4nXJ8L4dmkbgoXuHEwApwK/kIAkMbwcnNRywLnmleYQtunLsLrJqJQqvguZV5GF9tfw2P1pCCHkUkms1g8V1Q5aW3InDuWgL8ivobGSjYSIAESICi2MHWQH5JyaaZZK842LgdabgqhNUaoXmFl+rAQ+rCOV89eKlXOKiqfEFzCqd7hdPzClt449zdAJdNd96lHkbkkXl45c/NmN+7FL3Fd8OT196cgKT8i4h3QpD8TGQjARIggZsRoKfY5OtCN9rFyxgZKTbXROuWOPUKa3GNv+T4xz0QKNYNnvlqwiN/Q7gGlERygviEk+VzgrvMK2xtcuotdvEpJAU9BuKPTUMwZ+dldKoqns84houtzd6R7p+SnIzzCa4olzfEkYbNsZIACdwBAYriO4Blj6d6Sv12F/EVn49UVzGbPRNQiXhSDk2lpl7hveLHjfAvKV7hvlJgQzbN+ZeGk0eg4RVOtmRe4RyApjYK72IdcfnAj/ho3e9oWToAXu5S/zkp5zb+5cAw+YjcImDUhknBxXgXBDNSnFuzwOeSgM0ToCi2+Sm6uw4GSB11r7AwnNmx4+5uxKtzjYC6f7fL8aMcunnugm8YksQW4V7qUQQGV4OTRImdXNxTs0jEXUrrpw3ZI7JCTiqNObn5wrvK41i5bAW+3nwRQxrkF1Esm/HYSOCuCTjhitR3jk9xQYFQSf3HRgIkQAI3IUBRbPJl4S+iOLhIEZygKLa7md4qPV4uh6ZT+0N7H3q/eIVri1e4KzzyVJC8wonyxXSvsJpk7LmlyAbAeLF+1ENM0e6YtGkqOkmKtgJBUtCDKdrseWJto+/yHvF8tJiOnF2RP0SqJ7KRAAmQAEWx460BHx8fFC1YEEdl6BpzY3FT214DmilEfcIL5NBCG0ekuhzCH5Scwg3gJqLYRTJKGKnUxG5guioXWv5Z8ij7luuHHUuXYtLGM3itWWEpyyuKRjcKspFAdgnIEjp9NRFJTm4IoSjOLkVeRwKmJ8BIscmn2M3NDcXFPrFWxqnlGfxNPl57HJ7Gew/L8ZMcao/YK5XerklRDefSj8I/Xx3xhJcVr3Aeo8rc/+0R9jjSzPuckhQNt3y14FqyO8ZvGIuelWJROlQKeigkNhLILgERxWdUFEvO7vz5xZbDRgIkQAI3IUBR7ADLIqxQIUNs6VY7imLbmfDz0hW1SHwjx0I5LvuVQHJwDXiW6Y/AgHLiFQ5I8wrHml4MX58ViQiniL/Yu0w/XDr2G95avh/fdCnBFG22s2ztsyfyacOBy/Fw9c6LgqEUxfY5iew1CVifAEWx9Rnn+hMK5MuHaFdXXEpMRJFc7w07sFkQaF5htUmsdJJvwYKN4ZK3FrxL9IKbT7hYBdLCovJnSoK9e4WzMd9JMUZKOVcRxr/sfAZL/olEs3KB9BZnAyUvSSPglILDkUkILVICHpKRh40ErEVg/fr1uHDhApo0aQJPT/mU64aWKL+Hly1bhoSEBDRt2hTuXI/Wmops3ZeiOFvY7OuiUBHFCSEhuHTqlH113ES9VQfwojQhrIL4mIcUECjRE95568C9UBM4e4YY9giIIDSdVzgb86iZNHxL9UDEwR/xwdqNuLe4H7xcJEWbFGBgI4E7IiBR4mTZrHn8SjJK3FsGLlpGnM1hCVy7dg1ff/019u79B5K6+qbNWX7UlClTAo8++ih8ZbP6je2U/C79+OOPcfGi5gYCypcvj6FDh8LDwwNffPEF1q5dawjfm4ni2NhYvPzyy9B+rFq1iqLYxlYiRbGNTYg1upM3OBi+IopPUBRbA+8t76nx3gNyTJfjdzn+lhLLVwPLw6V0f/gHV4eL/F03ljmCV/iOwUuU3Fl81F5Vn8Kyld0xe0cEHqotbyQkrRYbCdwRARE45yMScD4mGc3Llb2jS3my+Qjs3LkTTzzxRJYGppHcChUq/OvchQsX4pVXXkHbtm3Rpk0b47XVq1fj008/xfDhw+Hv728cup/nZs3Lywvff/+9ZJtMgp+fX5b6wZNyjgBFcc6xzrUnqSjWcs//5FoPHOvBWmBjoxwz5PhTjkviFYbkFfYoOwiBIoSdtfqc2CZ0U1lK/GXHgnMHo9WUc54FG+FyaEd8tuFntJCCHvn8JX9KAqPFd4CRp4ooPhqZgEuxKShftgx5ODiBmBj9NA4YPx7o2vXmMCZNAl59VX7UiMUhYzt48KAhqB988EG8/vrr119SgRwREQEXFxdD7GqEOC4uDitXrkR8fDwqVqx4fYOnnqNiOEX2T7iKrVH/1PsGy+9pfd727dsNQV2rlljqvL3/9XyNQGuEWSPSlStXlt8n8ruEzaIEKIotitM2b6bfOLrj+pB0T+UEPzy0zjytl9v+JccsObZKtTnNK6xeYb8SPeDqU0y+KlFO3UiWFCd/1+RrbLclkJxgFCbxrTAA6/5Ygh93XsTg+iGSoi1tIRMfCWSFgNgljkqkOMkzECWLh2flCp5jYgLO6o2QJhpU0vPdfKDpWtNIB5mhffvtt4bwvTHSrCI2n9gUtalH+PTp0/j8889x/vx5HD161BDI+u9SpUoZ54wcORIqzn/66SdDND/55JNQW0WVKlWg1gy9Rs8dO3Ys8kpA6+TJk1iwYAHWrFljnL9r1y4UlFSrM2bMMMQ0m+UIUBRbjqVN3ylcCnislh6qt9XHpntqX527It39RQ7NHvGXHGd8i0pe4S7iFa4F9wKNxQIQLPvmrtErnM1pTUmMgpsU9HAu3hPvrpqEB8oHIjRQNkolMlqcTaSOd5mLE45FxiOwSDkE+v3XH+p4QDhiJXBDEPhfUGQv3H+aRnTVA6xitUCBW1dFVNF99uxZIxD1xhtvGPepW7cuPvzwQ0MYa1NhrUd607/v3r0bTz31FFq2bGmI4Hr16uGHH37AkCFDjOhzQEAApkyZYly3d+9eY5Pejz/+iEGDBnFCLUiAotiCMG35VuXKlMGP8pFLpLxjpSi+u5nSn5f75fg+TQzvkbzCsXkqwVXsEQFB1eAcUFpSqXmmeoVpj7g72JqJw9UPPmX64sTxhRiz6gw+aCtvPBgtvjuujnK1rhOx2xy8EIMipYrLx9YUxY4y9ZYep4riqKgoiS7fIryc9kCN+JaR37cPP/zw9S40atQIGzZsMKLD6inWCHTGKLRGf++//35DEGsrJGlU77nnHsNKoc8tWrSocaS3cuXKoVKlSti0aZOlh+nw96ModpAloN9EbvIxzB55B1rQQcZs6WGekBtqXuFpcmjZ5Qh/+SgspC68SvVDoPzd2SNIvuok9ogYOWiPsAx/UTVSwc8tuKoUM+mL6TvfwCNVo1CliIibhFtsHbfMg3kXMxAQ60RMdCIOX4pH2VIlbpoNwAzD5BhyhoB6eVX0ZtY0mqtCN73pv1Xcajq2W7V0P3J6BDn93xnP13RvV69eNcS1WjSKyCfAbJYlQFFsWZ42e7fy8s41QETxVhHFTW22l7bXMf2QfqUcumFuthy7XGXjQ2hDuOSrDb+Sj8DNq6D8sJMfdFJwQtOIMZ2adeYwRfzFfqUfwoXDs/HOyv34tps33Bgttg5sM91V1sjFmCTxFAOdyqT6OdlIIDsE1Bah0dq///7bELe6Se5WTQWwHuktWXK/3RgdvvFaPSfjNfr3dP/zmTNnMGHCBMO+odYNtVOoReNmKd+yMzZe838CFMUOshqCZOdA4WLFsEs+jmHLnMAFOeUXOZakHZe9C8JJfK0+UnbZrUAjI4OEeoVTEtWlTX9r5kTv8gwRxS4+heBeaTgWbeyPxXuvoG3VPIAIHjYSuCUBiRSfuhKPi85eCCvMz8i4UjKIn9uonwx2338h0xRsf/zxB1asWIHGjRvnCE4V07/99hvGjRuHdevWXU8Rp55itXOwWZYARbFledr03cqIB2nV3LlS/0Degdp0T3Onc5p8Z68cX8uh9oi94hVOzHsP3CQi7B9UBa7iGxaPhHiFr4hXOCJ3OumwT5XIi6Ro8ynaGpcPNMWHa5aibjFfBHvLZhVuunPYVXHbgaclDth1+hq88odDNxuzkUB6NFb1pGQ3u2mL1ljHTVqnTp2wZcsWPPbYY8bGudq1axtnLVq0CIcPH8azzz5rRHGj5QYZo76afUItD+lfUwtGRhtGutc44yMznqMZJtSLrFkp9O/z5s3Dxo0bUbx4cU6ohQlQFFsYqC3frlq1avhN0sUckW9Qfiv9f6aOy1/XyaFe4dVOzuIVLg3kvxfepR+TakZhcHYLEKuws+EVhhEZZssVApqiTSr/eVcYiGUrVmL+rkj0rhWsLu5c6Q4fauMEJMKWIpXs1hy+htKlSov/srCNd5jdywkC6RvcBgyAZHa4+RPTrb8Zha2eqanX3n77bYSHh+ODDz6Aj0/qtvWwsDAjc4QKV/27+n4zFu/Q8zW/cLpfuHTp0kaaNm3aHy0QogU/Mm6+K1u2rPE1ba1btzYq5r3//vuGZUJLSGsaN/U4ax9vTB2XExzN+gyKYrPO7E3GVV1yIMZLMvAdFMXQLVqaou4vOb6TY5+b/PARr7BrgfvhLynVXCSVmmGLUK+wsWmOwssWvlXUruJRqCmiizyAt1d8j04VAhDgw2ixLcyNzfVBIsVRccnYfj4ZDTtV+E8hBJvrLzuUIwRKlixpCMyLF69IVPfmj1S7cECAD0JDQ/9zggpbTYM2cOBAKROdutk3Y3q1Z5555j/XDBs27F9fS0/Vpl/UvMZaDe/GNmbMmOtfUoH92muvSUGRV41nZnxejkBzoIdQFDvQZBeWb3APMenvvnwZHR1o3BmHqtXm5smxTI6lclyWqLBzeGfxCteCW8GmcHbxFnuE5hXWd/EUwja3TFIkWixvYHzK9seBP//AZ+vO4MUmhWyum+yQDRAQUXzmaixOOfmietUqNtAhdsEWCBQuXPimIvRO+6bR2ZwWp7nxzDvlYu/nUxTb+wzeQf995GOXkpL7cP+ePXdwlf2fqolxtsmhXmHNJLFHMkikqAiWVGoB4hV28ZfSr85SblPzCidF2P+ATT0C+Uhc5slDCnpEhXfFZ5s+lRRtcSgcLBUE6S029czf0eDSMpNsOHYVvnkLiiiuekeX82QSIAHHJEBR7EDzruldqlevjqXTp0P3rJq9iMfRNBE8Vf7cKJ7gK34lAKky512yN9z9wiWDhOYVlnhwkviEKajs6jtB0+D5VRiEU0fn483lZzD5wXCdSbsaAztrZQKyHP46fBX5Q2uIp5jp2KxMm7cnAVMQoCg2xTRmfRD1a9TAJPnYZ7uY8+tl/TK7OVNND2vk0OwRWnHukFd+KbBRH65SZMO/WDe4eOY1fMKpeYWZTs1uJvbGjibHw82vGFzLD8Kv+17AmoPXUK+UFPSIZUEPu51TS3dcvJfbLzmh0n3lJN9rWioKSz+D9yMBEjAVAYpiU01n5oMpKylcvMqXx2aps24mUXxGhq7FNdQnrIL4qqRPcynaAT7574O7HE7ObqkiOJGb5jJfJXZwhpEYPwV+pbrh9IGf8NHaHVLlzhs+Kn6SGTG2gxm0bhdlHRy/EIuIFG/UqVvXus/i3UmABExDgKLYNFOZtYEUyJ8fdaQO+woRxQPlEvesXWaTZ6lXWMsufyPHcjl2SV5hFGwOjxI9EBBYAS4BZY1+pySqV1irzbGZiUBKUjycvArAq8owzF37GP7afwVtKgcCcRTFZprnbI1FErGvPX4NCbJ/oH7dOtm6BS8iARJwPAIUxQ4257pbtlGtWnhLLBQnJdpWzA7HfzhNBE+VP7dJMY1If8m6LGLYp8TDcPMpKl5hySuckmRsyKLP1A4nOMtdTi3o4VmkFS4fbIVRy39F/XBfBGpBjyQK4yxjNOOJEineeCoOeQqWQsli4WYcIcdEAiRgBQIUxVaAauu3rCqJwuMLFcKeEyfsRhTrxsBVcvwux09yHPPMJ17henAr1BIBRTuKEPZLxW54hW9RpsjWJ4b9u3MC4i128gyCd/n+WPfXcny/7QIG3yu5RSmK75ylWa6QKHFsbBK2nk1E9fb1pYgCf82ZZWo5DhKwNgH+tLA2YRu8f3mplFNeUhQtFlHcWvpny1tQDkn/5suxJE0QJ2gKtSLt4COC2F0KbTg5qVdYJLN8lM6osA0uthzokuaV9ijUBNFFO2HsuuloVzYQhYMkRRuFcQ7Qt8FHuDpj+9Gr2H85ESPa6k84NhIgARLIGgGK4qxxMtVZ3lLVrpakZlvy669GajbZs29TTeVtetllzSSxz1V6WKQtPMMfhHdg2dS8wrLJSsVQCugVtqnJy43OaJlT+Z9PxcdxaNFifLLuPN5vX4SiODfmwhae6eokfuIoOOUrgRpVK9lCj9gHEiABOyFAUWwnE2XpbtaXHdkz8uTBYaluZyu/NjQq/KccunFum2yQueInXmGJCvsW7wk3rxA4uefRXXP0Clt6MZjgfilio/DIUx7Rpfthxs530bVyFO4ppinablHH1QRj5hBuQkC8xAlRSVh24AoatXgEIXklBSMbCZAACWSRAEVxFkGZ7bR6deoguEgR/J7LoviygN0sxyI5NK/wKW8p2avWiMKtECCC2FnEsWGLuL5xzmwzwfFYhIDmnpbmX/YRnDr0EyZtOIHyhbzhzRRtFsFrNzeR32gHz8Zh4zlnfNC0YY6X4bUbTuwoCZDATQlQFDvowggKDEQZ8RUv37EDT+UCg33yzLlyaE5h3UAXk682XAu3hm/+e+GWvwGcVAQnSU7hJC3HwUwCuTBFdvfIFFkrLr7hcK/8OL7d8ISUf76G+8r4M1psdzN5Nx12woZjkfAOK4t7qlW5mxvxWhIgAQckQFHsgJOePuRGzZrhoxkzcDIpCRKftXpTr7AW15gpx1o5DrjJx9uFWsGzuOYVLpfqFU5JMOwR4hi2en/4ALMRkFUj/mLvsPaIOPgDRv21FrMlWuzrIekIuOnObJP93/HIpwKJcclYsCcS99z3AEoUs8eEk+afJo6QBGyZAEWxLc+OlfvWQop4vBcaivknT2KQlZ6VKPfVvMJqj5gmx34RwtfUK1xYvMLFusLNOzTVK5wsYjhezRRsJHAXBKRIi7NYcDyl/PPvqzZh8f7L6FxNfKUUxXcB1U4ulfc+5y7HYcsVD4y8tx6cJSc7GwmQAAncCQGK4juhZbJzixYsiKoSLV46dSoGyNjkd4rFmspbzSAxT45f5DjjVwLIV1O8wm0QKHmFpXaIkTEghV5hizHnjVIJpCRFwatIS8QWaI43VsxD85IB8PMSgZRqO2YzMYFNx6/AKagI7m/Y0MSj5NBIgASsRYCi2Fpk7eC+zqJMe3bpgqdEFO+R/la0QJ93yz0WyKE2Cc0tDPUIF+0AX908l6+WCBP1CksatWQ1SNAiYQHkvMWNBGSNOckGTe+KT2DvsuWYsPECnmtaQLzFVMWmXSyabF2sM/P/vobSZRuibOlSph0qB0YCJGA9AhTF1mNrF3euL/mKXaTC3R+7d2dbFGuu4+VyaPYI9Qof9BA7hESDvUQMuweWh0uA/IJKiBV7BMsu28WiMEEnddOdZ0gtKejRE5M2fY725QNRLtQLiKcwNsH0/ncI8gY/8moc1p53Rd/+zYxPothIwCwE4uJ0wzng4SFFiaTFx+sOHcDd3d0sQ7SZcVAU28xU5E5HCoinuGXbtpgvovhR6UJWC3not+RBOdQeoWL4oJufeIXFIhHWCX6ycc7VPVC8woGpXuHYS7kzOD7VcQloijZnd/hV6I/DR+fiy42X8H7bgnBRjxB1sfnWhRTsmL//KmK88uGBTh3MNz6OyGIEdDPuCanmeuXKldve09/fH4UKFYKz8/+NhVFRUTh06JBxbZJsUHcR33qpUqUQEhJisf7deKPo6Gg89NBDuHbtGn7++Wf4+vriueeeQ0xMDD799FO4ulLGWRI+aVqSpp3eq12TJugt31x75BteDA63bWfkVfUKa+nln+S4Iimw1CLhIenUAgu1gJOLR6pXODm9yIadQmG37Z6AFvRwCygD14pD8dXml/BghWjULeEDSIYCNhMRkKhwclIy5vwdhWr126FY0cImGhyHYmkC//zzD9q1a4e///77trcuWbIkli5dirCwsOvnrV69Gt26dUPt2rURKGlNL1y4YIjTqWJBVHFsjabC+5577kFsbOx1AXz+/HmoQGezPAGKYssztbs71qtVC+Fy/LZs2S1F8XYZlUaF1Su8QkdYqCXcQhsYeYXd898HJIo9Ilk+4kmKp1fY7laASTtsFPRwgm+Jrog49DPGrd6J6oXC4CFRRWajMNGcuzlj59Fr2HwmAR/17GGigXEo1iBw/PjxVEFcNxSoIJlp4m6oeukhm3K3nMWBLQdw6dKlf4litTEUKFAAn332GUqUKGEI4hYtWuD555/H9OnT4eMjb7ot3NQy8eKLL/7rrm5ubrROWJhz+u0oiq0E1p5uGxAQgEb162OOiOLnpOPivDRatByL5Zglx3o5jshHkwjrDB/xC7sFlIWzr7yDFu9mShztEfY0347UV93U6exXDO7l+uLHDcPR559ItK4gnnemaDPPMpBPt3/7+yo8i1bGvXXuMc+4OBKrENDIq9EaFgW6SG78K6n+3OstQHy7X0gYaMv5f1kn9HWnNLO6Whm0eXl5oV69eli8eDFUMKsoVsGs1gq1NSxYsABN5JPYkSNHGq9v2rQJY8eORWJiohHpVTHdvHnz64+eNm0aZs2aZdgyevfujY4dOxr3GTNmjHH9Sy+9dL0PVoHDm4KimIvAINC2dWvM+vJL/HnmDMrKv3+WY7och8UXHOVfCk7Fe8K/cEu4eIaIVzgAKYkxFMNcO3ZBICUxCt7FuyH+4Gy8vXwZmpX0h5tGi+misIv5u20nXZxwKSIRv+y+gg5DHkDe4GD7HxNHkDMEYiSLfoR8unn1BlGsSZFiNcP+f5v6kVWwaiApve2QqrBqnVA7hTa1Z0ycOBH9+vXDK6+8giJFihhfX7VqFZYvX45XX33ViPKqOB44cCCWSTAqPDwcKog//vhjfPTRRwiWdbxw4ULDv1y6dGls3rwZ6i1msz4BimLrM7aLJ9QV+0Sh8GIYKqJYv/XOSyQYkkLNQzJIBBZsLh9Cp75LNrzC8ZF2MSZ2kgQMArJmnaVojId4izet3oBpWy/isXtlY0wMVbHdrxARxZuPX8Wh5Dz4sFVTux8OB2DbBNS2oJaKSZMmGZvwDh8+bAjWmTNnXo8qa2RXLRaPP/44ypUrd31AjaRYVuPGja9HelUcr1ixwhDKKorXrVtnRJgbNGhgXFNBskKpCNemEWm2nCFAUZwznG3+Ka7y7rdZ88Z4Y8seOJXoC79SveEWVCk1e0RSrJEDlHmFbX4a2cFbENAUbd6Fm+Nyvtb4eMOPaF42EEUD3MQLz1zZdrtopKxzckIKfth2Efc06IjqVava7VDYcfsgoIEhFa7nzp0zxK1GfHUj3h9//IEaNWpAM1aozUH/nlEQ6+gyZrHQf2vEWQ/dNKetZ8+emDt3Ljp16oTOnTsbGSfS7Rr2QcccvaQoNsc8WmQU/fsPwNfTvscprzAptFEVyTH0ClsELG+S+wSkcqKTsxt8qzyBXYuX4dvNl/Bic9loo95i6uLcn5/s9EC8xGcuxmHJaRc8M7w5o2nZYchr7oiA5gfOly8fXnvtNRQtKp5kaeon1owUKoJ79epliN+EhATj0MhyektOTjYsEZ9//rlxjnqKz8gns97e3sYp9913H+bNm4e33noLw4YNMyLI7777LvLmlc2AbDlGgKI4x1Db/oMKFS6Kh7q1wTufz0Biyc6S5jXQiBSzkYAZCKTIWnYPrgLn0o9gwvoP0a5cACoVYkEPu5zbtOIcv+69KNlviqFl82Z2OQx2OhcJeIr88b9J8Qv9mmaguElLjxRfvnz5uiiuW7cu8ufPj127dhlX3BgRTr+N+oUnT56Md955x/AJa7T50UcfvV6IQ8/T1Gs//vgj/vzzT/Tp0wf333//daGdi6Qc6tEUxQ413ZkPtkuP3vh00jeIOb4YvmX6iX84IvOLeAYJ2AMBiRYbBT3K9sXJowswed1RfNyhqPwSk87TXmwPM/ivPsZLKq3vd0ejVtN6KFG8mN31nx3OHQIasTXa9nOAq3zz37ipzktkkbzZ0pbu6U3vqf5bRW/6pjr9+tq1a3H69GlUl+qw2tReceN1+vW9e/cadgu1R2jTtHARERGGhULbX3/9Zdgu/Pz8ULx4ceM5np6e1/uR8Z7695s9I3eImuupFMXmms+7Hk258pXQuV0TfL3gBySHt4Ozi7dsrmO0+K7B8gY2QUD98S7+peFWrh8mb3sZ3atcQf0S/iKK6aGwiQnKaickN/GCXZexPz4Arw/on9WreB4JXLcrYNERGMdt2o3V4lTA6ua6p59+2rBRaNMI8euvv47WksFJmxbZ0OPG1r9/f8MSoV5h9R5ry5MnjyGita1fv97IPFGwYEFs27YNrVq1MtK5adN8yBnvqb7lmz2D03v3BCiK756hqe7goe9kH3wI3/3wMOLPb4Vnwca0UJhqhh19MBJhkSIz3iUfQuTh2Ri9YhPmh/lJBFm4MFpsH4tDrRNSwe6bHZGo0fABNKxf1z76zV7aBIFKlSoZWR8yE5Ua1dWIbcamVok5c+YYEV7NNaytR48ehh84vT311FOGiL1RUNesWRM//PCDETHWaLVmohg+fPj1aPCIESOMjBNaQloLguiRHil++eWXjWvSN97pv9PLTNsEVBN1gqLYRJNpqaE0EB9Tg3urYsmub+GZv57kYpOPd/SjZzYSMAMB+eTDxTMYHuWG4Pf1AzBj+yX0qi2bWaJFFad5Vc0wTNOOwd0Zy/ZdwSqpOf/FR31NO0wOzDoEtMBGRhF7J0/RyG7GYhs3u7ZMGSkIcotWpUoV6JHeQkNls29a08p1bdu2vemVKpYzthv/fSdj4Lm3J0BRzBXyHwIBAYHo0LEzlq9+H3GRB+EeKDXdKYq5UkxEQG0U3mIPuvzP/fhs4xI0KxuAEN14QxuFbc+yRPSTJA3b1E0XUbpOMzS9/17b7i97RwIkYFcEKIrtarpyrrNdunTDZ59PxN79M+Fe53V5sIbQ6LvMuRngk6xKQFO0uXjBu+pIrF2yEj9svYxhjfJLtJifiFiV+93eXDZG7T4eg18PxePDlx82yuqykQAJkIClCFAUW4qkye4TEloA7Vq3wN6Jc5EYPRCuXrKpgBvuTDbLjj2clJQEeITUQWzxhzF+3WS0KOOPUiGy2zue5mKbXBlSrEOLrXyx/jSKVquP1s1TNyGxkQAJkIClCFAUW4qkCe/zSJ9++PKr6Yj8+xsEVH+JWShMOMcOPSQp/+zk6gOf8n3x98IFmLn1El5pVpAfitjqohDrxLHzsZi1PwEvjO5+ffe/rXaX/SIBErA/AhTF9jdnOdbjChWr4LG+PfH+hO+kmEd3uPgWEUPff1PN5FiH+CASsDCBlKQYuAVXg2u53nh/zbt4sGI0yhWQgh4s/2xh0nd5O3VvyTFl0znkCS+Hjh3a3eUNeTkJkAAJ/JcARTFXxW0JDH78Kcz6cQ5O/DMLATWel/129BZzyZiIQIpYJSRirCnarhydJyna9mNaNykEwWVuW5Ms1olTF2Px3f54dH2iB4qFh9lW/9gbEiABUxCgKDbFNFpvEGFhxdD/0T54edRUJJbqCle/MKQkxljvgbwzCeQwgZSkOLj6F4db6Ucxa9vTeHh/JJqWC6S3OIfn4baPc3PCxA0XkRRUHEMHDbClnrEvJEACJiJAUWyiybTGUDRZuJZ+njbtG/yzdyaCa0m02EnMfRphYyMBkxBISYqHT8muiDj4I8asWYd7i/vDU6uvcpnn/gyLIN57MgbTd0ahz/OPoWCoZAlhIwESIAErEKAotgJUs92ydOky6N23H14fNQVxpTrCLaCkiOJ4sw2T43FkAimy6c4jDzyrjMAfK3ph5vbL6FMnWGq2UhXn6rIQG4smgpy87jzcwqthSP9+udodPpwESMDcBCiKzT2/FhvdoMHD8NPs2di2cyKC7hsnv6hourQYXN7IBgiI9FJvcaHGuFzwAYxf+wNalvJDaKAbIMUi2HKJgJszthyJwrSdMRg98QmEhEhqSDYSIAESsBIBimIrgTXbbYPz5kOf3o/gqZc/Q9ylx+AeVE4yUcSZbZgcjyMT0Dzcbr7wqdgfW35fhqlbLuD5RpKizVkFsyODyaWxy+a6JMkZ/f5fp1H+vhbo1e3BXOoIH0sCJOAoBCiKHWWmLTDO3n0fwxdffInd+6fCo/5HkomCotgCWHkLGyKQkhgLt/z14VKqCz5e+xm6VYxFsXweLP+cG3Pk4oQ1ByKx5Iw7Jr8/SKrX+eZGL/hMEiABByJAUexAk323Qw0MDMLjw4Zg0MgxiD/fE+757kFKwlW5rVop2EjABAS0/HNKCrzLPoozxxfh/VXH8XlnTdEm0WK6KHJugrV4XVwiRq04j7pNOqJdm1Y592w+iQRIwGEJUBQ77NRnb+A9HuqHWd/PwLLNHyBP0ylwcnaTRBSJ2bsZryIBGyRgFPTIUwkuJXriuz2j0LvaVdQpJlFKeotzbrbESzx/52VsveaLH599Gh4eEq1nIwESIAErE6AotjJgs93e398fz7z4GjZ3eQjRRxbCt0RnEcVRMkyG0cw21448npSkaPiW7YfII/MwZvUezA4XUcy9pTmzJMQ2EXktER+su4iWD/RHw/p1c+a5fAoJkIDDE6AodvglcOcAWrRog27d2uGLmWPgWaAenD2DxHMpm5TYSMAsBJKT4OIdCo+KQ7FgwyD8vCMCD1TPwxRt1p5ffePh6oTpmy9if1I+THp6pLWfyPuTAAmQwHUCFMVcDHdMwFl2hY8Y+RwW/d4cJ3Z/iTw1X0qzUDBafMcweYGNEkhBiuQu9g5vi8sHmuHzjUvQrKQ//LylcE0i17nVJk0KdeyXQh1j1kRg2EvvoULZMlZ7FG9MAiRAAjcSoCjmmsgWgfIVKmLwwAF46Z2vEVe8AzwkRRuzUWQLJS+yVQJJCXByD4J3pYFYumw9ftx5Af3qSDU1brqzzoxpCjbxbb+x5DTyVWmAxwc9Zp3n8K4kQAIkcAsCFMVcGtkmMOyJJzH/17lYu/1DuDeaImKB5Z+zDZMX2iABiRYnx8GzUBPEFmuP91ZNR/uyeZA3QAp6MFps2flS24R4iedKbujfz/vg64+eQ1CQ2LLYSIAESCAHCVAU5yBssz3Kzz8Azz7zPB58aDBijy2ElwiHlPgrZhsmx+PIBDSziquPpGjrj7+XLsVHa89gVKsi3HRn6TUhUeJLkfF4ffkldOoxDG1bMwWbpRHzfiRAApkToCjOnBHPuA2BVm07om/3X/Dlj6PgEVJDNt3lExtFLJmRgGkIpCRGwy1fTTgX74zJ28ajZ+UYlC/oLdFilrmz2CSLKH5/5VlE5S2Dl198Dk5OzH1uMba8EQmQQJYJUBRnGRVPvBkBzR/6witvY/mK+3FQchcH1n9XomgukqEticBIwCQEtMxzAnzLD8X5o/Mxds1pfNU13CRjs4FhuDtj3aFrmLIrFm9/+iLCihS2gU6xCyRAAo5IgKLYEWfdwmMuXrw4Xn39DQwY9AyijjeFd9HmEkWLtvBTeDsSyEUCIopd/YrCvfzjmL3zKfTcG4mm5QOAOEaL72pWxEd8NToRr/x+GjWbP4A+vbrf1e14MQmQAAncDQGK4ruhx2uvE+jZ6xEsXrQA3859DR55q8DFM1iia/EkRAImIaAp2pLhLcVqIv6Zhc83bUGD4n5wl5y6SGKKtmxNclpO4q+llPOW+BAsevkFuLu7Z+tWvIgESIAELEGAotgSFHkPODu74NXXRmHVyqY4uuNj5Knzjuzc14IeFAxcHiYhkBQPZ++C8K76BH5e2Q/z90agczXJkEBRnL0JdnXGtsNXMXptNEa+9jJq1qievfvwKhIgARKwEAGKYguB5G2AUqXL4jX55dZ30LOIK9wIHkVaISWB2Si4NsxCQN7gySZSj8LNEVOoLUav/BktS/nDx0s89EzRdmeTbJRyTsCwX0+hcpMOeGLI4Du7nmeTAAmQgBUIUBRbAaoj3/Kh3v2xdMkizJj3CtzyVJTIWqjsuYtxZCQcu4kIpIglSAt6eJXth01//oUvN53H8AahTNF2J3Ms6cy1vSZFOg57Fsfv770LPz/fO7kDzyUBEiABqxCgKLYKVse9qaurC1567R1s3twa+za+jTz3fSiCQZaZlMxlIwH7J+BkfPrhWagxoot1wkfrp6B7pSDkDxAvLG0UmU+v+ogl28R36y9i4s4EfP3d+6hQvlzm1/EMEiABEsgBAhTFOQDZ0R5Rrlx5vPPeGPR8qC+u7a8GvwoDREhcdTQMHK9pCeimuxT4lhuAIycWi43iHMZ1kIIeFMWZz7ibM/adiMFLf0jJ7KFPoesDHTO/hmeQAAmQQA4RoCjOIdCO9phOD3TBKy/sxEtvvYXY4IrwzF9HgsVRjoaB4zUrAdl05x5UEa6l+mLm7rfwcNUoVA/zAeKZou2WUy4+4ujoJAz75SSCKzfAm5JtwsVF/NhsJEACJGAjBCiKbWQizNiNZ557GTu2b8OsJc/BrflMuHhptbs4Mw6VY3I4AsmSVyUFPmV64czhX/Dx2n34smAxuInwY8T4JotBbRNyvLnkJLYmhuLXD99H3ryStpGNBEiABGyIAEWxDU2G2briJjlH337vA+zc2Rx71F/c4CPAWZZcMv3FZptrhxyPRItdfMPhWWkQvt/0OHoduILm5aSgB20U/10OYpuYt+MyJuyMw9vjXkHdOrUdcslw0CRAArZNgKLYtufH7ntXokQpjPv4M3Tp0gNRuyrBr/JgJKeIjUIKIbCRgH0T0PLPifAM74CIQ3MwatlS3F/MVwpQSHoFpmj7/9QKj6PnYzH813No2vEhDBnQ376nnb0nARIwLQGKYtNOre0MrHnL1nj55Wfx4qtvIyqwBLyLNBF/MctA284MsSfZJZCSHAtnr1B4lXsUK1dtwPfbL6B3rZDs3s5810mE+OK1JDz8wwn4la2FCR+NFR9xWk42842WIyIBErBzAhTFdj6B9tL9YU+MxO5d2zFt9ki4+s6UHMZlJZrG/MX2Mn/s560IaIq2q/As2hYxBZtj9Oqf0LViMLw8ZANZsoNXcxR/dYJsPHxm3hEccC+GeV9MQGhofi4lEiABErBZAhTFNjs15uqYl5cXxn74KY4caonlq55EYIuZcHLzNyqEsZGAXRNQK5BkUfCp+AT2/bEM7648izdbFwZik+x6WHfV+bRg8Pt/ncaPxz0xZep7uKdGjbu6JS8mARIgAWsToCi2NmHe/zqBvPlCMP7zr9GhfSscWfOCbLz7BCnObhJRSyAlErBvApJVxSNvNUSH9cTMXePRu2oMSuT3BBIc1DsvUeJZWy9j1LpovPn+OHTt/IB9zy97TwIk4BAEKIodYpptZ5CVKlfBp59OxMO9HsaVreHwr/GcFEIQ4ZDiwFE125ke9iS7BHQNOzvBt0I//LNwHsavl4Ie7YvCSVOROZqLQqwjGw5dxZD559F3yJN4esTj2aXK60iABEggRwlQFOcobj5MCbRu2x4vvvICnnvxHVzzC4dP6W5p/mJHUw9cD2YikCKfeLj5l4ZHhUH4ZucLeKjKNdwj2SgQ50DRYg9nHJFME4/8eBK123TG2HdHyRsDfWfARgIkQAK2T4Ci2PbnyJQ9HD7iaRz4Zz8mTnkerv6F4Rl6n2SkuGbKsXJQDkJAosX6ts6z+IO4JCna3lu5Ed8VKAk3Vwcp6CGZJiKvJGDw7CPwKFMPn338Aby9vR1k8jlMEiABMxCgKDbDLNrhGFxdXfHue+Nw9vQpzFncHy4tZktGigoUxnY4l+xyBgKycdQo6CEp2mav34Ylf0egdcU8sqHU5JTEQ5yUmIznFp7A5uTC+OWTD1AsLMzkg+bwSIAEzEaAothsM2pH4wkMDMTEL7/Bla7t8cey3vBv/pMIiqJipWAOYzuaRnb1BgKag9urWCfEHp6DN5YvQqPi/uZO0SZe6mRJP/fGktP46XQApnw9EfXq1uG6IAESIAG7I0BRbHdTZq4Oh4SESLqmmegpwnjNH48ioNk3UgxBih8wVZu5JtqRRpOSYKQb9KowDJuWr8LkTRcw/P5Q8Rab0DMvEWJto5edwfvbkjFh4jh0aNvGkWabYyUBEjARAYpiE02mvQ4lLDwcX079Hj26dML2FSMQ2HgynN18JSGFFvfgJh17nVfH7bcU9JC161XgPsQU6oiJm75F+3KBKJbPZCna0nIRj1txFqM2xGPcJ5+h3yO9HHfaOXISIAG7J0BRbPdTaI4BlCtfAZO+/Bo9enTH4VXPIc/9H8PJxVPEhRb3oDA2xyw70CiMgh4e8Ks0DPsW/YavNl/EGy0LadY2c6Ro03FIuebPVp7Dsytj8d6YMRjc/1EHmmAOlQRIwIwEKIrNOKt2Oqbadetj4qSJ6NfnMZxe9QwC6o1OE8ZxdjoidtuRCaQkx8FVNo+6lh2Er7e9g56VY1GusESL7T1FmwpiyagxfcN5PPdXBF5/6z2MHM5cxI681jl2EjALAYpis8ykScbRvEUbfPTJOAx8rD8urU5GnnrvyS9gD/EYUxibZIodZxhGtNgNPqV64OThn/Hh6oOY0DEcbhoulo1pdtnUMuHujNmbL2HQwksY9twrePHZp+1yKOw0CZAACdxIgKKYa8LmCDzYpTvi4mIxbNhwXF4LBNZ7H86GlYIeY5ubLHbo9gQkE4VLQFm4l++P6VuewmM1rqF2cT8RxXYITiPEkov4l22R6DP/AgaOfB7vvvkai3PY4VSyyyRAAjcnQFHMlWGTBHo91AcuTs4YNHQYItY4IU/99+kxtsmZYqduTyDF8MV7Fe+CSCno8fKfq7CkiFS5szdvsfZXyjfP23YRD/90Ht0GDsM7b7wKFxcXLgASIAESMA0BimLTTKX5BtK91yOGeBg6ZCgur0mNGDu5eKVtvjPfeDkikxIQb7GLZ364S/nnVWulyt2OS+hZM6/9eIvVMiGp12bLZsE+c86j64Ah+HjsaHh5eZl0wjgsEiABRyVAUeyoM28n4+7e8xEkif/yiWGP49KqFPEYjxaPsfwyZh5jO5lBdlPf2an1x6dwC1zO1xrj1s1B89IByOsrP34TbdxbrIJYPNBTN1zEsIUX0Xv4Uxgz6k14+7B8M1c2CZCA+QhQFJtvTk03ol4P9ZY0ViKMhz+JS8uvIfC+D+DkIaVzE9VjzEYCdkAgJUkKevjCp9JgbFm6ENNko9pTTfLbtihOK8wxbsU5vLo6Ck+88Breev0VWibsYLmxiyRAAtkjQFGcPW68KocJ9Hq4D/wDAvD4sKE4urQPAhtNgrN3AWhJXTYSsAcCmqLNI18tRBd/FBM2fob25QNRKlQyq9hiijYRxPoJzVt/nMXoLQl4463ReO7pkfaAmX0kARIggWwToCjONjpemNME2rXvhHz5QjCwf1/sWNoT/g0nyc7+0mKlkIixRJLZSMCmCSQnifXHB35lH8GhE/Mxaf15jG5dUFP+2lZBD+lQXEIyXlp0CuN3pmDcxx9jyMD+No2WnSMBEiABSxCgKLYERd4jxwjUkQIfP/48D/379cKKJV3h22Ay3EJqpXqMNS8sGwnYMAH9ZMM1uBrcSvXGxM1voU+1WFQsLB75BBt5Uyc5iK9EJWLkryfw/TFvfDHlMzzSq4cNE2XXSIAESMByBCiKLceSd8ohAqVLl8WsnxZg6MBH8POiR+BVfzy8irZIzUqRnCC9YFnoHJoKPuaOCUiKtuR4eJfpg8ij8/Hanzswu1cJ2cwmN8rN93RpOYjPXY7H4F+OYHlUAUybOgEPdupwxyPkBSRAAiRgrwQoiu115hy836GhoZg2YzbyDBuAKd89iqSqb8K3rGzIc3Y2RAcbCdgsAanO6OJTRMo/98firU9g0f5ItKwoG0dzy1usglgixLuOxaDPT8dwIU9pfDNtPFq1aG6zCNkxEiABErAGAYpia1DlPXOEgK+vHyZMnoawYm/g3dHPICLiHwTUellyqrIsdI5MAB+SbQKaos23RFdE/DMLo1etRP0S/vBTc3FOR4u15LT8Fli0KxIDfjmDsHrNMXfcWFSpXCnbY+OFJEACJGCvBCiK7XXm2G+DgLu7O1557W2Eh5fAc888i9N/HoF/3ffg4ltI0l2JnQI24tXkfJFARgLJiXB29YZX1RFYt3w9ftp+GX3r5QNiZDNeTjVX8WwkJWPcsrN4a9UVdHhkIMa8Owp580phETYSIAEScEACFMUOOOlmHPLDvfuhSNGiGDqoP/Ys7gKfez+CR4H6SEmIEl2cg0LjTuBKGWsnVyn5K/1LSZR+3qRpBT+4uP//FfFNp8jH7+ntxtdTEq7Z7njvhI0DnJsi8+5VoAEuFeiICetnoUWZABQMlB/J8TnwRs7NCRHXEvHk/COYc9IHz44ai2effAKurm4OQJ5DJAESIIGbE6Ao5sowDYH7GzXFD5KZYuQTg/H7n72QXHsMvEo8ICJSPMbGBjxbaSJ6nN1lO6AzEk78JkUd/OASXDUtqJ0miJyc5Ov+SLq4BYkXNl3vuEueynDJU8FIQafXJV3egcTzG+T1ZDi5B8K9cBvj3poTlxsObWW+b9EPXZPypsiv0kBsWvIHvt96ESPvD4WTk6wBa+niNP/wgdOx6PPDUZzwL4Ovpr+PBzq0t3FY7B4JkAAJWJ8ARbH1GfMJOUigQoVKmDHrF7z0/EhMntIX8Zd2wb/KCEN8GPmMc72JmHXxRHL8VcTs+QixO9+DW8Em8Gs8R3SQRLSNfMsiiJ1cEPf3FMQfnglnnzARuvqtKtd65hNRXFHG42m8FrfnYzgHlDEEdMKppYaI9qz4lESXpQyvrUbIc30ObKcDmjHFVQp6OJfshTFrPkancgEoHuJpnUp3hn/YCcv2RmLQvDPIW60J5n36ESpXkvXERgIkQAIkoFss2EjAXATUE/nJZ1+gbLnyePONt3D53Bb41nkH7sEVUyvg5aJYNATxtSOI3vQikqKOwMW/tFgofAzBm96cXL0Qf2IhYnaOhlelF+FR9rHUl/QULW0t/U+6cgDR296ER9F28KopZa/1U/fDv+Ha8l5w8ikKzzIDb2nJMNds2/lotPyzk7tkTumHs8cWYMyqY/i8U3hqkN9S0WK9l4jhJLFlfLziNN5ZF4XWPQbig/feQr684mNmIwESIAESMAhQFHMhmJKAh4cHnnzqeVStVgMvPDsS6xd3gGftd+FVrJPoDbfUnMa50ZzdkHBpu0R+XeBb/0tEb3n139YOiQinxEcibr8UJcnfMFUQqzhSIS8ft2u/nWSDlkaFneRe7iX7iW86Wq5JkIhjbSkMUQWJJxchpVQfEVaykYoFTXJjlu/omSnyRsc1sIykaHsM3+96Hr2qXMG9pQMsk6ItLTp88Ew0nvntJFZdC8Yzo97CyMeHwM2N/uE7miieTAIkYHoCFMWmn2LHHmCjxs0wZ/5ivPzC05gu+YwjLmyDf+URcBEbQkqibErL4aYb/9wLNIV7oVap0UDdNCdWiPSmQjfp2n6JBP8D1/z3Iv7QDyJ4L8u5LmKbqGxUQ1OPdNKlbcbXUqPMmsdLlLP821mixHptStxlOHlI7luK4hye4ew9TufUp1RPRB6YifdX70TVor7wVUF7N9Fi2Uyn13+34QJe/usi8lS4F7O/fR/31aubvU7yKhIgARIwOQGKYpNPMIcHFChQEF9+PQO1607A22++imN/bBI7xbtip6ghAjOn7RSiUjSbhPodkjTjxI2qxym1T1KAJOHUErFaHDUiwklRx5C851N4VX4O7mGdjGl18gi67jVOnWcjpJwaIWazLwKSos3FIxgeVZ7G76sewoI9V9CtlsxvVDYyp6Rtpjt2IQ6jlp7FdweA/o8/j1eefxZBQfJGiY0ESIAESOCmBCiKuTAcgoCTZHMYMHAoqlW/B88//QT+/KMb3Mo/Ll7ORyXA6pWarSGnoqrGc24ldkQUi+85Jf6KYYXwvkf8wm5iqYiLwrVlXRGz421jY55GhQ1LhbExL2OzpBnVIZaGjQxSyj/LfHoXborLIa3w0ZrFuLe4Lwr5i8Uh4Q4qerjI/Mt/i/ZE4tlFZxEZXB4zfngPHdpJVhI2EiABEiCB2xKgKOYCcSgCNWvWxo9zFuKD90fh04nv4vKxP+FT6zV45K0s0VnJF5zrJaJT4Cyp1pzc/eGat5YxN8nRlySw7AfX0AZI3DdJ/n3aEMWGrcLYNKhCOK2J4HaWTBR6fY6JfIdaQVYcrHjG1fLiU3ko1i1dgd8lS0TfulkspGFEh11w5Uo83v7rDKbuTUKD9o9g7DtvIkzyd7ORAAmQAAlkToCiOHNGPMNkBIKCgvD26A9xX8PGeOO1l7FucTvEV3kBvuX6GB7dWxXSyBkMkm9YRC0kep14eTfcikqOZbVDyKEb8Iwmr7v4FkXCyQXG1zRNm/goRASL1zj6JFw1ZZtkuUit6MdmTwR0I6VH/gaIKt4Nb/z1FVqV9kdooESLE29jLk7zDq85cBXPLziJg+6F8dK7LxmFbFxc5BMFNhIgARIggSwRoCjOEiaeZEYCLVu1RY17auHjD9/HJ+NfweVTf8K3+gtwl7yxqanbEq0wbC3c4ZZayS5ZxI7YOlTwaiEOI7uEZCJw9i8O94KNZJPdTHgU7wGXvJVkY90/iD/6M9yKtJEUxAWBgi0Qu/8LxB2cJhaLMSKCXRC7axxSRBS7V3sdThIxlg/krdB/3tKqBMRbDHlj5iuZKI6e/F0q3Z3Dmy0Kyxq5SUEPtY5LqeaTl+LwyerzGL8hCvVbtsXs119BndqpnzKwkQAJkAAJZJ0ARXHWWfFMExLIly8Eo94diwb3N8Fbrz2PVct6wqXUABElfeDsKZuSkqTqmAXFsZMU1Ug4twZxez8VmpJv+PIuwwpx9c8HRAyXgWe5YYBnMDwrPC2B32uIWvUYnP3CkSx5id0Kt4RXxecN/7NzYDl41x6HmC0v45q8plXsdDOeV423RUSLqM+tlHMmXCM5PSR9Q+aetzqcS/TEhM3vo2flaJQtKMVY0r3FapVQ73BSCqZvOI8P10bgnFcY3h3/DPo+0gv+/vJJAxsJkAAJkMAdE6AovmNkvMCMBJq3aGVEjSd+Ng4TJn2KUwt/hnuVZ+FTtFmqpUKr4VlgI556ll1E5HqUGSAYnaT63LPyp8R0E64ZtgknFw/D9uDsXQjeNccgMWKPRJBlE6CIXtegqtIX2RSoadwkwqwlnV18iyE55qxxD2fvAnAJKJsmiBkltt91qpvuEuBbph8uHp6Hd1YdxtSuYdAMbYYYlrb9xDW8uPgUNl/zR8sug/HS0yNQqmRJ+x0ye04CJEACNkCAotgGJoFdsA0CwcHBeOnVUej0QFe8N/pt/PLrYFw+2BR+1UfATSJ3KfrRtgrSu2kSdXbyyAu3AoX+exe1PBj3F1GkItzNRwp41L9+nr6W+rqeIuckRokILgMXiRqnfk2u14p3tE3czQzZxrVipXHxLQLXCkMwb9sT+H3fFbSsHoSzZ2Mxec1ZjN8chZK1GmHKC8+jTcvmttFn9oIESIAE7JwARbGdTyC7b3kC5StWxrRvZ2HuL7Mx/uNx+OO39nAuNwB+5WXjkk+huywVrQUVJMuFepYzayLCDSF+m0abRGYQ7fR1TbUnh2+Jzog4NBefrVuJ05KzeNKa8zjhWxrPvTsUgwf2h7eXl50OkN0mARIgAdsjQFFse3PCHtkIgQ4dO+Pe++7H999+jQ8/HIfDSxbCtdRj8BGh4mykPBPBKhE9NhKwOAGtVugsO+nkUwXXIo3w6/Y/sPhYBHr1HYQpI55AhfJpnw5Y/MG8IQmQAAk4LgGKYsede448CwTUUjFs+NNo2aY9Jk/4CF9/+zYu/DMVbhWGwzdM/MZugRLNldRnmUR0s/AonkICqZlItJiMlH2OO7cFUTs+g1f0GpSrUgUvvfQyOnfqCFdX/tjmUiEBEiABaxDgT1drUOU9TUegZMnSeP/DCejeszc++WQc5v/2JC7tqQyvak/As0ADI6Wabpajn9d0U59jA9JNlLKTDomXtuHKnm+Bo9NRu1oxDB7yMrp06wlvb8lAwUYCJEACJGA1AhTFVkPLG5uRQPV7amPq9JlYtHABvpz8OX7+tQdiQtrCt+JjsinuXkkKIWWaNR2aBTJVmJEfx3QDAc1TrXmrnT2QIMVaru3/Fin7p6JWjYLoPfJN9HroEQQEBBIbCZAACZBADhCgKM4ByHyE+Qi0bNUG9zdqgl/n/4IJn3yAZcsfBvLeC8/SfeBZqKGIHCnMocLYsFUwPZr5VsBdjsjwDLvJXroUxEf8g+i/v0HKyV9ROn8UBr4/Eg92ewhFWZ75LiHzchIgARK4MwIUxXfGi2eTwHUCnp6eeLBLdzRu0hxLf1+ACZ99gk3bBiNiR2m4lx8K70L1ZUOeeI51Q97dpnIjd3MQcHY1osKafST2/DZE750Gl4uLUCrUBQ8/3R29+w5EkaJh5hgrR0ECJEACdkaAotjOJozdtT0CQUFB6Nr9YXTq3B2//ToH06dNx8q1w3B+a7hsyOsvBUAaw9lHSvXK5ikj/zCb4xFwEjGsRWASIhF3dh2i9syAy4XfcE+Fwug2pD8efqQf8odK+W42EiABEiCBXCNAUZxr6PlgsxFwc3NDh05djWPJ7wvx46zvMHfe0zi3pxRcineAd+GmcA2uAifNU6xV6jQXLa0VZlsG/x+P+oVVDEs2iaTYC4g/tgAxB34Czi9F84ZVZfPcW+j8YBfkyRNsXgYcGQmQAAnYEQGKYjuaLHbVfgg0a94Kejy6fh0W/vozvvt+Mv756ysgX314FOsCr9C6opc8U4Wx2itEKLOZgYBunBMhLKnVdGrjrxxBzKGfkHzqd7jH7kWnJjXQo9cENGvRBoGBgWYYMMdAAiRAAqYhQFFsmqnkQGyRQO3adaDHowOGYcmi+fjmm2+xbc9wRGwNgVPxhyXXcRO4eueXlG6+Ej2WQiBisWD02BZnMpM+6cY5Fw/jTU5yfCSizm5C/N8z4RGzAeF5EtG+Z2N07/UeyleoCj8/XzscILtMAiRAAuYnQFFs/jnmCG2AQJEiRdGv/1A80qc/1q5ZgS+//BLrN36C/QtHA/nbwrN4S3gGV4Szb1EjY4XhPWZaNxuYudt3wRDCWmwj4SoSLu3EteMrkXJwFvJ6n0C1ymWk2MYQPPBgN+QLKWDzY2EHSYAESMDRCVAUO/oK4PhzlICrmzvua9jUOP75ex/mzZ2DVSuXY+nyvohILA6nsKbiPW4Ct5Cakr5WoseGOBZrBf3HOTpPN3+YWCO0GVXnJIOEFNpIiNyPuNOrEH9iBXBhJSqX9ETTR5ujVZs30LRZSxvoM7tAAiRAAiSQVQIUxVklxfNIwMIESpUui6eeeQFDh43A2rVrsHrlH5L3eB42rpmBaP9KcA65Fx6FW8A9QMSy+FTFqJoaPTZEsvzJlgME1CPsIuzl0DcmMgeJMRcRe3IZEk4tAS7vQD6Pc2jdvB6at3wLNWvXR6lSpXKgX3wECZAACZCApQlQFFuaKO9HAndIwNPLC40aNzGOAYOHY+/ubfhl9o+Yv/grnN04DRHJIUCQCOSwFvAMLC65j/2MstKGzSJZPMjcpHeHxDM53agy555agCVZMoWoNSLmEqLPbkbyid/hFrMNAW5XULtKODp3HoAGjZqjcJEweHiIlYKNBEiABEjAbglQFNvt1LHjZiQQEpIfISEt0LBRC7x2+QJWLv8Tv/22EBu3LMahrVNx+VpeoGBjeBRpAM88peDsXQhOHkGpOZA1zZtu1mO7cwJqiZCiGlCPsLzZSIo6jsSrRxB1egtwYhlcEnajWKgXwkuHolnTB9Cx4wMoUaosXF1FOLORAAmQAAmYggBFsSmmkYMwI4HAPHnRrmNX44iMuIQVK5bLJr3VWL9uDdZv+gKRMRJBDq0Nl3yVZZNeZbgEloWLXxickJyaySK9xLThR9bGctPifzD+S/0zrdSyRIVT4q8g4cJW8Qj/I8U1NgGn18I1+SBqlC2Iah2ro2atZ1Gvfn1UrFTVjEuNYyIBEiABEhACFMVcBiRgBwQCAoPQrn0n47h48SJ2bN+G3Tu3YPPGtVi95lP8s1dEsLdkrvAtBufgGnDPVxPuQZLNws1b94VJk0ioWpKNvMjqR1Zvstl9ySp8ZfBph2rh1PFL2jSxRegmufhzG5EkvuCUK38DUUeQxzsaDSsVxf29W6Fq9VooX7ESwsLC7WCFsIskQAIkQAJ3S4Ci+G4J8noSyGECwcHB1z3IcXFxOHv2DI4dPoB1a1di5coVkgf5S0ScmoKoeFckeRQDfEpLNLka3PNWhJtXEFzcfYw0Ylp22GhGhT0pIKJCWcSiXUaUDeErkd+0P7WSnFpJUhKjZXixSIwTX/DVo4i7sBu4uBVOMfvg7XIVed0TULpYPtRuVxX3NhiAsuUrS/q0UKkylyeHZ5WPIwESIAESyG0CFMW5PQN8PgncBQHd3FW0aJhx3NuwCZ58OhFXr0Rg/fo12LRhPfbs+xtHjq7HmXO/4fw/V3ElXvzH7iWBvOXhHFQWHr6hcPXKA2fPYCnE5i/+ZBGDmulCRXJalosUo+JeWtaLu+irRS7VvhlRb8kGYWTk0D9FECfEyIa4SLFWX5HiGRGIv3YOcZf2S0nlbcCVA5I87QTy+CSjVEgwCpTLh2pV6kpRldqoXbe+eLgLwM2dm+QsMj+8CQmQAAnYMQGKYjuePHadBG4k4OLqisCgvGjRqr1xGIFgEbi7du3C33/vx4F//sbhQwexf/9fOHPmO5w5EIeICDEWuBcS60VBQNK/ufiKSPQpCGevvGK/8Jc/80syhoDUDX3S1LNsRJMz2C9SrudSNp6YxYwYqb7eG1tqtFc9H6n2hxTDBKznJSM5+rT4f68iOe48kmLOITFajqhTSIk6C1w7KccJIPE8QoKTUSg0CCXqlESJknVQrHgJFCtWAhUqVkShQkW4cEiABEiABEjgPwQoirkoSMDkBDTHcaXKVY0jvZ0/fw4XLlwQ68VpnD9zGidOHMXBf/bj2NHNOH7qPI7uv4rLV8VKoRYLdxHDrlKaWASyi1c+JLsGGinhnLxCDdHqLIeLtwhqd/m6WBacPSXy7CPC87ap4lToisi9+rdYHOIMme2k4leEdlLsaRG9kUiJuyxR30sSBb4CxIgYVrEdc14ybUTL1yLgnHQF4YWDEJrHBUXKFkOhwkVRNOw+FChYBIWLhiM0tCCKFCkCNzdmiDD5EufwSIAESMAiBCiKLYKRNyEB+yKQL18I9ChXrvz1jiclJSEqKgpR164aFozY2GgcPXIYF86fxfFjR3Fe/jwm4vnchR04ekyisq7exrXxcfFIguT1lXRmSYkJiEsQiesmYvp61otbs9EcwG6uLvBylwwQRnIMiQsnx8LdzQnOYtsIK1oAvt7uKJg/EKH5Q+HlXQLhxYqL6A0zRK+ffyC8ffzg4+MDb+/U/rCRAAmQAAmQQHYIUBRnhxqvIQETEnBxcYG/v79xFCgodgpplavW/NdIExNEAIt4ThTxq1Hd5ORknDh5ApcvXYKLixOuXb2GQ2LPSJENe06a7uI2zRDBEmXOnz8/ChQoYNwrWb7o4eFpZHzwEpGreYCdpKKc/ums3mE2EiABEiABErASAYpiK4HlbUnAjARc3dyh9So84HV9eOUCUr3G6a2JGQfOMZEACZAACZieAEWx6aeYAyQBEiABEiABEiABEsiMAEVxZoT4OgmQAAmQAAmQAAmQgOkJUBSbfoo5QBIgARIgARIgARIggcwIUBRnRoivkwAJkAAJkAAJkAAJmJ4ARbHpp5gDJAESIAESIAESIAESyIwARXFmhPg6CZAACZAACZAACZCA6QlQFJt+ijlAEiABEiABEiABEiCBzAhQFGdGiK+TAAmQAAmQAAmQAAmYngBFsemnmAMkARIgARIgARIgARLIjABFcWaE+DoJkAAJkAAJkAAJkIDpCVAUm36KOUASIAESIAESIAESIIHMCFAUZ0aIr5MACZAACZAACZAACZieAEWx6aeYAyQBEiABEiABEiABEsiMAEVxZoT4OgmQAAmQAAmQAAmQgOkJUBSbfoo5QBIgARIgARIgARIggcwIUBRnRoivkwAJkAAJkAAJkAAJmJ4ARbHpp5gDJAESIAESIAESIAESyIwARXFmhPg6CZAACZAACZAACZCA6QlQFJt+ijlAEiABEiABEiABEiCBzAhQFGdGiK+TAAmQAAmQAAmQAAmYngBFsemnmAMkARIgARIgARIgARLIjABFcWaE+DoJkAAJkAAJkAAJkIDpCVAUm36KOUASIAESIAESIAESIIHMCFAUZ0aIr5MACZAACZAACZAACZieAEWx6aeYAyQBEiABEiABEiABEsiMAEVxZoT4OgmQAAmQAAmQAAmQgOkJUBSbfoo5QBIgARIgARIgARIggcwIUBRnRoivkwAJkAAJkAAJkAAJmJ4ARbHpp5gDJAESIAESIAESIAESyIwARXFmhPg6CZAACZAACZAACZCA6QlQFJt+ijlAEiABEiABEiABEiCBzAhQFGdGiK+TAAmQAAmQAAmQAAmYngBFsemnmAMkARIgARIgARIgARLIjABFcWaE+DoJkAAJkAAJkAAJkIDpCVAUm36KOUASIAESIAESIAESIIHMCFAUZ0aIr5MACZAACZAACZAACZieAEWx6aeYAyQBEiABEiABEiABEsiMAEVxZoT4OgmQAAmQAAmQAAmQgOkJUBSbfoo5QBIgARIgARIgARIggcwIUBRnRoivkwAJkAAJkAAJkAAJmJ4ARbHpp5gDJAESIAESIAESIAESyIwARXFmhPg6CZAACZAACZAACZCA6Qn8D6ERVpKXy/1DAAAAAElFTkSuQmCC" /></p>
<p>&nbsp;</p>
<p><span dir="auto">En promedio, el 30% del volumen de leche producido a nivel mundial se destina a la producción de derivados, como </span><a href="https://www.milkpoint.com.br/artigos/producao-de-leite/leite-a2a2-vacas-jersey-e-queijo-com-identidade-por-dentro-da-estrategia-da-fazenda-buritis-240240/" target="_blank" rel="noopener"><span dir="auto">queso</span></a><span dir="auto"> , mantequilla y productos deshidratados, lo que genera diversos productos de desecho </span><sup><span dir="auto">[2]</span></sup><span dir="auto"> .</span></p>
<p><strong><span dir="auto">La gestión de residuos</span></strong><span dir="auto"> es uno de los desafíos de la industria alimentaria. El principal subproducto de la </span><strong><span dir="auto">producción de productos lácteos</span></strong><span dir="auto"> es </span><a href="https://www.milkpoint.com.br/artigos/industria-de-laticinios/bebidas-lacteas-com-soro-de-leite-239962/" target="_blank" rel="noopener"><strong><span dir="auto">el suero de queso</span></strong></a><span dir="auto"> , obtenido durante la etapa de coagulación. Por cada kilogramo de queso producido, se generan entre nueve y diez litros de suero. Este residuo tiene una alta demanda química y bioquímica de oxígeno debido a su composición. Su vertido en cuerpos de agua reducirá el oxígeno disuelto en el agua, lo que representa riesgos para el medio ambiente y la vida acuática </span><sup><span dir="auto">[3]</span></sup><span dir="auto"> .</span></p>
<p><span dir="auto">Anualmente se producen </span><strong><span dir="auto">160 mil millones de litros de suero de queso</span></strong><span dir="auto"> , con un crecimiento proyectado del 1 al 2% anual. De este total, solo la mitad se procesa y genera subproductos. El resto se sigue desechando en ríos o en el sistema de tratamiento de aguas residuales de la quesería. Su composición, rica en azúcares, proteínas y vitaminas, lo convierte en un excelente medio de cultivo para diversos microorganismos, y aunque esto aumenta su potencial contaminante, también determina su potencial para uso biotecnológico </span><sup><span dir="auto">[4]</span></sup><span dir="auto"> .</span></p>
<p><strong><span dir="auto">Biorrefinería láctea: fermentación y sostenibilidad</span></strong></p>
<p><span dir="auto">La </span><a href="https://www.milkpoint.com.br/artigos/industria-de-laticinios/economia-circular-na-cadeia-do-leite-240149/" target="_blank" rel="noopener"><strong><span dir="auto">economía circular</span></strong></a><span dir="auto"> es un modelo de producción que busca prolongar el uso de los recursos, reducir los residuos y minimizar el impacto ambiental. En la industria láctea, se distingue por la valorización de residuos y subproductos, transformándolos en compuestos bioactivos de interés. Este enfoque contribuye a la generación de beneficios económicos, haciendo que el sistema sea más sostenible y eficiente </span><sup><span dir="auto">[5]</span></sup><span dir="auto"> .</span></p>
<p><span dir="auto">Para gestionar </span><strong><span dir="auto">los residuos lácteos</span></strong><span dir="auto"> , es posible emplear tratamientos físico-químicos y biotecnológicos. El uso de la biotecnología ofrece ventajas como una mayor rentabilidad y una mejor eficiencia ecológica. Se basa en el aprovechamiento del metabolismo de los seres vivos, principalmente bacterias, para producir compuestos de alto valor añadido, como se muestra en la figura 2 </span><sup><span dir="auto">[6]</span></sup><span dir="auto"> .</span></p>
<p><strong><span dir="auto">Figura 2 </span></strong><span dir="auto"> – Diagrama de flujo del procesamiento industrial de leche y residuos. Fuente: Adaptado de </span><sup><span dir="auto">[4]</span></sup><span dir="auto"> .</span></p>
<p><img decoding="async" 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" /></p>
<p><span dir="auto">La biotecnología emplea una vía metabólica microbiana que convierte los carbohidratos en alcoholes, gases, ácidos orgánicos y otros productos como bioplásticos o biodetergentes, lo cual puede ocurrir en presencia de aire, en aerobiosis, o en ausencia de aire, en anaerobiosis. Es la base para el uso de diversos microorganismos en aplicaciones biotecnológicas </span><sup><span dir="auto">[7]</span></sup><span dir="auto"> .</span></p>
<p><strong><span dir="auto">El biohidrógeno</span></strong><span dir="auto"> y </span><strong><span dir="auto">los biocombustibles</span></strong><span dir="auto"> son algunos de los productos obtenidos mediante este proceso. La fermentación oscura y la fotofermentación se utilizan para los residuos lácteos, técnicas basadas en el metabolismo anaeróbico bajo diferentes condiciones de luz. Estos combustibles tienen ventajas sobre los combustibles fósiles en términos de un mejor perfil de emisiones y biodegradabilidad </span><sup><span dir="auto">[6]</span></sup><span dir="auto"> .</span></p>
<p><span dir="auto">Los bioplásticos son </span><strong><a href="https://www.milkpoint.com.br/colunas/lipaufv/inovacoes-em-embalagens-para-lacteos-235548/" target="_blank" rel="noopener"><span dir="auto">polímeros</span></a> </strong><span dir="auto">obtenidos de fuentes renovables o derivados del metabolismo microbiano. La producción de estos compuestos por microorganismos puede estar mediada por fermentación, hidrólisis y biosíntesis. Su baja toxicidad, alta biodegradabilidad y biocompatibilidad los convierten en alternativas a los plásticos convencionales </span><sup><span dir="auto">[8]</span></sup><span dir="auto"> .</span></p>
<p><span dir="auto">Los surfactantes convencionales se obtienen a partir de </span><a href="https://www.milkpoint.com.br/noticias-e-mercado/giro-noticias/as-tensoes-continuas-no-ira-podem-interromper-rotas-de-abastecimento-e-gerar-volatilidade-em-commodi-240331/" target="_blank" rel="noopener"><span dir="auto">derivados del petróleo</span></a><span dir="auto"> y requieren tratamiento químico para su síntesis y refinación, además de causar un mayor impacto ambiental. En cambio, los biosurfactantes son compuestos que reducen las tensiones superficiales e interfaciales de los líquidos. Poseen acción detergente y emulsionante, y se utilizan ampliamente en procesos de biorremediación de suelos y cuerpos de agua. Son biodegradables y pueden obtenerse mediante metabolismo microbiano a partir de diversas fuentes, incluidos los residuos lácteos </span><sup><span dir="auto">[9]</span></sup><span dir="auto"> .</span></p>
<p><strong><span dir="auto">Uso de </span><em><span dir="auto">Pseudomonas</span></em><span dir="auto"> en biotecnología</span></strong></p>
<p><span dir="auto">Uno de los géneros de microorganismos que más destaca en </span><strong><span dir="auto">la bioproducción</span></strong><span dir="auto"> es el género <strong><em>Pseudomonas</em></strong> , con 339 especies conocidas. Es un grupo altamente heterogéneo de bacterias gramnegativas, catalasa positivas y no formadoras de esporas <sup>[10,11]</sup> . Esta bacteria tiene una distribución global y se puede encontrar en el ambiente de diversos ecosistemas, en los cuerpos de humanos y animales, y en instalaciones industriales de la cadena láctea <sup>[12]</sup> .</span></p>
<p><span dir="auto">La biorremediación mediada por </span><em><span dir="auto">Pseudomonas sp.</span></em><span dir="auto"> es aplicable a diversos contextos. El cultivo de estas bacterias en residuos lácteos puede reducir la carga de materia orgánica y mejorar el perfil fisicoquímico, con un bajo costo operativo </span><sup><span dir="auto">[13]</span></sup><span dir="auto"> . Se pueden utilizar en procesos de biorremediación de suelos, ya que son capaces de metabolizar contaminantes acumulados, transformándolos en compuestos no tóxicos. Este es un proceso de bajo costo y respetuoso con el medio ambiente que previene la aparición de contaminación secundaria </span><sup><span dir="auto">[14]</span></sup><span dir="auto"> .</span></p>
<p><span dir="auto">El género </span><em><span dir="auto">Pseudomonas</span></em><span dir="auto"> tiene un alto </span><strong><span dir="auto">potencial biotecnológico en los residuos lácteos</span></strong><span dir="auto"> . Su versatilidad metabólica permite la degradación de proteínas, lípidos y otros componentes orgánicos. Esta capacidad es esencial para la biotransformación de residuos industriales, contribuyendo a la reutilización de subproductos, la reducción de la carga orgánica y la producción de biocombustibles, bioplásticos y otros productos de alto valor añadido </span><sup><span dir="auto">[13]</span></sup><span dir="auto"> .</span></p>
<p><strong><span dir="auto">Consideraciones finales</span></strong></p>
<p><span dir="auto">El </span><a href="https://www.milkpoint.com.br/noticias-e-mercado/panorama-mercado/mercado-do-leite-atualizacao-quinzenal-de-precos-1003-240376/" target="_blank" rel="noopener"><span dir="auto">sector lácteo</span></a><span dir="auto"> se enfrenta al reto crucial de conciliar el aumento de la producción mundial de leche con la gestión sostenible de sus residuos, especialmente el suero. La transición a un modelo de economía circular demuestra que lo que antes se consideraba únicamente un daño ambiental tiene un importante potencial económico cuando se procesa mediante procesos biotecnológicos.</span></p>
<p><span dir="auto">El uso de la microbiología, específicamente de bacterias del género </span><em><span dir="auto">Pseudomonas,</span></em><span dir="auto"> se destaca como una estrategia prometedora debido a su versatilidad metabólica. En definitiva, la inversión en </span><strong><span dir="auto">biorrefinerías lácteas</span></strong><span dir="auto"> representa una vía esencial para lograr que la industria alimentaria sea más eficiente, competitiva y ambientalmente responsable.</span></p>
<p><strong><span dir="auto">Fuentes consultadas</span></strong></p>
<h5><span dir="auto">1. ORGANIZACIÓN DE LAS NACIONES UNIDAS PARA LA ALIMENTACIÓN Y LA AGRICULTURA. FAOSTAT: QCL &#8211; Cultivos y productos ganaderos. Roma: FAO, [s.f.]. Disponible en: https://www.fao.org/faostat/en/#data/QCL. Consultado el 5 de diciembre de 2025.</span></h5>
<h5><span dir="auto">2. ORGANIZACIÓN PARA LA COOPERACIÓN ECONÓMICA Y EL DESARROLLO (OCDE); ORGANIZACIÓN DE LAS NACIONES UNIDAS PARA LA ALIMENTACIÓN Y LA AGRICULTURA (FAO). Perspectivas Agrícolas OCDE-FAO 2024-2033. París; Roma: OCDE; FAO, 2024. Disponible en: https://openknowledge.fao.org/server/api/core/bitstreams/77c9d844-8d5e-4ba6-9655-3b2fbfc9bfc3/content. Consultado el 5 de diciembre de 2025.</span></h5>
<h5><span dir="auto">3. PIRES, AF et al. Subproductos lácteos: una revisión sobre la valorización del suero y el suero de queso secundario. Foods, Basel, vol. 10, n.º 5, art. 1067, 2021. Disponible en: https://www.mdpi.com/2304-8158/10/5/1067. Consultado el 5 de diciembre de 2025.</span></h5>
<h5><span dir="auto">4. CHAUDHARY, V. et al. Valorización de residuos lácteos en productos maravillosos mediante el uso innovador de fábricas de células microbianas. Trends in Food Science &amp; Technology, Ámsterdam, vol. 142, art. 104221, 2023. Disponible en: https://doi.org/10.1016/j.tifs.2023.104221. Consultado el 12 de diciembre de 2025.</span></h5>
<h5><span dir="auto">5. LONCINA, Jasna; KOVANDZIC, Marija; LEDINA, Tijana. Enfoques de economía circular en la industria láctea: estrategias para la utilización de residuos y la producción sostenible. Meat Technology, Belgrado, vol. 66, n.º 3, págs. 231-235, 2025. DOI: https://doi.org/10.18485/meattech.2025.66.3.37. Consultado el 9 de enero de 2026.</span></h5>
<h5><span dir="auto">6. USMANI, Z. et al. Valorización de residuos y subproductos lácteos mediante bioprocesos microbianos. Bioresource Technology, Ámsterdam, vol. 346, art. 126444, 2022. Disponible en: https://doi.org/10.1016/j.biortech.2021.126444. Consultado el 12 de diciembre de 2025.</span></h5>
<h5><span dir="auto">7. PRAVEEN, Mallari; BROGI, Simone. Fermentación microbiana en la industria alimentaria y de bebidas: innovaciones, desafíos y oportunidades. Foods, Basel, vol. 14, n.º 1, pág. 114, enero de 2025. Disponible en: https://doi.org/10.3390/foods14010114. Consultado el 19 de diciembre de 2025.</span></h5>
<h5><span dir="auto">8. BOSE, Sathya A. </span><em><span dir="auto">et al</span></em><span dir="auto"> . Intensificación del proceso de producción de biopolímero polihidroxibutirato por </span><em><span dir="auto">Pseudomonas putida</span></em><span dir="auto"> SS9: Un enfoque estadístico. Chemosphere, [S. l.], v. 313, 137350, feb. 2023. DOI: https://doi.org/10.1016/j.chemosphere.2022.137350. Consultado el: 09 de enero de 2026.</span></h5>
<h5><span dir="auto">9.EL-HOUSSEINY, Ghadir S. </span><em><span dir="auto">et al</span></em><span dir="auto"> . Caracterización estructural y fisicoquímica de ramnolípidos producidos </span><em><span dir="auto">por Pseudomonas aeruginosa</span></em><span dir="auto"> P6. AMB Express, [S. l.], v.10, art. 201, 2020..DOI: https://doi.org/10.1186/s13568-020-01141-0.Consultado el: 09ene. 2026.</span></h5>
<h5><span dir="auto">10.ÁVILA ARRIBAS, M. et al. Diversidad y potencial de deterioro </span><em><span dir="auto">de Pseudomonas</span></em><span dir="auto"> spp. en leche y productos lácteos españoles: Impacto en la calidad del queso fresco y la leche. FoodResearchInternational, vol. 202, p. 115700, 2025. DOI: https://doi.org/10.1016/j.foodres.2025.115700.</span></h5>
<h5><span dir="auto">11.BADAWY, Basma; MOUSTAFA, Samar; SHATA, Radwa; SAYED-AHMED, Mohamed Z.; ALQAHTANI, Saad S.; ALI, MdSajid; ALAM, nawazí; AHMAD, Sarfaraz; KASEM, Nahed; ELBAZ, Elzahara et al. </span><em><span dir="auto">Prevalencia de Pseudomonas aeruginosa resistente a múltiples fármacos aislada de ganado lechero, leche, medio ambiente y manos de los trabajadores.</span></em><span dir="auto"> Microorganismos, vol. 11, núm. 11, pág. 2775, 15 de noviembre. 2023. DOI: 10.3390/microorganismos11112775.</span></h5>
<h5><span dir="auto">12. LETIZIA, M.; DIGGLE, SP; WHITELEY, M. </span><em><span dir="auto">Pseudomonas aeruginosa: ecología, evolución, patogénesis y susceptibilidad antimicrobiana</span></em><span dir="auto"> . NatureReviewsMicrobiology, vol. 23, págs. 701–717, 2025. DOI: 10.1038/s41579-025-01193-8.</span></h5>
<h5><span dir="auto">13. AWASTHI, Mukesh Kumar </span><em><span dir="auto">et al</span></em><span dir="auto"> . Tendencias y desarrollos recientes en el proceso integrado de conversión bioquímica para la valorización de bioproductos de valor agregado de residuos lácteos: una revisión. Bioresource Technology, Ámsterdam, vol. 344, 126193, enero de 2022.</span></h5>
<h5><span dir="auto">14. ZHANG, Shuwang </span><em><span dir="auto">et al</span></em><span dir="auto"> . Pseudomonas spp. inmovilizada para la biorremediación de suelos contaminados con contaminantes orgánicos emergentes. Applied Soil Ecology, Ámsterdam, vol. 204, n.º 105717, diciembre de 2024. Consultado el 5 de enero de 2026.</span></h5>
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<p>La entrada <a href="https://portalechero.com/utilizacion-biotecnologica-de-los-residuos-lacteos-valorizacion-de-los-residuos-mediante-procesos-microbiologicos-el-caso-de-brasil/">Utilización biotecnológica de los residuos lácteos: valorización de los residuos mediante procesos microbiológicos. El caso de Brasil</a> se publicó primero en <a href="https://portalechero.com">Portal Lechero</a>.</p>
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