Hochschule München
Studienplan Master Betriebswirtschaft
Stand:
SS26
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"></w:LsdException>
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<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"></w:LsdException>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"></w:LsdException>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"></w:LsdException>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"></w:LsdException>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"></w:LsdException>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"></w:LsdException>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"></w:LsdException>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"></w:LsdException>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"></w:LsdException>
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<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"></w:LsdException>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"></w:LsdException>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"></w:LsdException>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"></w:LsdException>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"></w:LsdException>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"></w:LsdException>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"></w:LsdException>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"></w:LsdException>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"></w:LsdException>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"></w:LsdException>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"></w:LsdException>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"></w:LsdException>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"></w:LsdException>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"></w:LsdException>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"></w:LsdException>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"></w:LsdException>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"></w:LsdException>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"></w:LsdException>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"></w:LsdException>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"></w:LsdException>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"></w:LsdException>
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<h2 style="font-family: Arial, Verdana; font-size: 10pt; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: normal; margin-top: 0cm;"><strong><span style="font-size:14.0pt;line-height:
115%;font-family:"Arial Narrow",sans-serif;font-weight:normal">Allgemeine Informationen
</span></strong><strong><span style="font-size:14.0pt;line-height:115%;
font-family:"Arial Narrow",sans-serif"></span></strong></h2>
<p class="MsoNormal" style="font-family: Arial, Verdana; font-size: 10pt; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: normal; margin-bottom: 0cm;"><u><span style="font-size: 10pt; line-height: 115%; font-family: "Arial Narrow", sans-serif; font-weight: bold;">Abkürzungen:</span></u></p>
<p class="MsoNormal" style="font-family: Arial, Verdana; font-size: 10pt; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: normal; margin-bottom: 0cm;"><span style="font-size:10.0pt;line-height:115%;font-family:"Arial Narrow",sans-serif;
mso-bidi-font-family:Arial">ECTS<span style="mso-tab-count:2"> </span>=<span style="mso-tab-count:1"> </span>European Credit Transfer System</span></p>
<p class="MsoNormal" style="font-family: Arial, Verdana; font-size: 10pt; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: normal; margin-bottom: 0cm;"><span style="font-size:10.0pt;line-height:115%;font-family:"Arial Narrow",sans-serif;
mso-bidi-font-family:Arial">LV<span style="mso-tab-count:2"> </span>=
<span style="mso-tab-count:1"> </span>Lehrveranstaltung</span></p>
<p class="MsoNormal" style="font-family: Arial, Verdana; font-size: 10pt; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: normal; margin-bottom: 0cm;"><span style="font-size:10.0pt;line-height:115%;font-family:"Arial Narrow",sans-serif;
mso-bidi-font-family:Arial">MA<span style="mso-tab-count:2"> </span>=<span style="mso-tab-count:1"> </span>Masterarbeit</span></p>
<p class="MsoNormal" style="font-family: Arial, Verdana; font-size: 10pt; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: normal; margin-bottom: 0cm;"><span style="font-size:10.0pt;line-height:115%;font-family:"Arial Narrow",sans-serif;
mso-bidi-font-family:Arial">schrP<span style="mso-tab-count:2"> </span>=<span style="mso-tab-count:1"> </span>Schriftliche Prüfung</span></p>
<p class="MsoNormal" style="font-family: Arial, Verdana; font-size: 10pt; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: normal; margin-bottom: 0cm;"><span style="font-size:10.0pt;line-height:115%;font-family:"Arial Narrow",sans-serif;
mso-bidi-font-family:Arial">ModA<span style="mso-tab-count:1"> </span><span style="mso-tab-count:1"> </span>=<span style="mso-spacerun:yes">
</span>Modularbeit</span></p>
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mso-bidi-font-family:Arial">S<span style="mso-tab-count:2"> </span>=<span style="mso-tab-count:1"> </span>Seminar</span></p>
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mso-bidi-font-family:Arial">SU<span style="mso-tab-count:2"> </span>=<span style="mso-tab-count:1"> </span>seminaristischer</span><span style="font-size:10.0pt;mso-bidi-font-size:11.0pt;line-height:115%;font-family:
"Arial Narrow",sans-serif;mso-bidi-font-family:Arial"> Unterricht</span></p>
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"Arial Narrow",sans-serif;mso-bidi-font-family:Arial">SWS<span style="mso-tab-count:2"> </span>=<span style="mso-tab-count:
1"> </span>Semesterwochenstunden</span></p>
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"Arial Narrow",sans-serif;mso-bidi-font-family:Arial">/<span style="mso-tab-count:
2"> </span>=<span style="mso-tab-count:1"> </span>oder</span></p>
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"Arial Narrow",sans-serif;mso-bidi-font-family:Arial">FK13<span style="mso-tab-count:2"> </span>=<span style="mso-tab-count:1"> </span>Fakultät
für Allgemeinwissenschaften / General Studies </span></p>
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DE"> </span></p>
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Unterricht</span></u></p>
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line-height:115%;font-family:"Arial Narrow",sans-serif">Der seminaristische
Unterricht schließt sowohl Wissensvermittlung und als auch das Einüben des
Gelernten mit ein. Der Dozent wählt hierbei je nach Themenstellung und
organisatorischen/technischen Möglichkeiten die geeignete Methodik und
Vorgehensweise. </span></p>
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zur Modularbeit:</span></u></p>
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ist eine von der/dem Studierenden erstellte schriftliche Ausarbeitung, aus der
der Kompetenzerwerb anhand einer modulbezogenen Aufgabenstellung hervorgeht.
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</p><h2 style="font-family: Arial, Verdana; font-size: 10pt; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: normal;"><strong><span style="font-size:14.0pt;line-height:115%;font-family:"Arial Narrow",sans-serif;
font-weight:normal">Vorgaben zur Nachholung fehlender ECTS </span></strong></h2><div style=""><span style="line-height: 115%;"><font face="Arial Narrow, sans-serif" style=""><div style=""><span style="font-weight: bold;">Leitlinien zur Anerkennung und Anrechnung von Leistungen für zulassungsqualifizierende</span></div><div style=""><span style="font-weight: bold;">30 Leistungspunkte im Master BWL ab dem Wintersemester 2024/25</span></div><div style="font-size: 18.6667px;"><br></div><div style=""><span style="font-weight: bold; text-decoration-line: underline;">Anrechnung = Praxis</span></div><div style="font-size: 18.6667px;"><br></div><div style="font-size: 18.6667px;"><img 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" alt=""></div><div style="font-size: 18.6667px;"><br></div><div style=""><span style="text-decoration-line: underline; font-weight: bold;">Anerkennung = Theorie (Leistungspunkte, zuvor „ECTS“)</span></div><div style=""><span style="text-decoration-line: underline; font-weight: bold;"><br></span></div><div style=""><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAj0AAADxCAIAAACvRpGwAAAgAElEQVR4AexdeVQUx/YeOKxHhAMIT4xL8uPF+Hj6kqgJwSVi3GPUp8mARiBGDChRknELLk9wRZSIG2oUMYobqEHRRFAUEEEUcR1BFpVdhkWZQWZwBrp/p6r37hlodow9f0BPT3fVra/urdtV3f19IlT4CAgICAgICAgICLw5CIjeHFMFSwUEBAQEBAQEBARQIW8JTiAgICAgICAg8CYhIOStN6m3BFsFBAQEBAQEBIS8JfiAgICAgICAgMCbhICQt96k3hJsFRAQEBAQEBAQ8pbgAwICAgICAgICbxICOvOWSPgICAgICAgICAgIdCACPJNnY3mLZxFd/DCRSGcbu7jlgnltgoDgAG0Co1CIgEB7I8A/VHWO6fyLaO/GtLL8v01DWonDW3u64ABvbdcLDX+zEOAfqkLeerN6ti2s1VQUVavboqA3owz+wdC+7XnLYG9fMIXS/44I8A9V/nlLUZIc7E9+gi8kKOqZ0GkUN7wnD1zsn1PL3N/J39hYKFMvrl0bdFPWgKIokpMettY/PD0PQVFUrZD+tnZtXKoSfGn5RxEZMvajL07kKrUWUX92x3/0u4fce631147Y+eD8PFPRxzvOsXqvI6runDrYDoBW5P65keh0VfnNEH//E+dkIJEjioTotbvCsp/d+nXYwPmnUtoyubct7AXtYGHn9I5Qq4AAiQAnVMlf2Bv881Z2vMSSdn9uotudV8zCNIo0j5E2Hj8/qEFlgd56/QefLWYe0Dnf2FhUbvvJUqTvG5uPokix/xwzkchsUaCsHkXzriwxF324NaqulXnrZLCT3QcHpSx08MZrorbai4yD0us6BwwURTNOzzYW2W+N0jTTgq7Up80yne0AaFbsj2YiyyXbKutR5PYZNxORaAD0VY380hg70Thx2tP0LQNsph6Kfd06T2BY2VLYGYWQXwrawUKycGFDQKBzEOCEqk4z+OctvAikLFjSX0/f9eh1NaIuiz6x6cthw7xn70qWqhtUj4KWuOyJKMm6vHrgEJGl+cxfXA7clj0KcncPv3Dae+LEsLNFD+L3eC52Ge7sG7L5UTWClmed9HTZlpyDoA3PQleKA0OfVWSdnOf+e2z8wVmTnBdLknLzE5cuHjZlamiyVN3CQYSNBTZUvbsxQlUPxymRSOQ0IaEKrYvcMkjPYFlcYfbBg+v/O9Pp22kbz14Fc0pFSeLyVS7Dnf3CI4pVGApIWcQ2F//AzBoULbrzm5vLnpsFCKJ6FLRUHBgqvRm5YPaipNJaWsPPyV/kRi/43tnFZc9Pi/ow85YihYMJicCPPpeLQJVISebJ+e5i7BMQmKmgI58DkSdBPqdQym5uCPYaMcxr/ZJEzOIa2c0NW74bPfqXA3ty0k/NNhb1WbAwdNYkZ6x8YLm7e/jFiytXjB49cXvCQwA1OIUsRN1wm9and2Q63akr/sB2AFRVEjnETDRianI1Wh263A5cjBmuviZHn6dv6imyWxFaXU24JcvDSQ8Ers5GjN2PKKp+fPuw5/fOLuLdl1IVd8HlAgP2JrpV+joveets98isarRBkb7axWV/VFU9qrx6SuI65+KDR3jgcC1kuSuzH0HEcbyrK3aaYNPbiAAnVHWC0My8hTyOX2IlMnP1fKBAlTF7vjTSn7R47drhk/Tf6ffbvfzIwSKRszgl7dgsW3uRmbHTfweuvfwQ7BSJRH2Mrb1+/XWIidP3EySuPww3FA0ICJPnkdf+mjSxvchZnPYA7AHnTp44yACcZ+/8pbO5mWjgkLPF5LChszXafuBgIc/eZy8SiX2yZGCc+nDIx/r61rulmjzJNFBLSsx3VrYefmuWDR6lp2e6KulFls8Evfd6L9y48ceho6NL8BrgpM1w9bVXr8L+10cEL95rpDv7iSx/+v2mn4dIZBx0o4Bq+I8HoqY7gUZNne5oIgK/kvOt17JoJy2YkAiYuUlyFaXRw/9P/6tRAd7ffawvsnd1u/IXHfl/7b9fEPk5AfKPey/MmQIN3uLVu7vetz5Zr5S3Pcbq/cN8ss9P7nbmm4+foCMMyq8pxUzFoX733d+zXz2QMAp5eJPWp4kF2nDusvs4DoA2ZPmMF9nZ7c9U3nT5UDRg4EBD0Yi9sZp7R6YY6nufL0aIuZEiiY5zv98eEWu/dRzEMp+z+/HF3eB39fSG2nt5edgOZzs2j27t91vcuR/NRH38w15VJK20FIk+dLpQ1vDAcwTw0mvg4sN+axTHQhXDXYtU970Y/ZglZcQXMKPzZv5d1mMEwzoJAW6o6jKkWXnr9YurUz4R9en56+0XKFp/x+1j0bu9l+8/eNB72QgDkcfJm1jeSqtBS/w9RPYOUYUoikX4h0Min4F5g6b8+aPYxKv7jv9sJxJ5+5fkas9bfVaGVqsKjg4SiT4ZfUmGFPi5MsZ6XW3Rvp+DBVIHR6vBZy4fmWJouGLnzimGommH0mJGWopmS/LqNPLsrBt/pMQtWw4adaYQjBR9bObvDblVXE1mTuR+zA/dRMN23kyfOwJkDKcJV64fmWKoN/PEsyJ/Wt4CDVej5emBNiKz+f7FarQ69BfWfEsrJgABzauESX1ALi8Fpw/bea6uKHZhd2ASG/mou1FTRCKsrsq7wb1EZtMm7D16YqezM+iFR2CP5U+BZRoUUShqUgDmjPJfwlEYQg3TsNWWa7eD/8kspJDWp9px7rJ7OQ6AYnNrPe/IlPABoj5LdgT3F4lmS1IO+ur37HcoFyGWUq+nsTz8jBRvJObVFGLGQekaVj8WXN/+kZ6+9/lsBEVqK2o0tzmwN9mtJzOinSxFk91uJe0drg8nhXH3wweIzOb65WdjgcO1kO6urxCuMyRyzKjpsh0nGPa2IaAlVHVA0Iy8hcgPb3TU1xu7LVIO7unDGZKdufMMB/D5bMi2lMc685azOK0GRVWyK9NG6/3D3Pm/cNqhO2+Buy8aOJjCE0EWpM9RdDRFx24tWMDVIcNZbq76A50uPIHzJPFcD3N40V2c6PeOnt7g3pOHj3pPT+RxRopUPTw8aQaY/H38n6inxF2hVwUR/zETjXNz6yVy/tZtuKGZ9/w52KiHW4vNt7CGw7wFLpwRlH1/iw8mL8vA+AU/ZpMmXX2uBnNTCvkR21Jzo8aDmS4AGcuRQ3pPngL7xc0zLQvctwProljWJSYTGqwHncVpWN6Cp0PzrLYkpQX2E5nRC6n6W+Ut7F5mnxmzvjHV942tgJOYL6Z/8K5omueDWvIWYHIyA+ch224SC6RY3qIQMw5KLWH59sPjy+1ERutvKHC31AJ74906ZNtNeb7fTL1/2HrMnCRynjHDRvTh3IXu3UTTjqQij7G8xbXwJVJMc9d7aeCCid6PMH3Cu5vECoeQt3QMHMLuDkdAy1itwwb+eav0bvC7ZqJ3+26IiTx7Nioq/tEVj/EiO9tNV28/fVqYde7Q7ZJiRt6ytFx5KvJ+MVwuw4ZU+ODDuwFhL0tvbOgL51uF4A653Xyfq5dPLX/HjFwnbO+8hc2WQCKYLclT1V7/70CwbdZtXWotTGlG/0t6WXl4y0gw38qXXT6WXlhVGPhzH5Ge9/kcAke41gTOMgu6dG1TT5hVxD5ZKji+k+uEWMOxlclxE44nJR+bONqMnoO5mHDnoE9A4hny9ZDv/HyOX0soU9bDZS4S+VMZpRTyKFbXVPHVvNzc+4+TTsbKqkFiFo2bcOZu5q313x/54yTxXAYxcrHzlnFQ6qPfBopE9ELUsF1Yn8rwu3wEFF38v7ZgqCNyRh8wwXp1ZP2/9UAPDtwUUYuQeev6A7CcSOJ86HY5eAYVfLh56/xFcHFA8+2Cm2CS5LQm8KE0PXzR2sxHWKaJoi4XmujWQ7fLkYb4g2PgavmHWxMSxB8CE+3s9mc1kDNCroUMdz2ZAJbE6f0I1wmFvIX3o/CvayGgLVS1W8g/b8EHeeHwDP/YO0Sm39ryr/fxPX167X9YGu0Ic08Nqk484dZdJBLpeUc/IHdi8y0zMNYbWRmZgXVC1Yvkb0aDPXYWoz77GOStTPCUNoir+nLyxDafb6HYbEkEJlj1KCo/8L/+eiLRiAkJlSiSmej3DrBI1KdfP32wKJflMxF+F9mLXZLLyZVCtP4vuHozxDlOhmc+rDRZoDfITGklpP0oisj2rhlpCAAZOmHCf/Rp97fgfIuByTMCAXI+VPZ43weYCcCu9yWBRSV05P+5/+Hz6FE48iiKVB3bPp043MzVJ0uJlP22YaIp7KgB7x2KjcYRJst/SUFNTAc1VTGsQmh9SiVv7T7VxfZqDQYk328WAAmbYD1NWmEtEpmZrkp6DoyHrm6/NUpdTse51/5M4sH41xzE4HyL0Y9K2VXxlPdgOrSfI8nKaW639tqfWY++gNccIoNlV6rx5IoZrNPC1yx3ZTsD1wxhvtXF/PUtNkdrqGrFg3/eQjTyJ1Lqk1+kbEBRlaIgMSEqKeFJpRwBt69KpKXlGjC2I8qcezG3MuRq+k5wfF7c6bRnMqWsOBOegmqUhfFgj7q2MrOkXANrKVGAm8VkaYi8MjMzT04MGlrboXundixA4dLMSuxdLY2y4rE0D7MHRTWlT1LOxea9VMqfwANAG6+euplWiS+0EVXBs7D2IvLKPLI0laI4C1hL2g9PQJTSW6dvZcjrVBXZzLawMGEjoFBFgzslXqfSlTXFUcPt8PVAnciD2jSyorsxUQn371bhNiPKZ49Bo6rrUHb5oL8oUwnjtRdC9CkBwRvxX7sDoCp5cSbZ6YiyKE+KuTRwXuDqmBOyPJxssBbEWP0IEFRV3EoDna5mlAnP5dWtII6K8qR50GHoXtqIhRx3ZTgD7USqCWSrhA0Bgc5EQEeoajGJf97ScvIbsYs/Fl20OUheygZ7e3xeO6Cv/2X4nHoXNbYLmtVFHUDo1i7oK4JJnYoA/1AV8landhTfyuHkQColJgF8TxOOQ1GUfzB0OFxCt3Y45EKFXRgB/qHaWN7CL/GFfwICAgICAgICAgLtjwDPrNpY3uJZRBc/jH8O7+INEcxrGQKCA7QMN+EsAYEORoB/qAp5q4O7RqiuoxHgHwwdbZlQn4CAgAANAf6hKuQtGmxdfhNRlhaDxziFTzMQ4B8MzSi0Yw5F5MXFrZQn4Gvo2+daGmVxOXgK+s39aMqJp7JBG/4GPcg/VHnnLSTnZtDBqCKSzUxRci0k5G5V8/pdFuilvxCSr3ecs3CwaFBlh6/7K7dalwkNty/OWbWti6mxQGMr7/36TqdpoHRdWHR1JL6f4wBNHN8uPwP1nB17AJc0iqINyuxDW25BJZ1GK6u/49a9e0iLFGdqCv5c4HE2jyBU5FZTnnVUEphZAv/WoGiLXasi9/zWsGxdL4E1aQbXsI7aU382pPsojqhFK2pvxuCGqecQolDB/LWTNIr01a6haQUIiirjDs/uLhJNdLty9YDroXMKeWcODq2AjX4q/1DlnbfQvHiJpVXIXVye43V0iNVHU5Nf0mttehu8QeztX0KQJTV9QhscwcECkh14kFxznCq0D9CV97bad7YyC+Bwor2zDCgizefGkBQenJa06Q7tsLRpFe1TGMcB2qeaxkuF786LnIKjAB8H8EB6P+o6VZMmNjYOarbiDCiuyYRRcHPjNJ/bufDvS4wejI9JHFMzzsw0h0yknF8aMaP+bIi5Twdfv7Lt00QFGTtBajTsl1YHeDMGt5qCP+eLxWI3t2/WeNjqdYeSOmz7aN8puKi8BXzjkz2x9fWaF2dh3qpmDQ6089uogZwS23wH/1Dln7caaq//t9vA7eeAKBHyOsO9t2VQVK2mJvvggdWzxO4BK1OAZAZSFuEb8lfqyfmuvwJ1EvwDZThcXDYdPTnrazxvqWty9u2SuIgle/bkyBFUJUtY6Rd3PTbEwyXg5NnnsrzzSyUum9beKms9pRAHC07eUoB6xeLlkgs5gA8DyUry/TWiTAN0KH73dhcv/fGP+zmJPy4aZwqUWbYl5zcQB6ANyswtXieylOCUPWdSQ3f+5OoGJF0QFCUaCLRHFi5KKn1dFn10zSyxZEfIo2oUyUpcdjzlYVjoT65u2+NSFfVUpUSZ1aiaxEQs2Q8lVPC8pUErcs/4Lty/Z59Xb/2P3SYs2w+sRZ4D0MTueIEE9qAVx30lYrFLQDSQZSFbR1UEtDBI28hOYxdInAi7ODYd1LWc0ElBUSaG1DGgE4urcvbtnP/tvMPpOS0VoyFb04INjgO0oAzilIb78Uug8Imdx6yU0mZcf5X4uxuMnzTWsn/4YyWqxvKWGq2R3dqyVeIidg+Esj5QvPTRjq0SFxAFZXWaNLGV0fL155djUKvRooydPlA9B3c8sGagTjk7J/ycgvA3MqASf/FNeo5APZoAFxe3QLrQq0oGfwUrzsqrJ7yiEpTy9EAbo1XHY3d6ECGJsh0AC9LY+FMr3BclPSdWq1l5i4cZ1fnXd42cpO/oINmwKKmwjG0JQjkP6WC4b0MdH/c9EWVAnIVsFFJ2dNnhG5mXAEpYCIMSfJPg+INNK2u0lEnmLWVytNf68HBPMsBzkHrm6ET0PoqiQK1mnrvYx/O3VFxZiTu4sSIRDg7nkzYHuIaCOKV/1NdPzLSCLqE1guBAuuXQiR0YXP6w/T7zonNqyyL2Y7G/eLEYhPb5FNiDgN8ZDg6+Sc9fPz93apO7WOwzL/KRDFHLkqgRrLEG0s3r8G3+oco/b6HoqyPrun0hTqtG0fJ7W/tZhdytK97obTrGeefRiP3fzDKdOC25HFK+9rGZH+yzJjYDd+2agshPTT9bumD/mrWAfwjMt5DijXMtv3WJjLtyaMwn3VaGVr6EjOkTnXeGh863Mf7X4L6L9hz/1cnBxC+0qrW6vBwsmHkLyYjxeMdh/am4i0sltraAfh536OqqCyONPPZExu4I8Y2+fmPD5pnmNpK9/uHpMjV5pYYXVQTpkfRG/Tx3b9Dayebv/p7dUHsy0GrC1KirV0I/MTX18kq/85e37cCQ2KvRq3z/zG+gjg/ePNPcdFWSnIwijPsOTAcVEJNxTsGHIla9bzD1SEoD2GMclJwfO6VnzzU7b1yKXutgMGKZT9gf52S1JdEjLMVBGy+cOvbTO92WxucTPld/x9dp1YFdkVsPzLfRUdHTizTbiMBSsgqsJFoNWQ372MzfHh42dYYBFMLgYIi5ge3Pe4//6vRv4/4WY5b6H/zex+ID5ziCmZYwrwP+cxygxXViwpLEs8CQ5Y9vWSX+s40DLye7DjJdGVqJz7c09edDnVZIImNidw8bYLomTF6vzvFz7zZ5wp6IYzsmOGy/WwcIlOlQV9zb2tcMiOAUpfrbYGyKDQ88+1iFpOVt4AYUGMUqty0ymuMZd/VcwC97npGL/LSJOz5LeEE529qBJj3WhMnrWA6Qj4LcJjIb57R1l++f+YSfMPKW1rhmm/E0/06ki7vBGOedx4Ju5twilxCI+QrHwVS1aa5Ww9dtjD+5/3tL03lhadJN9EaRx4ft/+Zbk08nJFTS5qm4eeQxlNNiEXdNGr/83Z4rLtxKXk8FeBFrdCKGICQjxtPa9ue9oXuXBIqtbAOSC5A6zuCmJXC22ov0Rv38/bpdtC5AUVRecNLJdOK+i0oE1RFBYCD9JSjiGAbX0eDg1ft/shN5nCmQnSNiPwzKPnj7l4AeJAeH3cWVd3dM/Gb3mT9jFvhYDJqQ8Lz8Fm0E09VAvt7cXsfxD9Xm5C0QLbaAfBYsEo52u1ORvc/eYNmVUtAKQOdqsOxKZZrY1nANID4nP8i1w19YOl0oA3cOgSKJt3/JqyfhA/Td9v6WkHA9eb2/rQMm1YGRZ8NrzA2AvJwaysmyWrLBwYKRt5A8yRT9OZ5xqXFxETFreoMYo+Utwxlbg3H5kvL0jb3x9RDKMCpvBRl/AnQIYdbR8z4vK/GfbQRagRT4iQEgJRfn97DfEBNTBKEBJWDHI6rr04ystkSp2LkQy1s4oXiJv7veokAZyO76Iz7v8W//3VAPEsTn7NNAXAO5dnicucP2S1FRUWmnpw5nLC4hGoX0/tVTqQecDN3OFHGMl6JPGbZhGHMLJCykOgjNOC22HHy2mIuhCkwUyE7EWkobK1vSjS0/h+MALS6qlXkrKEpdemVxD8vNKXnkOiEkYUq9JvE1/MG/pIYWUMBILtR1N13MHLafUyaGfmpiZfQljMH3u627cl9bQGEJw9fQRXz2jpTxOA+tL2h5C3c2VcR6o2HiG+kcj6pJD7QxXH2tkoEfPW/VaI1rLWYAJ5wH7xdwLdFwWp1fGjkY2va64OggIHpXuY3eKNrxJTcCrI2D0lVp5PoqlbdwhyScFtVEbbEy6tGvR88VcZCAhgxwbivwu3cNWT5jDPxCq8H1OL79Usoe3IoesnEDgfMRUKZlfpCyYN9uXwMhQxTVGkHUQErBRY1dVOzTepA+OGAkfKlXwn6fbwMHrqYbyDSwE77xD9Vm5a2G2jRXh27rLyXOtvooNFaNXf5jEog4oAWUxxDNpgZKFHKK45cG+pN8v547F858gcwxuThLXSvRTyQKa8F/DhZU32NDQz/9SU4rVmNrEHMugskQvvCtfpwR4TpvqJnFvKgUtbypvIWtlROZrC4yqK+prceihRN69Ay4VoCAtbiTAUOdTD4dejJHTVYBXfYrA7/QysvEajtpHg1epmsONl3oj8mZkXkLFGjc+4c1sBVi8Upystugylwyy2L44IUr1//QW1973mLYht/J5xT49DUOC9VBKDUosDCsI92AailthGpBL7biFI4DtKKsVqwTzgYXE4g6Z4mL4XfrAgaA0VwZ97vYxtbDb9UKp0n6XsQlM6kpCvIWcX8LhxqueUxfedLTyW7rsZD/s9sXHTGm99TkQnBBoy2g4FLk2kAPOxOHn9fk1hItp/UFzbXw+1vItcPO1s4X/uB4FM0hiYJQwgfgDlAsLzOAVzSWt5itLqi76WJvPHrwnBmTLcZPA9zWNbJbVKNoKIGUg109M0sopB1DIAnzVv8BlqZep2+D5WtyWOe2Ap+n0gohhrL8q0TY0vcwIpEMHAozkKkeXFxg0zMw7Tm8wtekiXVGEBikSLjIwQH6BnbNSutB/RGfE4ND+eOwIRYffTdB8oOPM3YDsukGMizsjC/8Q7VZeQtFX0dvdzAbNMjCbn9WPQrEIAy+Cr8Kej0z1sf63d+zqQGLanbWRR/Lvr9lqlFFyYXxn4D5Vl3VhZEGLhEpgCkX0VRU1CJUIFHOQQ15VFkt2OJgQfU9KK1ym6/Bd5JceB9NU1Ve20DM86rlmfngdtersNWGsyR5lembevU7lAuuter/2m1tDS6g1A/iV/QUeWiZxID8Pc5v+Qp3nxOQVhUpz8yUI2jDq4RJhlOOPAZrbvZDjuVUI69LTg7VH3swQ80uE5tv4UMJzTWNgxIfRww1nbj7rKIeYDX5SCpw/azY+dbvh2fDZqhelJMPT5PAaqrjxoL5Fsd4KaKg2wZL01Yg0R1UB5FjFgdD6hjirFbc+W9BnzNO4TgA49cO+gLWCbEnLErSN/XCNK+paUF16HIw31KWRA7RdzmaokYRZcYfN2Vqbt5C85NWWBlZ/cN62x3FTRczs94ORr+EVqt1BZRanp0J1PLyr/nZ4N4LGgxo5uHMSSWL+8oJhCRYZTLwjrqlbEArt/1kMMMn6ynHo0hfomNGpAGwj68ZcCl+piSvTpslYL7FzDrS9E293lm2LcB1y+ab+TINgjAbpU4T9zLwWfn0FYKkn3brbrc/S/3A0xEscjSoy3avHmTqEKU9b4GUc+3W8ZnWfYNvy5AqLMARTiuoZ+XLAr0NZvlkvULR15UXRhlOO5LSUMQZ3ArZuFEhQOIGBHgt+m2KgEKGYG8jEYTnLQwuauwCKHHyFjk4JL04hidUJCdeYovPt+AI1lgDSQM7aYN/qDYzb6Hl94J7i0h5b2Xc4W/NjZ2mTvvU1MTt0EVsJGUsUsFbzfd93Ux62DjaWEx3mW7gBdYHlJePzelh4jhtyuTe75v6hVZRD8NQXqulv1sCJwcLTIQCu0thab07RXrYycHE0X7MCGfzgeAGDF5v+eN9/U0cp7mMsjB1P5Gifl0aPdzaeLDNF3tj62vzIoZaGzsOs7d2Gm6l536au/hWXLV7aTf73pOnwAbOkzxIPjCyu834r5zN7QcdzVbDa72+9tYWIz/7WH8SvIR8wSpTd95K12jSYxbY2G5Kkxdv9DLp0aOfy7wHr5SZv8x7z8xm/HRg8NL4AhyqBuVtj1EmjsMm9P3nP3t0n3lairKNL6y/TLeNeHK6gVVgFdEdVAeReQstz2JiSB1DnCXkLSJvoUhZsKS/Hphv1Z4OGQa84lNb24+6g/kHoogJAwE12dnc/j9RT2lXgWR6wNYqncGjvFDZBF+o1xVQWT5fmDiOBFHm7Ue92oGoc/w8sJAcOXKkHsxbm3p2HzWyn8VnYz8wgXduEJYDFKBUkNLikC5vNM3zRpr2uGaZgWTEzLMwdhz+3q6HKrYl3Lz1tCpufLd3v/jXkCHAt90iHqbPpzcKTlYc7ftaf/65ub7zliNV9ag68fhsc2OnMYMsPvviQ7PG8laaQl0UuKjbRHFaGRXgNdeZrSDub6Hlj8MGWxs7jR9vY2w998f7LxFUrWAPbmoWbmTg6ABNBJ5lv/NcZwSBa3sSrjtAaQ8+C60jb5GDw18JW98zcZw29cOeH9hbw7yl5NFAmo2dsckZq3Ua0dy8BYQVMovl5B1eIJlx5/y5u0WYfAmqKc/Lo/2K1wsEHeLinso0r+VPKvDrF0RemRUXcxcTj0A08qe4ugdVgkqeRxSr0/6mf9CCBVBwwD5Y7cC8lJi7hOoHUS9uIWEDIq+UJl4rw6YyKkXulbi8ao2m/AmY3BCnQOGJrAqFLNrREL/zR1zqKp9lJf6VUIhJtMA1t+TivLgUmjwKq0waJoi8IqtCjlB7EGVRVgW4B6yj8ZYAACAASURBVKiqSE9If45BimBVYJoyFDAE+Opa4iVWVkUofiJmG3UisR8vkGgj1UEaZXkelLMB14QMDKljiLOAOAjRxbQqOmBTiwN0QK2sKhB5+RMyLjSklg1APi4tQ15HvQOrKc2j/ISMJhrU1NumVDmgNu0BhfXLPamCJQOEaOR3aSGJaOT5Rco6Re7lmHu4O4EiGR6ltQehMAoWTJgSED8zEOWzRwkP8sBdN5YlQMCIGENAq6tUd2LcezrHVYA24osfSuhseKPgRdLmiKr8uLjsAvI2nqY0DwCrhu1qYJWJaTARwwuBLT3AGa2g9yWQiTl3jo4nEV+0wY2JGxkCZDk00AB0mPaTrgiCfUvARQQ+QAmOPKDftQ8OQP4pPi6vWk2SFfBqIGlkJ2zwD9Vm561OaE3rquSPRevqoZ+NqHP+5wVnP9PH2ZqP3RxWxhw1qFkI/Sxhu10Q6AwHaJeGvK2Fvsg7MRyuiIye2N+qb0AC9YINRISa3L+tAP1t2s0/VIW81V6dDhX/yIspVi3cSzDWAcLXNkOAfzC0WZVCQW2MAKbRqkPHh5qftXGtQnEdjAD/UBXyVgd3jVBdRyPAPxg62jKhPgEBAQEaAvxDVchbNNiEzb8jAvyD4e/YeqFNAgJvDAL8Q1XIW7w7tXnk3LzYpv8GFM684eu0A/kHQ6eZKFQsICAg0Bxp8ubkLWXqxWCMwzg8TFoJiLDObyEprhkk68rUv9bFpioVOriiASM7XtKBuIQq8pkFsH/tWv7syLy6mjNsMfngcVNpBB86Sm0eOTcvtukWk3BDE3H+6dqmmL91tKdtdj+I+c66s+mGm2gJxwGaOF74WUBAQKBTEOAfqs3JW+DtVycHib//ssGf68/0yaqQ7uxH8DzlJ620FNmtgCQogHXXwWxLVN0THVzR8O25IR4TFkvWeNjqT8HeXEZRjHVN9PGwP7G3yNsGOg4W1Lt7oAL8lV6Cbk13nc17bInXE4NaX+TkzfKOW/6qU/MW+V6RbuA6+xeOA3S2QUL9AgICAtoQ4B+qzc1bmAoJNloB/hUzkJ8Q9HX0Did9kWicOE2OcRUarr5WQ72XyrKRljnoaUN+YFW36YsX2xt4n89uev7DKlPnVw4WtNrpeQt5nhu7KsBd7OJ/JBKXGVMrdJNzA2YKijA+U4agiOLquU3uYndAYw+ZnAaPPxQNGN8xhniCTx3IL0EW+VconrcAGQ/Bb33/cTjO9Lxsf8TzfJyZnjgF8H+z+aeVGLc3wimfYqmHXOwllck43X4Z+fadRpH+P4/ILFAszguOoOiLvDOL/G6/ZFG8QyL5PQSttUoh3RrgsmDe4bBtk7vDtxpZROCYMgCHNl5nL7XjDxwHaMe6hKIFBAQEWowA/1Btbt6aIY65nvyHm9jyB/D6PXgNcIrng9qGLJ+PrdfsCuhlvVtaj9w+LbaF7wnquhiHmWPy1m3XYi9s/o/lt8ch4RMgAjD67kzhU7+ZBvP9i8jFwxaDgJ/IwQLW7rzcJyzM39+fYFMGL5MD0vqwsIi1A00/23ykStMUOXctjTD+Yo4q8YRrj75LfwsLmy9x2JVQF4WRQFMM8dQMjEycOOEbnbR7d+Jlgun5j+slRwj2M/IULv80xgNN0gHXYNy+GPsUsGH0cv+D3y8cYGpuNwmj2zeh2DTImTEQqRkogiwMgAjK2e32Qy5NPklrfTZ28XdAB+DQwZUfvC+yd4gq5BCBAw4qJpc5mSxb26HNPZ/jAM0tQDheQEBAoCMQ4B+qzc1b79uMnz5lcu+P9SdMjCtUAzFJ636HHhVHDjFanVhyaYzBV0dyXoYuNVoUCJRm6HkLURedAonCf3fEo8qSyMEie2f7MWNcnM31nddDdvPMiwt6DjlbjCD3Y+Za9T/6hBD4aS1eHCxgDgCrlEC6Zq3EYYjI27/wzoGhVvg7+Q3xcLuoKXLugqoLI0nCeDpXNLAYZCkGQ3xZo3mLxW+NM49xTinQQq7fWN4ibAATO5JunyB/g8DWRQaZjXO7I5PufM/Y2Ngq5K4qy+fzbhsS7vykjSYfo7WGhNm+sUAqBUk7Ma27Q1QOhwi8hsbSjdPGt7YjW3o+xwFaWpBwnoCAgEB7IsA/VJubt7B1QkArafDZ3th6TVm0k6H3nvBFvYBSCWCH9AzdN9rI5cRtsNBHz1sNqkdBSwFduftPF58URw7HWLZQNPPijxZgllYW6K1vbe48Y8SIDyYOMtD77+GUNkpcHCzIuQvsAWyhks7rjJstJSnqsZ6i3d8i2kUjjM+69g0jH3BSDpfDkGQgZJF2g4owxszGCiHvzDWetzCWeupGGq0VWLOKUv3t7PZFHew3dsMBsfXHOy/8/qHZ2tRqDkE1RZNPLG/CCRQGBcCKSQQONA8JQAi42tPjGymb4wCNHCv8JCAgINBpCPAP1RblLaQi99BH+mMPJjSgSL6fq/47VkbfAnZn5Pbp2d179gSUzPA5B10DFpU5EOWVI7O72+2/X3hyqOEPJ64UFkql0pJHfl76X/tktV7rGHQABwuqdvAzlreKn8Z8b9nvt0eAVbZy20+G30pya5oi535KJ4z/OTbgO33IK49UPv3jjhZtSS4RO1SGNA5KZ5F2AxZwjOVdyylPOfzTRN7iHEzLlI3kLUhRb2lr/Mn2JMXJzbbdzM3/BeadHIJqgm64BqP91v8qPEGNqIuDlw0wdYh6yuIjlyPaNDg6KRw4DtBJdgjVCggICDSKAP9QbU7ekgV6m+Fir3pDF0kAHTKKNsQfHGMgGg9yGPZEhkg0zfMBpvTD5IrGd6IoSmdkt7PwjLgov3tiqhVYJMRahdyP8TQnkl+jDeXxIwcLbXmrRK3KXAJI68d/4WT8r4H77sHnLBon537MIIx/XfVw70fWxk6TRlmYfnf6CaFWRd5t4hKxk/OtOiZbNkKxvFdwSOLrOfzTRN5C2Yzy/PIWilaHLv+HXrd1qTXY85z4Q6Fsinda3kIJ2vIxgywmiSdYgucy2HzkUGMFVwbQdfnCo/Pa4hCOA7RFoUIZAgICAm2NAP9QbU7eQlXy4kxI/YwRGGNWA+qwzEpc8AmwxWdWEoo1NNpjjCuabCfJyF4C+dFpfOrwEK3M0+TJzdvgYkFxKkMWbcimDLY0Cundc/E4ZTtWSePk3CzCeFQF6LRxanyKgZBWHYuInWwmi7SbzvLOOgVnXmcyeZM866yDSRvIiuhk2ySMKnlhNkbrziT7ZxJUM/uIIDIn+LYhkjSCf3pFBN82WWHHbnAdoGPrF2oTEBAQ4IUA/1BtVt7iVXdXO4g/Fl3NcsGeNkFAcIA2gVEoRECgvRHgH6pC3mrvvhDK72QE+AdDJxsqVC8g8HYjwD9Uhbz1dnvKW9B6/sHwFoAhNFFAoOsiwD9UhbzVdXtRsKxNEOAfDG1SnVCIgICAQMsQ4B+qQt5qGcJtc1YTfPDNY6BvjkntV3JzrOiYY/kHQ8fYI9QiICAgoBUB/qEq5C2tAPLcCR7o1/c6n8M+vDzrqCQwswT+rWH/SH3H+eDrG25fnLNqWw728gD1c/MY6Knzmt5qv5KbrrvDj+AfDB1umlChgICAAIUA/1AV8haFWvO3mK+CUecX3Nw4zed2Lvz7EkUr72211yb2gb8OrNGRt2iUE1TRbbLVJiXX33EznxvDydltYmBbFsI/GNqyVqEsAQEBgWYiwD9U38q8pbgeG+IBOKfEYpdtyc+fR/iG/JV6cr7rr3DbNykHvP+MzZlqMB70M6mhO0lmdxRFFPGn1sxyCTgcHdQfElbVkYTuCYp6wBN/3FciFrsERF9VqGRJPy4aZ2o+8xeXbcml8ovHlrhAuqugbTmlGJWUhqJyb4qBHvcDRP383KlN7mKxz7zIRzIE1Woki9AdKaOaWXIDI2FCVDnbvdZfy0HqZLe2bJW4iN0DNz+qRlCVLGGlXxxESbI/oliFcvYgZREUbz3gouy6H/7B0HXbIFgmIPAWIMA/VN/CvFWSvvHd3mtOJ8Ut8DIdNHjnzdIbGHN5sM+a2LxUDquehsPs3pB26lsr25/3RoROcf2nnsjjTHHltkVGczzjrp4L+GXPs7r6O75Oqw7sitx6YL6N6arLObc2bJ5pbiPZ6x+eXlYLtDeP753wpd7Yqcn5eN7CeQgVTTHQk5TqlXd3TPxm95k/Yxb4WAyakFCJco1EMliE7mqcoJ1s5ubYZztW9BwxMa5QU38+1GmFJDImdvewAaZrwuTV6YE2IrNxTsGHIla9bzD1SEoDoK6n75GWniN568/J2oy8vz1ik38wtEftQpkCAgICPBHgH6pvYd7KODW119TkahRJOzbRdkJClSZNbGu4JuwVmGTRFtAIdiKQVJjM7nmSKfqLt1XWo6iy4OggLG/RCd0x6o37V0+lHnAydDsD+Jw29oYiVVj3VT3eO6Cb71/ZiJyZt8qbYqAvpnW/SlGQmHol7Pf5NqBk7UbO8YxLjYuLiFnT2zgoXcVsZj99x349Rk+MK8RZIDWyorsxqdckvoY/+JcA7iiMPx4t8XfXWxQoe8nZA5mcMP5fmlldcJN/MHRB4wWTBATeHgT4h+pbmLee395kZzx8zoIf3rdwDDxSRWfS05W3MFZ1/G5WQRo5JyPvb9XJbq0N9LAzcfh5Te4rVeaSWRbDBy9cuf6H3vrsvIWoc5bMMFu2DaytEfe38PkWvmxIzqq0JFHchcsfhw2x+Oi7CZIffJzNibzFNrKf/iSnFavhaqj7nIv5dZTZoJn99B3tra2HRD4BeUsZ97vYxtbDb9UKp0n6XljeMg5KB5bgwp44CyJtjwaYJ+Stt2dQEVoqINDOCAh5iwKYjQVIEl+O3xzoGnTm7JPqOsYcC2144OkI5l4N6rLdqweZak0JxZXbfPVdfbJqUXXGxcU2Io8zDxWFmfJ6FM2/5mfT71DGrUAbOOhrquPG4vOtTb36HcoFzMPqq4cn2+LZgp23XjTFQF+ItwrPczUokhMvsdVppAHkpwezyKry2gZaFsTS8+YrmX7upjPcM14CBnqMA7c6dDkx3+KVtzDeegrsrrjFdoCuaKNgk4CAgABXu0MnJm/ffAt5HL/YBhP6cja3H3jwkYIctUFeSTw+29zYacwgi8+++NBMa0qQIhj1u6Ojjc2YyX0N3M8UMgjdXylve4wycRw2oe8//9mj+8zTUlRdGj3c2niwzRd77971HIFT6vfptT8tDWY4DZGHCJ71yc7m9v+JekqbIWWcmQnnVXg/lt7d+p6J47SpH/b8wN5au5GoIuuwk4OJo/2YEc7mA53jZJy8FRSlqSv5Y1S3T349W3oyZFh3m/FffWpr+1H3eTznWzTeevYT/DrdrTN+EPJWZ6Au1Ckg0GwE+Ifq25e3ZIE/GPqFVjegKJSemnIkVa3Iy5OTq3OopjQvLi1DTjKdk6zqKMXsjsgrM+Pj8qo1mvIn5UoE5RK63wKU7era4mLIlI/IK6WJ18qUCCKvzIOU+tK8PFAFRuVOVQFqT/wL56TXlBOGcSjVCQPUytJiZQNKI2unjMStunu3SgXv3ZGl0cjaETlGh0/wu9cpi8vlCI0/Hj+Auwdjpk9PSH9O0P8320075gT+wdAx9gi1CAgICGhFgH+ovn15S33t1NweJo7Txo37vw/NJ//36vM20lXW2hHCzs5HgH8wdL6tggUCAm8xAvxD9e3LW5hSFJj0gBnPW+wkb0vT+QfD24KI0E4BgS6JAP9QbSxv4TdihH8CAgICAgICAgIC7Y8Az3zaWN7iWUQXP4x/Du/iDRHMaxkCggO0DDfhLAGBDkaAf6gKeauDu0aorqMR4B8MHW2ZUJ+AgIAADQH+odp+eUsDn0yjGdVJm/yx6CQDm1FtE7onzSipsw5VyQuzi8ADkPDTIXIqb7ADdAg+eFfgD6biPfMW/OsqA1TLodaUF2dWkk/zvvmDQ7u8v1WRe37LHkC6iqJogyo7fN1fudUY5MrUv9bFpirlDPGO+rMh3Ue53XnV8l6hztQlF0Id0cgWZ9hiGs89Uwc7O/fADt+D6568brOKH8R8Z62NqF5LBYjsXLg/+dkblt2IPgvr9KKMvXOXpFYgaPnjsMHvi8y6h8Tf3OPpd/tlx8ipcByAZV6HfFWmXly7gwwfZfahLbdkRPbWaUAr8Kkp+HOBx9k8pc6yWVI7LXatitzzW3U7Q5Nm6LSv3X9oywEKGisL9NJfGCir52G5qvxmCBlL/sFxqfBlGR4nahTpq11D0woQwHFzeHZ3kWii25WrB1wPnVPI7/36TveQe203OPAwp60P4R+q/OdbL6Q7+xksu1IKbM1PWmkpslsB34JCXme4O5htiaqrZIh3EO/StkXTSDqllhTGwaKp0rTnLV1aJC0xqaXn4LxQ5KtmrVYSYb3O3JhdDc9CV0LOKP9lg0fpDXK6UNbY0ShKs43IW8AlJns+eKXRPM2AeYv+KrTW0miFaP2d106OA/A6q40PAnRZIpFTcFQtgqLAA3E6kkaraRIf3Wc3mTBYUjts19JdMuuXxl1Ihxn1Z0PMffgN8azq2u4re4BqdYDjjGh8tBFqCv6cLxaL3dy+WeNhq9d9CSQ71d00Ci4qbwHf+GRPbH295sVZmLcAF3ajTtXqBuo2sK1+4R+q/PMWUnfTxQzkJwR9Hb3DSV8kGidOk6OoPHufveHqazUM8Y56yPQ6ePyh6FBS/gOodew5n7Q5wDU0okyjTWUjNv38Uol4+ZJEoJwBnldny4W0BB8OFpy8hcuaLJdcyCnHNUF+BRaqH9/+3dtdvPTHP+7nJFJaJPkNWUm+8AC0QZm5xetElhI2jal1oq7J2bdLAiVLxAsXJZW+Los+umaWWLIj5FE1imQlLjue8jAMgLM9LlVRD4VIGGVWo2qOmAjBZ4hW5J7xXbh/zz6v3vofu01Yth9YizzPA+i54wVSUKlrsg8eWD1L7B6wMgUDVq2Qbg1wWTDvcNi2yd0B3QZKWCvZsydHjuuYxMafWuG+KIn1fps8P2KwoUvEdTXKrpHWv2dvHcBVThYvxkVbHj++vmvkJH1HB4k/IeNSQ4zLuJzKs9d0/Zd6tlQKq5uoBjaxxXGAJo5v7OeG+/FL7MBDVXYes1JK+QxReGkl/u4G4yeNtewf/liJqrG8pUZrmPIxgK9F8WjHVomLS8DJs2V1mjSxldHy9eeXY0GhRosydvoEZtaghOOBBQ91ytk54ecUnB5M/MU36TmC1jAUdnBrVDL4K5jwKa+e8IpKUAKKZ6NVx2N3eohxH+D0L6Zlw/YKVt7iYUZ1PuEJGxYlFZaxLUGg4A5zKMB9G+Pa3BNRxmgUUnZ02eEbmZcASlgIgxKYakRayiTzljI52mt9eLgnKTaUg9TjwUtCQfqEIiV+zzx3sY/nb6lSNVx7QkoyT853cdl09OSsr0Xe/iWcSKTFBYhT+kd9/cRMK+gSqLbxEIorbTl0YgctcMQ+86JzakkVIRhfLgHnU2APGgela+Dg4Jv0/DVD6khNV1NqrIF08zp8m3+o8s9bKPoqbLXhFM8HtQ1ZPh9br9kV0Mt6t7QeuX1abOscV8EU70iSc5U1iD3fr9u152mmDpWN7eFhU2cYuEly61COXIi0RThysGDmLY7eB4I7dHXVhZFGHnsiY3eE+EZfv0FpkcjUUUHGDBLbIqJpc/cGrZ1s/u7v2Q21JwOtJkyNunol9BNTUy+v9Dt/edsODIm9Gr3K98/8Bur44M0zzU1XAbhYZQIWeaZ0CCYmYhyUnB87pWfPNTtvXKIpidSWRI+wFAdtvHDq2E/vdFsan09ghRRv9DYd47zzaMT+b2aZTpyWXF6fv+Y7sOfQwZUfvC+yd4gqRIo3zrX81iUy7sqhMZ90WxlaCdjfgWrJ1l2+f+bTQg1RP/P3Mv3G84ECRZWsGivVuODL9+t27U68TNgWdvCg95Ih3RxO3roT6eJuACzB90QVwrxFyamoGPovSS9lNKmU549YDgPHDKKRjf7nOECjRzf2o0Z+aQzMWvBxYPutUTRoGjsP0hPPNg68nOw6yHRlaCU+3+LIx9Q3JWRTcW9rXzPAd1yU6m8jGrgpohZpeODZxyokLW8DtwfBKMZU2CGMpM2uaLzJuE7N2oEmPdaEyetY/ZuPgtzG8QpG3tLqSGwznuYTnnAs6GYOQeZJMjgDvmZ7UR+b+eRQoKpNc7Uavm5j/Mn931uazgtLk26iywaRx4ft/+Zbk08nJFQS10MoiuLmkcdQwwsWcdek8cvf7bniwq3k9aTYkKyIFQ7E0h+SEeNpbfvz3tC9SwLFVrYByQVIXUHkp6afLV2wf83a6WYikLcai4s9z8i1EhRF5QUnnUwn7ruoRFDOKESpDv0SFHEMD5zg4NX7f7ITeZwpoEIj7MROZ2dQL8Z8jQ8Ou4tZUkfPy2lqSjobSPhHZ/3nH6rNyVtoXrzEut+hR8WRQ4xWJ5ZcGmPw1ZGcl6FLjRYFgusIRKOQkuIdRcAtmPIfYM9HExKqwEQKSIGwVTasjDZEAEKijNNiy8Fni+ExDLmQ9shbXEsItkCQtwxnbA2+VQzv6ZVTWiScHMNtrKzEfzZsDlLgJwZEvSUX5/ew3xATU4TJpZDgIKrr04ystkSptOctrpiI/ojPe/zbfzecOIH4xBjZkWuHx5k7bL8UFRWVdnrqcIwkF3gfmA0Tq7vY9oXb4QP0fWNBYkPSTkzr7hCV8yR8gL7b3t8SEq4nr/e3dRCnAWZ6w9XXKln+izy4uMC278574DKfWyNoAt6/uCIMzhZPDG0At3nggpQ2mjDlVBguJMUoj2Eh3G6iDwAsM1lf+QcD60TO11bmraAodemVxT0sN6fkkeuEDPmYGlpngcrhfIsRFGDNw2H7OWVi6KcmVkZfut2pyN73frd1V+5r60EsYTAVdrA2ac9buLOpItYbDRPfSOd4VI02ryA6FxRco9WRtJhBeQLXEpC3mENBfmnkYGjb64KjgwxXX3tVuY3eKNrxJTcCrDHJHpwnmuZpzDKLUU3UFiujHv169FwR9xDMnMgA57YCv5XbkOUzxgCjiEPx7ZfSw19YYmvmSIGfq8jbv+ghGzdmXJBOhZQF+3b7Gl4Cah8PSXEluHaFBQ51zU3FPu3Kgz44oChT6ohHA0nbOmuDf6g2K2/VlUU7GXrvCV/UC3RV5TZfA8/QfaONXE7cRhCWeAccytmTEmJKgelo6FLZoC6RCOejeqsFgHKwYJQGFT0YljSQaUn9OCPCdd5QM4t5USlqeVN5i9nYusigvqa2HosWTujRM+BaAYKoy6JPBgx1Mvl06MkcNVkFTOFfGfiFVl4mwCHNA/MtLim7/ojPB5su9H8GVlIp3wUFGvf+YQ1cSRGLV8Zm4Df9aeMCvK0i8jh4miwWj2ppeqCN/iTfr+fOhacHhj6roKqmEFfJLozuNmJbJGC+R2EsMWp8+ppMvfB3MqcSYwct/KgupsmpsF2Inre43cR/qsNxAKpJzd5qxTrhbHAxAVRsXAy/WxcwAIzmjcjHQMu48wb01ZF13aavPOnpZLf1WMj/2e2LjhjTe2pyoa4ehEuRpMIOSX9M8wraqIc7G3LtsLO184U/OB5Fc0gKOHreAsVqdSS2GU3lLSLwscIL6m662BuPHjxnxmSL8dOSy8HiJyUbVEtDCaQcg2VXKtMIfQPC92jHEAbDvNV/gKWp1+nbjLzFbQV+jUQrhJgd5l8lwpa+p7G4wJEDl4A2PQPTnsN1A6570zi1sVjjm7eIwYEjdUTlLZ0NpHq1k7b4h2qz8haK5Pu56r9jZfStJK8ORW6fnt29Z8/udvuzGghJjjoUF+9oPG/BnKdLZYNwLI5cSHvMt7iWwOHVSZxWLc/MB7e7wOroLEleZTqpRVL/125razBxVD+IX9FT5HGG21ig0TXOb/kKd58TtzLkahQpz8yUIwST72Ow0mg/5FhONfK65ORQ/bEHM9TsMrF1Qm7eMg5KfBwx1HTi7rMKqByGK4lkxc63fj88G94XVL0AVL/YB1xqGHwVfhVEZmasj/W7v2eWXxip/1V4ghpRFwcvG2DqEPW06sJIA5eIFEB6hWgqKmoR2rhGeDBS9dsqi5HTrlcSJXNqpCVjPKfithEdSo1W+B44EJByKmDwhe0l9V9gYsYKARdJDIch7Gr6P/9gaLqsFh9R4g/zFlgxTN/USyQSMaYFuHyMkoeQTX7SCisjq39Yb7ujAPebezsY/RJardbVg2p5Nk1hByrpgCaAZ6zgfFoli/vKiVhlMvCOuqVsQCu3/WQwwyfrKcejtHgFOXWGwPA1Ay7FzwRjiBZLoK4bvmCA+Yk0fVOvd5ZtC3DdsvlmvkyDIMxGqdPEvQx8Vj59hSDpp93AcKTmqBHRUg7dG53E124dn2ndN/i2DKnCAhxB2a0gHzRHywK9DWb5ZL1C0deVF0YZTjuS0lB00cey72+ZalRRcmH8JwDJQjZuzLiAQL1+cXWKRb9NEdglIIpyRyGawVjewuAiL2pp16yMKw98cEh6cQxPqKTUEVredANb7N5tdCL/UG1e3kIb4g+OMRCNP5gALufBupNINM3zQS24UcwU7+AO5bQ9KIqW61bZIBwLKX649yNrY0oupI3yFniq3gwnLLG03p0iZep9EHmr/PG+/iaO01xGWZi6n0hRvya1SGLra/MihlobOw6zt3YabqXnfprWNNyxiqt2L+1m33vylCmTe79vOk/yIPnASCAU4mxuP+hothpe6/W1t7YY+dnH+pPgJeQLVpm681a6RpMes8DGdlOavHijl0mPHv1c5j14pcz8Zd57ZjbjpwODl8YXkJ6kjDv8rbmx09Rpn5qauB26qKgn1FLGDLKYJJ5gCZ7LUF4+NgdwDUNr/UKruM8m0UETicCz7HdrmDVWMeOTpnKSiYuwaM9bpJzKlkvx3zL1X1BaITKWw5Dta3KDfzA0WVTLD6DyFoqUDa5UiAAAIABJREFUBUv664H5Vu1ppnyMhuiaRoRssLVK56nJL9FXR9b/Ww9fBNbVgwyFHXK+hahz/DxMetg42liMHDlSD94d2dSz+6iR/Sw+G/uBCbxzg3A8iusVKIo+OD/PlGD/meZ5I027I7HMQDJi5lkYOw5/b9dDFdsSbt56WhU3vtu7X/xryBDg224RD9Pnf2HiOBJElrdfDphvgVl7X+vPPzfXd95ypKqeq0ZESwPE8IK7q0JdFLio20RxWhkV4DXXma0g7m/BFzmsjZ3Gj7cxtp774/2XCKpW3Pd1w5Cc7jLdwMu/RM3CjRUX0IXooInAs+x3nrPcm2YwCu5+4XDdKY4cLPI4Q1+KYCm7EoPDXwksqSNUyaOBLXfwNjmTf6g2M2+hGmXF48xK/HIeURZlUi++AS0PmngHpc1BKGtQe2AjMe0PrsoGTbODUOsg5EJaAo4WLDTlJZiWiDQfvgPLtITUBEHklVlxMXeLyjVwjkFqkQArVIrcKzQdE6ppsLEKWbSjIfHOABSTzG1QPsuiBErgklpycV5cSlolFBnRUiZXOoTaQ0CqUVVQSiJAiyTxr4Qn1KuIOF4aWdGd8+fIhqAooVpCarWgKN5YDBCqIgpxCjSKkphZIwUCPIu0rUFZngdxVsmfVMCrV6KLSaEWXC2lgelCYNpGayCrmyjTGt/S4gCNn9AevyLy8iekVo5GVZGNcToTHYHJx8CKmxSyod42pcoBZ2rvQQy0e1IFi0Ia0cjvgmjVvIadgmjk+UXKOkXu5Zh7lDANs3+1eQWKaORP8GDKg47HzwxE+exRwoM88AY6yxKayA4K/KRKdSfGvadzXAVoI774oVRV3EqJwRsFh/jNEVX5cXHZBeQr7Sw1ItLTYJm4N+ZhoU14Iz3AGa2gOwS4aXTuHB1PgDANSdgVjEhkxQVc1SBBA9iVwhGG6d6UwXiBGFxE4AOUoIIS6HcoRUT1Dn4MMXgSUkfQQzA1Jba30BvYmdv8Q7W5easzW9Wyuvlj0bLytZ2FqHP+5wVnP9PH2ZqP3RxWxhw1mFMTbSUI+9oMgc5wgDYzXigIRV/knRgOFVBHT+xv1TcgIYdYqsbAYUxNBLzeZAT4h6qQt9qrnxFlEVSIxC6mWLVwL8FYBwhf2wwB/sHQZlUKBbUxAmCZB8xMShRaniNlTk3auGahuA5EgH+oCnmrA7tFqKozEOAfDJ1hnVCngICAAI4A/1AV8pbgNH9zBPgHw98cCKF5AgJdGwH+oSrkra7dk4J1rUaAfzC0uiqhAAEBAYGWI8A/VFuWt5rBIw4aoUy9GIzRH4eHSSsBg1YT1PKKRkmmm4cLfyyaV24TRzcToiZKo/9ckfvnRohmcOCfmUXYs47gd7B/7UWCpJ9+Br7dLJPoPN8kgz6iLjoV5h8RVUS7y6B+mPLbus3JOKWklmo7e1cnOUBnN1uoX0DgTUOAf6i2LG8R70DwxAW8GefkIPH3Xzb4c/2ZPlkVTVHLP8Hf+OFZfqOH8cei0WKa+2MzIWpG8RmnZ5maz/xl8eJJnkO69fvtEa5VAd/mEdkt21api0qiWSbRDybfdtSURg4WiUQGP8U+w5/p0igSvhwgEmHvlDSjER14aCc5QAe2UKhKQOBvgQD/UG1W3mqSRxywGZGs59TTqvgb3SQxHSBuaYxanmBnaZO+4GCBqBlMySiXPRrVzqLNZu/WQjKNNgkRrC4EMj3/mpzT8JJB4k7yys//dt7h9JLK5NgQD4wanAYFmVHIdALec1IkfNlt6hK/iVZDzhZTyIPTmjRJBYjnG+P5JiuCeevDIQMN5/sXwSf7kfTT31p++KG5kLdoHSRsCggICLQEAc5YrbOQZuSthqZ5xAsv0ljPqct+kLdmiGOuJ//hJrb8wS+ntnFqeSZ5jE7Tef7AwYLFlKyFPRrVyqJdfz7UaYUkMiZ297ABpmvC5A1ckmkeEAFyJkh3Heyz5o/k0wwSd5xSffRy/4PfLxxgam43yXlneOh8GxM6/wWaccbVrPfGmOT4zcFTew06mg3nW3nxP/UcFJWdH/Efg+/PPKAlLh4maWV/zzgzs5uNZK+/vz/JQi1FYd5y27ob8EVla1C0IVcyyWx1xP4PhbzF0xuFwwQEBAR0IcAZq3UdiPLPW5AmuQke8RwG6zlZKchb79uMnz5lcu+P9SdMjCtUN0EtT04pwIvd8J6Kv7//bkIuliyX14Y2LBhMybT3Fol6mYTTVDUM9m4ucfUTwIfdBERAdApnetZOqY6R6AMuOIyfm2YeZkjGmW9NjJ3+O2LEB+M/MLFdeQmwWVdu88VY+QGF2ly/fFL1lE+vaWV/x1cjxWLx3LlfrxRbwswE85bH6dzr/+02cPu51y/TN/TtuftOPsE9QwHVlba0OUBXsk+wRUBAQAAiwD9U+ectOqsmNr5zecTr6KznlEY4tU4I+CgNPtsbW6/RTS1PqebAtjSoHgUthVKDcy7StaD4djUHCzZTMi0xEHmLSTiN18Rm7+YSqQFAcCZcnVTrQAwQp7sGrBm6qKMptKnjcTtIIwEd508GX3k+UJRFO3XXG4zRIQ7W64tNhuDhVDnELJbba1rZ32m14ETyZ/D5lseZotfRIVYfTT0bsarbHL/8WnDTC3Km8e2Sjj2O4wAdW71Qm4CAgAA/BPiHKv+8BWiSm+QRp7Oep5KrVWTeQipyD32kPxbQ8uqiloeri/RBk1+LdR/FxoLkWCKYkhs47NEswmlMEoTKHzh7NzdvAWL1xiGSI5DIGae7boRSnco3VL14G0lwNMqcZd/pf+2TmXnatcfgiAdSqTQ3935WxCcYwvBwXr1GS7ckjmQtKKYrT5tvnZGiNdKd74lEIn3v89kINgkDXJ9d88N2gK5ppWCVgMBbjwD/UOWft1CCrFo3j3j5bTrrOTXfkgV6EwTsekMXSQCPMqqbWp5DMg345lv+4WBRepfFlKxOPD7b3NhpzCCLz7740MwhqrCeRV+NVc5h76ZlFHyUbxqiKig+guetBt3U0Y3kLRqZtNmIIWH35c/8Zhr4QulOaGhZoLf+1z5ZUNIE5dFrWtjfWVNe5nMZcGqF5PvN1Bs+IaGSltVa3kfteibHAdq1NqFwAQEBgRYiwD9Um5G3wL0m5bOsuLQMuS4ecXgAyXpOGa+SF2dC0mg6WV8j1PIckmmqqGZvacGCy5TMYo8GNOQU4TRZJdF8gr2bIkYjKKV5QIRSZ4GCmZTbJG8hxe7MOh7yZ2MM3HkYpzjnALIQ3HDCbF29RquLbCpFm40ZWZRVAXjrKTpqlCR3p++kzu86W1ocoOsYJ1giICAgQCDAP1Sbl7eI8t+k//yxeJNaJdjKGwHBAXhDJRwoINCZCPAPVSFvdWY/CXV3AAL8g6EDjBGqEBAQENCFAP9QfSvyFqHHKvwXEBAQEBAQEOi6COhKaaz9b0XeYrVZ+PpWIcD/Iu6tgkVorIBAV0OAf6gKeaur9Z1gTxsjwD8Y2rhioTgBAQGB5iDAP1Sbk7eYtO4EJTggC1+7Ni5VSb6u1RxL2/9Y/li0vy2trQFRlhYrsdfJWlvU23P+G+wAiLy4uIPi6u1zLY2yuFzeRQctftGpKS/OrCSb8DfoQf6h2py8BV4fptO6v4LoFqX624hEHw/783nX9AEOFqQqhw7naLh9cc6qbTmtemlMR9Gt3F1579d3uofcI0mcWllc807vurA00Q6OAzRxfLv8rEy9uHYHQVTWoMw+tOWWrMkLkPo7bt27h5yrb4FFNQV/LvA4m0e9Q8kuozzrqCQwswT+rUHRFrsWXe+GXQeKNmkG95SO2lN/NqT7KLc72CDWFpXKAr30FwbK+PSWqvxmCCbsBP4G87/o1yjSV7uGphUgKKqMOzy7u0g00e3K1QOuh84p5J05OLQFfiiK8g/V5uYtb/8Skta9EFgrP7Cq2/TFi+0NAHVCG5nfpsVwsCDfotVRjfYBuvLeVvvBZ4t1nNMxu6mXkbH66u+4mc+NyemYyrXD0jF1t6oWjgO0qrQWngyu+UQip+CoWgR7U5vgA2usPNqL7Y0dpu23JhNGwc2N03xu58K/L1GU7VraytS6j86rwj1Ahxn1Z0PMffgN8dwy22gPyZuDl9fqACdZgZo2sKbgz/lisdjN7Zs1HrZ63Zdsq2w021FwUXkL+MYne2Lr6zUvzsK8Va2N9YZuSqsbSC+sfbb5h2pz8xaT1h3VyC+NMfruTOFTv5kGhLZF+zSpxaVysODkLcX12BAPsXi55EJOOXi3NivJ99eIMg2qfnz7d2938dIf/7ifk/jjonFA9cplW3J+A3EA2qDM3OJ1IktJ6o/85Oq2K1mqRlBUXZOzb5fEBRArihcuSip9TVN4QZGsxGXHUx6Ghf7k6rY9LlVRT1VKlFmNqoG8SBy0TbI/Augy4oMLEN4847tw/559Xr31P3absGw/sBZ5zpBEIfFSP7593FciFrsERF/VXpEO9RlWgQQs2tRbUJSJIXWMy6a1t4qrcvbthMosOQCZjv5wHKAVBjTcj19iBx7GsvOYlVJKKR40WWSJv7vB+EljLfuHP1ai6tLIwcZB6WpAg7llq8RF7B64+VE1hEateLRjq8QFE6/RpImtjJavP79cIl6+JLFYjRZl7PQJzKxBKSdBUXXK2Tnh5xSEv0n27MmRI6hKlviLb9JzRLsiD/4rmPApr57wikpQygGP86rjsTs9xHgJKMejmtS7AaI5uNs3YkZ1/vVdIyfpOzpINixKKiyDdtIsQSjnga0GvC+4K8Jgct8TUVYju7khwMXFLfBCgqIeKTu67PCNzEsAJSyEQQm+STkAUGxaWaOlTDJvKZOjvdaHh3uSAZ6D1DNbQetdRUr8nnnuYh/P31JhmKMoUpJ5cr6Ly6ajJ2d9LYKX9VoCZ8/5pM0BrqEgTukf9fUTM62gS2iNIKh2tOXQiR0YXP6w/T7zonNqyyL2Y7G/eLEYhPb5FNiDxkHp2ODgm/T8NUOtSS1LokawxhpIN6/Dt/mHanPzFovWPfPigp5A8Am5HzPXqv/RJ00ufXQ4FNy5JzNvIRkxHu84rD8Vd3GpxNZ29CUZgjt0ddWFkUYeeyJjd4T4Rl+/sWHzTHOg6xGeLlNHBRk7idNqSIqjIk3UVnuR3qif5+4NWjvZ/N3fsxtqTwZaTZgadfVK6Cempl5e6Xf+oim8NFDHB2+eaW66KklORhFFYqtID7QRmY1zCj4Usep9g6lHUhrAHuOg5PzYKT17rtl541L0WgeDEct8wv44J6stiWZIouQTQNff8XVadWBX5NYD8210VPRUm/qMklVgJdFqQodle3jY1BkGbpLcOpSDoRpqtdj+vPf4r07/Nu5vMWap/8HvfSw+cI6TEXZ13H/+wdCUTeAqDWYt+Bix/dYo5ijU2Okl/rONAy8nuw4yXRlaCTwQDDFsZZx6dY6fe7fJE/ZEHNsxwWH73Tpc8oaEuuLe1r5mQel1KFycH7gpohZpeODZxyokLW/DXMtvXSLjrhwa80m3laGVQJsGVKFVkYe4AAK3qPFZwgvK2dYONOmxJkxex3KAfBTkNuCQW3f5/kkyXDPmW0jxxqbNeJp/J9LF3WCM885jQTdzbpFU1MR8heNgqto0V6vh6zbGn9z/vaXpvLA06aZFRnM8466eC/hlzzNAVA2FgbaH7f/mW5NPJyRoUSYij6GcFou4a9L45e/2XHHhVvJ6KsCLWK0gJkNIRoynte3Pe0P3LgkUW9kGJBcgdQWRn5p+tnTB/jVrp5uJQN7SEjjY4PD9ul17nhFPBQBfkRecdDKduO+iEtEVQTbzg31+CYo4hsF1lFQUKpCdI2I/7MROZ2dQL+hBcnDYXcxSa3pefos2gulqYGMe3BG/8Q/V5uYtbJ0Qp3W/WxLorW9t7jxjxIgPJg4y0Pvv4ZSul7g4WDDyFpInmaI/xzMuNS4uImZNbxDqtLxlOGNr8K1ieCVcnr6xt0MUXBrl5JgisAfTHwGF63mfl5X4zzbaEKFCkAI/seGasFclDIUX6nhEdX2akdWWKBU7F0pRkKUwKRO0xN9db1GgDAxG+iM+7/Fv/91g+gUpemefBoS2XEkUakhFNArp/aunUg84GbqdgaYykq4UfcqwDfNPboGEhXASAJqGohmnxZaDzxZzMVSBiQI8hmppi1eiWhswHAdocYGtzFtBUerSK4t7WG5OyYN5C4xhDGWcmux99gbLrpQSBnKhBoKrDtvPKRNDPzWxMvrS7U5F9r73u627cj98gL7b3t8SEq4nr/e3dRCnAW0aLG/5GrqIz96RMh7nofUFLW/hzqaKWG80THwj/fA4c4ftl6KiotJOTx0OGDVr0gNtDFdfqyTMg//peQuK5vAxA3jFPHjHgWsJVx4ovzRyMLTtdcHRQYarr71iygzRUCq5EWBtHJSuSiMkFwgFWtoxuNOimqgtVkY9+vXouSIOKAGhZIBzW1GDtbghy2eMgV9oNRjj8O2X0sNfWDpdKAMhWODnKvL2L3rIxg0EzkcTEqoYsKEoUhbs2+1rzwcKcC5nFFKRakfASUi4qLELrBNisU/rQfrggKIMtSY+DWRZ2PFf+Ydqi/IWTuseGntsqOEPJ64UFkql0pJHfl40OteOb7OuGjlYUH2PDf399Cc5rViNrUHMuZjfALwEjuzqxxkRrvOGmlnMi0pRy5vKW4xkUFQXGdTX1NZj0cIJPXoGXCtAwFrcyYChTiafDj2ZoyargC77lYFfaOVl1hwOy1v4XRCmaw42Xej/jJm3QIEMSZQM/AKiQZW5ZJbF8MELV67/obe+9rzFsA2/k88p8OlrHBbaTRd8zNKkiVkY1pEDB9VS2gilq6vaZz/HAVpRTSvWCWeDoR9R5yxxMfxuXcAAkFTYyjjYJXM6eU3OhRp9dWRdt+krT3o62W09FvJ/dvuiI8b0nppcCC5oJvl+PXcudOPA0Ge4Ng1cilwb6GFn4vDzmlzyUSNaX9BcC3c25NphZ2vnC39wPAqb7lPmQRzpeQsUy8sM4BWN5S1c6AfPOkAe3d549OA5MyZbjJ+WXA4WP29RjaKhBFKOwbIrlaT70fIWs8xCLG/1H2Bp6nX6NiNvcVuBdwitImKemn+VCFv6HkYkkoHDcDvkwcUFNj0D07CH2RqLoGbmLWJwYKs10fKWzgYyLOyML/xDtTl5i0XrfvfG8ak0VXjkfoynud3+LOpCvzNazq2TgwUjbwHFRYPvJLmQPV1TVV7bAK9unMRp1fLMfHC761XYasNZkrzK9E29+h3KBemg/q/d1tbgAkr9IH5FT5GHlklMQZrYeJzf8hXuPiduZcjVKFJOV3h5DNbc7Iccy6lGXpecHKo/9mCGml2mrrxlHJT4OGKo6cTdZxWQWn7yEagXw5FEwYEgRyhNddxYMN/iGC9FFHTbCPUZToFEBqJFLzFmcTCkjiHOIm/OkYMyt6faaQ/HAdqpnkaLBeuEQXBdsSR9Uy+RSMSYFuDKOMqSyCH6LkdT1CiizPjjpkzNGX9RND9phZWR1T+st91R3HQxM+vtYPRLaDVQqzFwiUhRg2t3TUVFLYL3u1qenSmvR9H8a342uPcCM19Id/aDMyeVLO4rJ2KVycA76payAYq6zfDJeho73/r98GwYGKoX5UqEvrpItZXwAbCHrxlwKX6mJK9OmyVceSBp+qZe7yzbFuC6ZfPNfJkGYckMqdPEvQx8Vj59hSDpp9262+3PUnOUiSiHJDIZHubXbh2fad03+LYMqcICHOG0gnzQHAWirLN8sl6hKFhwMpx2JKWh6KKPZd/fMtWoouTC+E8AkoVs3KgQIFF7/eLqFIt+myJA18BPIxGE5y0MLmrsAi3izLfIwSHpxTE8oRJqTSAA4QjWWANJAztpg3+oNidvoSxadxbvuFZa8U4CgFYtB4vX5dGOhKyKpfXuFOlhJwcTR/sxI5zNB4IbMLiflT/e19/EcZrLKAtT9xMp6tel0cOtjQfbfLE3tr42L2KotbHjMHtrp+FWeu6nuYtvxVW7l3azx4Qc3zedJ3mQTFd4UcM1ir721hYjP/tYfxK8hHzBKlN33krXaNJjFtjYbkqTF2/0MunRo5/LvAevWJIoBTgCDcrbHqNMHIdN6PvPf/boPvO0FGUbX1h/mW4b8eS0To0VLUMAWp7FxJA6hgpaMoPS+qZDNjkO0CG1siqh8hZYIJL01wPzLY4yDqGDM9nZ3P4/UU+paSs52sInoexEzlOTX6Kvjqz/tx6+rqi8fGxODxPHaVMm937f1C+U1KbRqsiDIuocPw+THjaONhYjR47Ug3dHNvXsPmpkP4vPxn5gAu/cIByP0vrEGk1VRzTN80YaLzOQjJh5FsaOw9/b9VDFtoSbt55WxY3v9u4X/xoyBASjW8TD9PlfmDiOBC319suphZMVR/u+1p9/bq7vvOVIVT3KUSaiHJJEEvdMhboocFG3ieK0MirAa64zW0FkF7T8cdhga2On8eNtjK3n/gj0mNSK+75uGJLTXaYbePmXqFm4VVEhQPoEHTQReJb9znOdEQQuRUi47hQTGq068hY5OPyVwFJrQpU8Gkha2Dkb/EO1WXmrcxrTylq1YKEpL4GqKlJpfhFY98dUS+7erQI3bVCUyMeIvDIrLuZuUbkG7kbkldLEa2XYe6AqRe6VuLxqjab8CbgUJU7BlT4UsmhHQ/xGBXGpq3yWRSq8YK6cXJwXl5JWiVUK6mWWSbsOQOQVWRVyhNpD6IloVBXpCenPsUtCpiQKCRtoXVzcU5m6lniJlVURoaVSqGBNhpgFEm2kdFgo9RY2htQxxFkoZTxpWcdsaHGAjqmYXgsiL38iJ+DVqCqyMQ0aQmKGUMYBF9eleZSflOflYWfRoKbeNqXKAVXh7oq5NIm2dkUeqIZzF3iF5rX8CeZa+UXKOkXu5Zh7uDuBIjGnfYK93EqWyWiYRo6p6kilefAwfmYgymePEh7kgehDNHK6JShNlwe0ukp1J8a9p3NcBagVX/xQ0mWGYE7aHFGVHxeXXUDexmMpE1EOSSJJeiaxhx7gjFbQ2wtuGp07d0+qAHNb+CHiC0cS7GPiRlaEn0CTIsKGIUzdiTkKUQbjBWJwEYEPUIIjD+h37YMDV62JVwNJIzthg3+ovpV5q917BFHn/M/rPTOb8dOnj7M1H7s5rIz0cli3lkuwdrfpra2AfzC8tRB17Ya/yDsxHK6IjJ7Y36pvQAJ8wJ0ymTaXonYKW28iAvxDVchb7dW/iLIoD1xO0aUyybq4l2DkT8JGGyPAPxjauGKhuDZDAGjMgmAqYS8JgBqYU5M2q1MoqMMR4B+qQt7q8M4RKuxYBPgHQ8faJdQmICAgwECAf6gKeYsBnPDl74cA/2D4+7VdaJGAwBuEAP9QFfIW725tHjk3L7bpvwGFM2/4Ou1A/sHQaSYKFQsICAi0F6/um4ksZ9hi8sErU/9aF8tHhKV55Ny82KZbTMINewLnn65tivn7zey2trOa4wBtV7RQkoCAgEDbIcA/VN/C+Rb17h4AHOcLaPpt6eY9tsTriUHtrzTxZXnHLX8l5K3GA4d/MDRejvCrgICAQLsiwD9Uhbzl7wHecgd86rmxqwLcxS7+RyKLsDdtGiPnBjwCFGF8pgxBEcXVc5vcxe6b1t4qg0xOg8cfigaM7xhDPMGnTpJ5vyIICAAZD8Fvff9xOM70vGx/xPN8nJmezv/N5p9W4szfnPIplnrIxV5SmRwb4oERjYNXTBQZMTFPACHI3/3DPxj+7kgI7RMQ6NII8A/VtzVvOS/3CQvz9/cn2JTBy+SA1zksLGLtQNPPNh+p0jRFzl1LI4y/mKNKPOHao+/S38LC5kscdiXUcRjiqRkYOeHDCd/opN27Ey8TTM9/XC85QrCfkadw+adxUjuCDpjDUj96uf/B7xcOMDW3m+S8Mzx0vo3J0vgCtEF+aYwBQRLapX251cbxD4ZWVyUUICAgINByBPiH6tuat4Z4TIDSNWslDkNE3v6Fdw4MtcLfyW+Ih9tFTZFzF1RdGEkSxtO5okG/gSzFYIgvazRv/X973x4WVbX+P/KAwAPCAwg/LY/Wl6MVR0+lFeGlSMvLMfVkDWqB99QoKfISXo7gJRExKBU1RU3RVNRQNIFCURRCEa8IclG5ykUwZoAZmGH2/j1r7732fYY9DFdZ8wcz7NlrrXd91nrX+669Z38+bNJuhsFFUKQQS+bzT1P6BTSNPSduQRvABUmS7Zu52qktzsiohgwOLZ9qnb+kdGfo/H1BFiIEnmEEpLtqd41bM08C+Q/6/hab15liMMsklSDolZ1Z8WmKMxZhfHbyJ5BwmqhWEHKEHIY0AyGPtNtA3GJVQt+ZM7Tfgts15kYaqxdk/5/9v9Kd4dnHAvUQIdCJEZDuqihuEfe3Sh7GznEY8PM9wCpbFfa1xaf+ebXNkXM/ZBPGfxMfNMuM4JXHqh7+dkNEW1JIxE4obAHdWy5pN2ABJ1neRYo8FPBPw7glOJkV5MTiljL10KH76P5WJ/ZiZBpCoHshgOIWM94CLOh7RcQ51K/yNOqsJYDXeexoD8tXBu+6RfzOIjbyUztLD33k3Pc5hPGN1Xd3vuZk6THhXXvrWSceQLUqWhNZSMRO77cauKTdGMPy/kRAEt8k4J+GcQvnM8objFvo/hYzQ9AnhABCoDMgIFir9RrVDfdbOMOpTLBoE2zK4JNWmXnzdGISmxbdMDk3jzAeELr/CfnjGQZCVnM8InaaYJtH2s1meecVAbfOKH53hsn7IUkuLmCUp22gG2KRuXUbVjfpzqDXS9AXCAGEQNsjIN1Vu2Pcanv8UQudCAHpztCJjEamIAS6HwLSXRXFre43O7pZj6U7QzcDBnUXIdC5EJDuqihuda6RQ9a0OgLSnaHVm0YVIgQQAtIRkO6qKG5JRxWd2SURkO4MXbJ7yGiEwLOCgHRXRXGrS4y5WlHJDalcAAAgAElEQVSUU0xrkOOSyOa7RMfawUjpztAOxqAmEAIIAX0ISHdVFLf0YdhKx7Hc9Mi1gfC1Ni6vRmrFxRk75y5JfYLhlfcjhw6U2fYKT7y6Y17A9b9xSWTzUptp/rwuTjwv3RmahwKdgRBACLQZAtJdFcWtNhsEsmLd9bgVXnK5/NtvJ3w+wsLML77AYIMsMngYtwD1xsR5d+q02ocZZNxiyDjE62JVIn4CeVTiaZAyv6sSz0t3BkNgoe8QAgiBNkZAuqt2u7iFlUd9tzjxrgbDcUxTvHfxtowKMBiYpuz08Y0+crnv/GP3KkRZ0jX3r//q5y+XewXFXFA24QL+9Roc05THHFozQ+7/U/i9Gm4dmPbRypkWs/xz63FcU5u7a5u/l9x/x45cBYarK5JWBsQnHl/h8+WenbsW9DN73ZvkTpT7hITdv39l26gJZu5u/oFyuRwcya0lyA895Gm1uOpyzIKtUeW1Fdc2h/p7yX2CN92rwcqjaEb56HIN16RWIJ7X4TiuvBIfPlMuX+5/NrcSw7HyKL/w+PQzS/3ly5dcLAFM+Z3pJd0ZOpPVyBaEQLdDQLqrdru4hSv2rLIe732jFscrb4UOcNh07SmYHlU3fxr/yfaTv8d+4Ws/ZFxSlXDKNN3w81i1Z9ux0D2LnK1XXVIwmx6agONh3EKXweHxF2JW+f1ewFH00qSemN27/9ZbNTiOlXw/1+FTr2MJ5/ePedNmZUTV3+nBzjLbDzxCt30VvPv4Wjfzkct8IyP37l24ZJiN29FrN455+ZiP8dx6iDoSXUTFreTMxOUv9FmRUKSOjfBY4X8sNn778Jet1+y+n0wzyv9VWcQ2SVcVtrjn7HkJF04Hfddy4nksI3bm827rjyfELfV3cXnvjwpNmtxV9g/nRT/ui5w81dzbP4/mdBSi2AFHpDtDBxiHmkQIIAQgAtJdtfvFLbw4NbCPY/jNxsaYcMf3iABGwqZWFl5MPR/5yyJnt+giiCT7HRBq3L5wPHWPh4X3SRaLEituLertuiE2triOu9lSV5x9z2bsrjgVhuO1D/a9bOa98+ekpCuX1we6uMnTHqcHO1usTiZDJUOqS7P3ggA5HyiEsY5sduzZe0DvPisSiI0jjmsrim/Gpib7+1l8HliqZVWSHcc2qSrMdOJ5Tb7/JLPZ8xJSExKiYtf0swxJV6fJHXtuiFJjOJ5xQu4w9FQJG7UO/yzdGTrcVGQAQqA7IyDdVbth3NLVp01z6BeWkuLt6Bh+upEMMZX3I4fZvzZrnP/nvp52YnFLp85aMsN+xNCvVq7/vJ+ZeNwC1wmPBr3hYfXWG0dzAUUv8cLKt/jZTPBKqyZaAhS3ZhP8Pp47F1z3kwdHPHrCJp5nhZyMk9MJS/TErUEvO1gvOHFdg+GqhF/kzi4zA1at8JhgtoAbtzgmNeK1FdfWBs/sa+X2zZq8eqYtwd6RFZX5xPPqNPkAswkeK1YT9vvMjitoSJNDLnxoM+x7Z3iX7gydwVpkA0Kg2yIg3VW7YdzC8caYsH4OI0Y49t2drdPcvbTzarn6GCX5geUm+rsQcUtZcn7/6TL6khdNqa6tSXgf7LcE/OuZmDIrS4HhurqkCRaTDqaSARHLvRTQ12FtShm1BdNUnx1l7hWVoiEYEZ88qcfomsF0BbGEJINn7a6E+y1gbfK1X6c79d9y/SkdNmoiltP7LbISrJJtUoqiNEvRhOMFyQHOA/bntZB4virMz5xgvgfmVlfW64DNliHR4MIojFua+3/tTMkENxE7/iXdGTreVmQBQqAbIyDdVbtl3MIrb23pJ7MFd2Kabni/LpsTUPjkZuiLVu5TJr/a5yVXJxC3mk6FD7IceOgRXHp1qusz37VyHz6u/z//2bvX9BNCfveipj/3jOrlPPZDTzvXIYdyqP1WRfBCWxnzev2n08prh2f3tnKfMmliv4HWARHVNez9FosMPsvAfouIskpNcfBim/HyP2LDh4N233Jxea0XuKJIVxJy+zrbJHXrEM9XZh/wcLNydx0z0tNusGdChUjcAiz7U+bdqe8MPijdGTqDtcgGhEC3RUC6q3bPuAUo4bNKFGAzhSkoPnhMUZWVmJBfo1E9LgFP+GpVlfmsR31ZROya+pIScKtKwL+OY6pH2RfPcRjlcbWiJCuTfpUqyUarshNibxYQ9bPI2kGdNBm8DhqgVjx4ogDt0SbRRO/UEdBuQlqGokFVUkmeqX6SnpRepsB4JrUW8TxZz82b1eCmFs5QywN7KlWN1QnjHOedvgtjfsf6oXRn6Fg7UesIgW6OgHRX7aZxq5vPj7btPpYZN+1/ESX0Jda2ba3Z2qU7Q7NVoRMQAgiBtkNAuquiuNV2o4Bq7hQISHeGTmEuMgIh0F0RkO6qKG511znSbfot3Rm6DSSoowiBzoiAdFdFcaszjh+yqRURkO4MrdgoqgohgBAwFgHprorilrHYdtnzMQX8OUmX7UKLDJfuDC2qHhVCCCAEWgcB6a7aDeOWTp2zbwtF0L4l5GoFINxr89ed2FlOQ0+V6B5FfDXzdCp4eMv015O837+XTjDfdMO7V6/w001GtUuZbVQZPSfDqnTX42avCgM8je30ku4M7WQQagYhgBAQQ0C6q3bDuEXQMg2bSXDXAroHDpGgGJqGjjWdCrfzDa5oNhpQD+S2ZtyqO7j+Xz1kfZeFVUnqAespK0Md4n4HnyPmHuX8ZyQCOIpbHPjQPwgBhACFAIpbzFQQYEHTCcJzsLJ8wGXu4/1jQqqyCWcRtC++VFSetDIggaA/998dBbjOWaTvmZmQrH3D4ktluvIoP79LueChpcrsQ/7BWbU4rlFmhgZ5fTH/QGTYxF5u0UWAOh2co6m4+J3fpTKw1VNdOLIgOknVCFjhiYa8go6eKqsAJnltXHutXA+9ulaZ9B+byUsCxjsOO1UC2hThp1dVXN0Q5OXlHXw2SdkE4xaf+V6MzZ1vNo4zRPJJSi3DMW88ArSdEAoGLsYS0PGS6txdWxd9Ov9Aeq5pvBuCCQDHHb0jBBACnQkB6a7aXfdb8r2ni4szMwuKVerSmJEO8pDvzx4//PXzNksTC3AFTdDu9/vtNJKsfcv+qFUDzScfTNEVMwzrZ66kU2Tth0OuAlp0Ht2RrmDNLOsxnlv371350kCZq1t0EQwetQxHBqCWWBhY+pRodLzn1n0Ri5wtXxnaf/GOX3/wcLMKiKgW3czlJ37dZ0h0TkHUv83nnLyD4Yy4CU4F5hIW+/uORw2w6Toe871WwOYuNBvnVMWivTceAdpOaA/DDkVa4vLNzl9/8PiX5SD7MUsD987xtX/JM4GQmmmpg0l3hpa2gMohBBACrYCAdFftrnGLYl56eehvfx74wM7txz+io6PTTkweAXj2QFCBBO2APLDn+r+UOKCX9emxOLiimMOwzpDeEtSCHJq+XED9TgpFYmlHpoD9FlysxeMW2ZCWpldn6G4Fc6IqzK/n4uByLV4evNB8bkBBIx0PcFbc4rO/U+ZxmO+Z5ig29wdCs3EOkTyXY95IBGg7IRScuEXxyoM635x8uQbHOeSNAhQkHZDuDJKqQychBBACbYOAdFftrnFr5slMEnqwRFr2+3wNwW4ul6+Mz9Apmc0Qe92kNkZAiZEmfdcYWrUzWfVQN4rgYi0etyxD0htIal0ywIDKCX1I/ixpKI/x6NVjaL+JkyZN7De0R/8XfsnRMSfTF0Ib+OzvRFTmMd9Dk+j4IWI2uE7IEMnXmYKA4bhFbViZvqC4xR979D9C4FlFAMUtZmQFWNDLOnlOdvwip4H7cojbSOqnlSqMHavYn8m4VfKUzbB+XxMdYjndPx9wGunuzHO3WBNZp9OUb189xNot+mH12VFmH+5L0mCaki3LXrZm7bfqM7cOILZ06oqEDz3gdUK9cYtHr46ln5jWe2jUnczMzLy829lRb5q9vzdDc267k9O4pGpccydxRR/ZzJN3lUV89nfLkGg1jIWQ+V4Qt0TMxhQ5TFX7MjLzlTTtvbEI0HFLABe9GWVf80Rxi5nJ6BNC4NlGQLBW6+1ut99v4TpV1nfzX7R1HvuR17v21ksTC3E2QTtr3STjVuENNsO6BsuInW9v6T7ixW13mzQXf/3MztJjzBD7t0e/agt+haGMjfyUPDJBPs6BFbcwTW7ATKvezu7O9qNGjepB3d/SG7dA0wy9OlYQMN3cD1wkJF/lwQvNPvbNrs6PesPJ0n24q5PHCMcePieKuOzvMD7V8Jjv4XF6vyVidhO7quwUUxCg4xYugIuxBO239Dos+gIh8MwigOIWM7RCLDBVcfYTgsgcnkXxuD+oIsjU2QTtrM+QOZ5H+o6pHt1LupMPKORxXPs4H/Cya7QKkuudoGNnH2Go0zGt4mZCwsMKbSNB985qiDmH5H3X8unVmRPIDtD08Gpl3vmE/BqttvIB2Dhy2d/pUjzme/o4wzcvMJtblUkI4LS1ArgYS+hzWLDAwTL2XTgBjK0BnY8QQAi0AwLSXbUb7rfaAf9WbaKT0au3at/aozLpztAe1qA2EAIIAT0ISHdVFLf0QIgOPysISHeGZ6XHqB8IgS6JgHRXNRS3GJVe9AkhgBBACCAEEAJtjIDEeGsobkmsopOfJj2Gd/KOIPNahgCaAC3DDZVCCLQzAtJdFcWtdh4a1Fx7IyDdGdrbMtQeQgAhwEJAuqu2fdzqaPkM6ViwAGytj1pVSSXxG8XWqhDVYzQCHToBjLaWU6AdfQdTPS4hfxPLseDZ/acdsW0rELWVJVnkT6BBC8/ACEp3VWPilio1bu1PO+7VABZXXKfK2b/5WvMiIPrlM1h6InsSkqo1uCr13LozSYDZFsfxJ3lnQiNzaonP4Mx15/JU4IT4VBXRPvGFlD8iWGjuX//Vz1++9MsjGcZwthqvRdJ0KrzXu9436oR2tiYxvLD2lh2pCF5g9lVwRX3h71/MPJWvalklvFKcIaPHVFl6eUtgZGomQ5iLaYqPRwZGRReDJ7hb9yUyAVq3ASm1tbLvNNtkbXODSFI/l0IC6KpbPzzfK/xWY7MV80+gx5T/BfF/s2aIlmqPg/rXpZa2TrmPKJsor0515dVwSkkpMDBwS4LkNU2rTF89LSKtEMNxVcKBz3rJZOO9z1/YM23/aaWipSPIs60j/5XuqsbELfD0q0zmsSW6HiNJ8MjnZA13lHmYlH8ewVsB9ET818x0MZu077r694gXHTwTnoAT6yL/9w+Z+bLzj8E/lbdC+9uGpDeQT/6Wwudt+RWK/y/A4vHN0Betp679Zsc33090n5dRhxupxGFEyGGen+XbJl6JVEv4tbXO/xS8dc0teca0xhkyWhUl48RnljLZ68N/L4M5yMNLK5xkBPWwMbVLOlcwASSVauWTWtl3mrWu2YBRePX7Kb7X84i/f5vAA0mPqahJeszo2HlOWCpYl6puhboOPVUi2g1JBzlT3XCJ2sLfF8nlcm/vT9bMdOnRa0lYlcFox8DFxC1g/5s74puatE9PEXGLzZYg2rrJHRSttVUPSndV4+KWj/nYCe87DNp3X4VrHh8bahmSrgHMdZtD/b3kPsGbqK2YRnnvp1B/L6DHUQ5oyB17Ll9/Zrm/fPmSi0AIBL5YfEvUkFdd39jXNiS9FscaM3yGy2SyV0OjGzBcl7jn1d6AwciImQEbwXEBFlxPw7JZWiRF5Xx5EUy/FgmO8wRQgJLIjpOpEVu/nua97TLYTDBxS1Obu2ubv5fcf8eOXHDhEKp4GKGKwsh80EhSBhDcij47osq1uJKQXJEv9z+bW4kRrYTHpwOVFh74DD44Vpp1dJGX18ZDR2d8DBinVIzGCrc2pgy1YZV7BcVcUDYR0iTcjtOncoaMRj7jxAxr2362FrMIJnscx4oDZ/V8Y9hgG7foIrpoa30QTAATKtbdTlzSF/yiqu/MGSmPjUigSgNN9x0NXpyx1ZfQx9GpsjYvOJJdg+O4JuXU7H2nlbwJpiYHEeMI0NCLI/UtS0YHaCD0XPVr/NaZ9BTlT2+Ovg8hwQOApMeURFWCGTUFBj2OEfSRU8pBtKPR85ytqtOElR9aduCvrD/ACsNMe66ikNB3YNzC1Lk/Llj/582LXy7+wNpu+ndeYZdzsSaetzIzRpmSuGO+j9x33s/wagHffbR83Ihl4cylTUHTIoCHsl+aK0emOxLLKS7muedSjy6atnn/kZ9GTTBzd/MPJPrvOz8mt748aveCfmavexMignKvoDMpKjCCliHpWvxJ3kk/v0tljWWnj2/0kct95x+7V4FpKi5J6yDbvHb/LN1VjYtbn1kG/3l52hDrlRFVIOoAmJrORHis8D8WG799+MvWayIVTZrcAB+bieN2RB3+aZzbjzcbBDIZEA0ibk0MDUuOP7vp3w6f/pqi0dUlTbBw3xHfpM7ZNcgpZOt62wnz7tRjJYEzLQIianStFLcq7m4daDZsjjwq7a5Kh2O5NxgtktxrxNiDa1VwwRWKesAZr+EJoFRpokNdZT3e/WbuzpC1E+3YXLdYyfdzHT71OpZwfv+YN21WRlTRaliPpauiCARH1PVp0xxHrPs+8ejuOQ7W8yNjyrNiZz7vtv54QtxSfxeX9/4A0iqusn84L/pxX+Tkqebe/nnCq3C1hcfesn576Re716z9yFbGYkrUYhm82uDeCG+64eexas+2Y6F7Fjlbr7qk0PI7zngngHGs59ZDgYGBe/cuXDKMjExgsXslbPPXFp8SJikf7HOzXXtg/3S7zh23tIo/xhBRi/gtsGtoNNNPOKn1vZcGtobvPKEuPODFqYHOssEbo+ox3Z15/3AMT8vfwJ1gf1OrGEeAhh59AXsZJaPzgceW/VFrB1v1XhOpaOBNb66+D622yolbgnkuZsbDAoMeRwr6EJZQykEYb56nZW5c3HP2vIQLp4O+IwV6yEkeufuTT63eGpdUBT2UCasC3yFlfTbFP/ppRZ+R4xMelF7bsGm6nbP/zsB96RXFfG+lRhXLiJ3n5PLNzoidS4Llji5BlwuxBoH7qHi40cvCnHXbdjyihwDHcUXhUQ/r8bviVBgu8DXouVt8vwuJOuzlYz7Gc+uhLVtW7/66r2zmycKK0zFr3cxHLvONjDyy1dOTcdvLBfGT+vRZs72kiitXVFYppYP6Zm97HW+7uBUSrXl8/tveDptS8om4BcZBW1F8MzY12d/P4vPA0tqcXa7w+h7orkAmg96JE3HL1dN1zBgvTzszz/XbS9R4TcQy80/987KPf9x3XFJ2or/TgP33a/4Y03PBmRyMiSUEjMQ9EnB1GIgiGgBWBAusNPu416xXzXu8tw40CnZF8wPB5UehP9cJRT0or9Bk8gVQAGUtqb4ButZj4Zlyar9VBSrx3vlzUtKVy+sDXdzkabXQtR5LVkUBtLOUzAclOFLw+NhQQvqksfDQEIvVybX5/pPMZs9LSE1IiIpd088yJF3NL0KDDwHDkg+MdvA4Ww7u6xYGTGMcIF0jqI3lc5hWmXn7wvHUPR4W3ieLQTc5Hc+F1RPh34NMFZcte3/GQEAuDJP0m6mBfRzDbzbWH93kMGHenXsnn/G41Qq+03DVy9btx9OqixFvWTn2/I/3jSc5uwbarDt/mz/BHtNxi61lA4dFOM9BtKD0etRR63sOl/+Vzp/eHH0fWBNnv1UrmOd6zDDkcSxLKOUgNW+e13FUddgrTOlfQU7ktOcp4Ql8p0SbJh9g5j6g93vjE4qIi0CV6d/3IyansBfkXXZcl+07xpxIoHH4+e9MvvsU3+XjBpaF18DlIu4LK9/iZ/PxvDtAIgkT+Jo6Te4CSLqJXJGBi1gzCS0LsIB8dgKIWlAZNsDNbOQ7vf8VCNY08OLIFYHFrbkOcg3sgP9E1mo9Vhi73wqJ1mKa3CVeFrPWBb0M9luqhF/kzi4zA1at8JhgtoDUP2Tf94ILNJP7QEuYMcDxrLgv7Z22ZzZht2NnOw/7eeuSnv5hVZrqs6PMZ23fv7zPoEMPwDUNuAciaqjMPjqP2DgHR3CyGFg9fNeLhSr56Hxbi9XJdcy0EPdn2B0qtaR6BKYjRwDlYSOkWocKWMSC7iFPA95rNsHv47lzaYMhLOA6oTRVFBZdOrVYFDZc9XK1fG/o7KkT7cdOuVypAa44wWPFavJ6yuy4goY0vpQlRAW+g75DqRSWA5DOz6sN7i506qwlM+xHDP1q5frP+5lRcYushD2mRBOcIaNzc/JDYWOGz2CbtadPjbf5+Mh17E6nj1s4bsJ1ws+AiIzJvlN3cJ3NRyuPzvPoG3o4/P/67oqJGtNv8uUiwQR7QsYt4jL+2uCZfa3cvlmTVw9H3eA8x5IPeDp5nv2NN725+j6wJk7cAtVy57keMyR6HDV5NLx5Di5+Mqo69dCVcBwHIcd82fkqwbRnnUNNQjJuuTo5DTv2gBu3hL2gEjZWJXAtKrjAdx9wRN+yQIOG49iduC+c+wSnkTd4CWP0eS4pj0Am1ox/AWPE4tZQ668CH6lxvJInV8SKW3o7yLKvYz7qXasF5rQgboEAkr7xOZlMxkltaiKWg/2WqvTYMDOvQykaHFNl/CamAgxtYMYAU50/+FmvvruzdXhdYdS/zQYM6PnhwVQMx0oCZ5m/3M92qm82MbU4iyCsprl3PhaazMuH7hZrMRzLTfzWwWZdKhG3SC2SpwJ5kQb9WiSP+QIoTAygugbjVg0IwF5RKRqQWmmfPFFgUGRSUytZFUUYtzLTNz73/LKwoGmbN10tqNBiQN3RfJZ/HoGVtrqyXsfyNDpm1Jan7D/O/GwvO87Xof/PWRpcWXp27Jus/ZZWUBtEml71tDUJ78P9VgviVhGu+X3ne+Yy2eBhp0owzgoIm2qNd/4EaI06ja4DXCcMIa4rmug7BZdWOPZ0/H9OYTeUV71sbfu59fwuoobI8FgTrB6jxkjDFqDZn0dwP+M4LpznIFs3Xxh9TaXDq8K+Np/qm/2QP73ZVyOY/tPzCtxq481zfWZgwFP0eRywhMoU6USKO885qjr78zRp8ufMfVc+rMOw9BPeYBnR8BWFhL5DHtl0PivAx3qqT8bfQL1o43MD9udhgl4wz7EAjdYZvtl1ON5YdfZdiymE+jnffYr4uDHLAo1a49MLk+wHbIxSwAtFAl9jeS4Zt0i4mDVTNG5Zhly8H/WG9fjtl54epgIqlCsCcavZDtIGdtAH6a7asriFY+Vb/Af1APut+hPhw3s5j/3wLReX13qBpACKd0z0tHP9d/RD/Sl/Y2WMuy3FGtLXfl5UHHG5T5ftO1bWt+/ubJDd6xL3jjGXjdwZT45vRfBCWIA52BzEfCzI34+6vjPW3Yq6TsjSIlHz5UXo7owZYs/XIuEJoFQzE5QXt2px1Z+HZ/e2cp8yaWK/gdYBEdXw/lZDhnRNENZUJheLh9UJY21eGP3KsGFAgcU76oJKkX3Aw83K3XXMSE+7wZ4JFYIi4BrdiRnWTtszQQwFL43ytp83qajykddH5syOWYtX8mqjSuA61fWZ71q5Dx/X/5//7N1r+gkYnmtpqWVKk5O/RabXOPoDSFN6DAqKVOjgxcPO/bsMCIHR70zcMtF3yHtsnpMv/43XHVz/rx7UNXn+BIO/LmML0OTS+y0xGZ2NfXq9O2qA/dvvv2RF3LnBeNObq+9DA3DnzHxrSP0zZd5fadx5rscMQx4njFtq3jy/m75otJX7KOBKCwNywX5rgJm7a3+nd96xM/PcfLC6yZBEDkyPoGs0lP72rs2bPxxTNjyOGeFkOdR59M742ivcXsDoAjYxQ50sPcaOdbZ0mvvl7b8xEffR8HBjLQuioMnAb9lvlPF8DZpHFGHgulFybKhM/3VCsCBr02O/cHbZeC4p9EUr9ymTX+3zkqsTcf1TJaGDtIUd84G/Vuu3wpi4hSkqHyjgTQ6t+klOvoLYQageZQOpjgbmGVvt4/yL55KKlMTdr8r8fLKUVlWZX8x+tlFbWZpJvEqJM0krgcrGQ3iaVvXkflYV/cSWWlGSRZZgHdTfOeIbESwwRVV2QuzN4kot9VMDlhYJT14EVAFkO8S1SIivLp5LogRQaPUNHEqlMEdwqlFK3wSHmh1GaILAIjghOFKtvhHr04d+bGC1xQxCvpLULrl5s5oQauEWAahWb1/i+FVwCQxboH+giLiiCiVfAmtjkIZFNPUlJSqMJU0COw5PheIvxP/0BKA/4DgluQLM4E8PWIeJ7yITwMQaW1C8FX2HedqU8UFgEWeC0fovXC0bxnLePMcI5Z0GZd6fsbfK6B0GNTlF9H3oijCt4gHpkpn5xDOw0szQ73G05aBHT4Dg0B3BPFepn1xLib2VqQTTmFjiN0VVFyQk5BTSywtPUUjoCPQReopiiqrMi8nlxGrD6QXdWeqm0enTVNPEF9AXKEEicIyLG2sRoGpigQawe0wsRORIQV+jzSOK0HAx/kU7DmU/gxt1Dk+uiJwhzXeQMrFD3qS7qjFxq0O6YnKj0rEwual2ruBp/pERxO7qvfGDHPsHJeXSP/jTa0hDxbm50+LIG9F6T3rGvnh2J8AzNlD6utPMPOdsTfTVgY53BQSkuyqKW11hPPXaCPajIGNjb1j1ntxNv5DuDN0UoC7QbYPznLs16QK9QSbqQUC6q6K4pQdCdPhZQUC6MzwrPUb9QAh0SQSkuyqKW11ygJHR0hGQ7gzS60RnIgQQAq2OgHRXRXGr1cHvtBUaR04viV66K5BqS3eGTjtyyDCEQHdAQLqrGhO3VKlxW0gW432RmVXwh4WArH3tWumUxgT+RnAnmzpe0rEALbWhYRSdvKn9wXGCOJ/mxTdMyM1qTT85Pesk+qMkgvDWJ9Wm22+9D8ZNgNZr18SaDOcNhr81semuVlwkITMOH+Ynmp2r68b1onPZ3hJrpLuqMXELPAYIOHsClw19x2w68fwdjpNUaRxubwkWt+gJYgn1ipwiHQtQuPfS75MAACAASURBVA0Nox9aEjHSuEMcIyVXyzxeJqU1+uFiQyd3iZ9yGTcBDHW3rb4TEweg8oYm3fW42avCmEevSBskZRXNmUuS896rpil6myvQXt/rYZFnmn+S9/v3a+PyAK0wjgM9B75akDH4UIIgL4uRwRuZa2IVjy4Eb/56mnewPvI5YDlUMDlyuoL9OArTPfjJmF7AMl36XbqrGhu3FhI8fqy1UrFnlc1H337rar6QoBBkw9a63Mnsmo35LIIFVpYXvyrIR+4VePAYyRzRLKmzOBk2jwtfXZG0MiCBYGSnqaxxjTIzNMjri/kHIsMm9iIeABRwZietDIhPPL7CZ/GlMkyMY55PJq0vbgkAx5QXTm/0kftsXHutXAPi1tCx+2MiaLp6Hlk4Vpr929f+ct/5B9JzNeCJUUgQvjsKMJ4JScQxJm6JMscDJuyQSBJhza0/FxO05Tl796yeIfcJWpkCKiWIugne6x8uS/gdvzEDD88VmQDwq07yTsetphvednNjCXZHKm/QisctSVlFc73TKv/yHb31Wgn4m1GB46zWmykq/cxmKhL/mopbjbge6Q3igWtZ32VhVQT1mEhCZgQ+YA4DQZBGRR2kE2GsYi10zEG9n7QZs/tNWv3F1uVrp/SymnXiurA+4ql/u+nf0XxveusCXxjRC4P1SPqyjcdUkg3SXdXYuDVVHnvl8m/ecofPA0AOCJ7e7znrZNHDgOnmiwKLWelDK3MnS+q26EkCLMBz44ABPTIyau1g67c3Hayua5bUWZwMm8+FD9Z6mS2byhoX0smLcmaDUqHb/H7PKY4Z6SAP+f7s8cNfP2+zNFGcTBrELQHJugDwqsaLR6b17r/058jIRf5u25Ia+KztOg5Z+NP8qDdsxq76ete2bZ+PmJdRLuiLUkDAo6XiluahHub4h8kBzo7hN+sIYZp+DiHJ99cvtAbM1lG7P5lhPZ7kVCTIvLf4ronPEPFz0SE17qBgAhhXnHN2C/kJNcpbG5YSaxUhOYGJiFb4XSorg+IUy3ZHlVO0EVoQ+38g9C/Y8kBgReNmFTiOVTyIvZzBcEyzJHLu1QjFPnCeAhEtjQFa5wvigJOvbgjy8vIOPnv7/j5KREPsTKFiCLssQ4FNi/4s+nT+gfTSqsvx4TNJ5SOYIRWVc6Q36HHQKpP+YzN5ScB4R4IejKRBggnZjwmpAAFqxdfyBHcEudftBweovgTGJNH0Bs3nmlxsadM0SgWQQsXUV6Y4QwZe+kviAy8Q8hJfgr+GEYESG2XN/eu/LPSRL/3yt6wKTFT9hNAt8tq49lpJde6urQS8lDouP7k0akyp5PJRI9cAbvdM/E+6qxobtwY6j/1o0sR+r5uNG59QpMGz4r7oA2YPdjt2riPFfkvY3rrcyabAwcdCl7jnDUeKZoL6LOBEF5I6i5Nh87jwwVpDkWpTVNb1Ajr5XFHObIvVyVXggfZkSWTSIG7xSdaFgMdeWUDTVwMAQVrKYW2vYPNqs2EBZxM+s/4vwFZN9YXSpAD3NeGGj4xbKdl8Hnr63mf9lf/aDP7xdKPyVugAx/CU24xWgILUDahi816bMsz6y/IngP4zm/umxTom4B7wj5v/t2/ZgB5vbIxS5PHCvCYN0B8fLbkExSl+O11RTRG6U5sJJVce6OJfggyJ0FIYQk1s0JNsRiLnd8CwzBP7wLlZ1+77yUzrZfd4FuKsFGf7xT8NnAkFOFjSOayyjJAHqX3z3vLAvXO+etnaru8Ez637IhY5Wy1NhIRSqWxtkXzmmfr8xK/7DInOKYj6t/kcQr+NkdHZsmm6nfWqS2U4nKtcwR3mOJzD/0tPofqy/zwtOiwh1yxiYwv5punpQ7CXjY1MEsnDMk5M7+W6Kx08c5lfpdYaFoESjnJT9dlRPWfuOBb/U7hfXIaWrzREgu/yzc5ff/D4l+Ug+zFLA/fO8bV/yTOhQiiVYvyYbvFdE5txmmWASAdpEFryQbqrGhu3yOuEgFbS/O2dN0uDF5o52XlOHTnypfFDzHv890AK7AlzBQlOkcAWcye3BAGmDB8LzlUFIv05dKhZUmdxMmwDXPjUys4iW6OI0TL1cWYTnFgGOOaZHtFhgzhEZXBCwPcdngzVHIgTmY7T7JwNDK921lkGBHA6lbGyohSrL9y4dfkyn4ee8WSgUTLaO+WPcMf3vG9QqhZEVKNsKCSWbCOErFgwSPzInwASi4mc1uK4RdSlSdg90mXE2RKdmGgFOVJgEEmSb4i/lhq1Sq48kDCraMJxVXVGDiCMpl7ZbIkclpAHJfZBzDe2AhGxeyZaF8pqAJJlCy/5qRuZBJESbafwTBHpHG5ZyjrQLzKLYvoC53AtFbMZ6Q3YJxwH5NE9FweXa3HAcjs3oKCRlZCBjU5Px83RRJZJkPNyBHcycT3XDCjMyVYIHRO/+AKQR6YdmdLLLVqYa+aysWUZBz5i5VuX2b89/gLYDglepNI3Qehouzi4osmgCBSDDMwdG6vPjrKYGrrlWkkNJq5+QkkdceEFAr+CWWfUmEJRFUCdTBsg6J2pB6S7aoviFvYkb/9rZu9HxB9+w+LzI+eLigBjw72ABWYfU8TtOE7MqlbhTm5tLLDbsXMcBvx8T0X4ACFd+EjAiS4gdYbrCLHmUiZBN8NxigtfuLIL6eQf6uPMJmrOlkAmzWx3CDuouCUEPLcwcJYZQQ+PVT387UaFhpYsoWLGXWVRFmCkLkgOcB6wLy56hv3AfTlqvEmVfy6hnMr3gVVUlFIIyPKp64TJ5XweetaYVd4KHWDnOdJu+J4knbY8xsP8w30XwLWUrHhfpxd+yWHRLrMKtepH6c7QfLMtvE4IKNjz9/7bdvG5HEIKgCcQQ4NAxwM6b4Bxix3yRbMKJlWAveBI5KiY/IAS+6jhZ11M3BLKauiE0iHEWi88k+4LiyiZIztCmcdkUUyGBB3KQNxqKI/x6NVjaL+JkyZN7De0R3+2OiuIGfn+H4ILdCSf7zUlV3BHWtxi7IFdEOaaDWz5IbCSwBemjN099bnBu26JRi1YISSP5g8BawEBFbIsgZkirrmfETVt/hu29vOjs5M/0TeRWErrVCVqgchRi8YUZxtACFzAnrfGu3RXNSZusejYe7yx2P/mX79OhpeYwZS5HTvPjuJxJ0BvJe5kU/EQYAHkowAD+tjRHpavEDOsScCJzid1htcu0tlxC+dz4bOmHZxnkB2foZMXcMNDzmzQUZ0EMmk6kJBLFYxbQrJqrOTuztecLD0mvGtvPevEA4E8WBGHLFxJgfD+mwOtvwh8RCknseKWRiMgy6cXGh6bNWvMsMYMn+GyF174JQeYq0o48KmdpcfkKW9ZW3nvj1NCXnzhqsuqwsSPgglgYn0tKA5ktz62IYWRiB2DHrkZgOdEoOBDr1kwbj3lygPdFwpz41jZ/UPxxN0dwkKskiOR8xdf7IMJMFTWRcQtsnWBrIZQOoSyU3AmnBKM3h6vLHVFRmLcIqQ34EUcHMfST0zrPTTqTmZmZl7e7eyoN83e33sbTGzXYYdzazAtuA40Zm+SjtxXnU+lJFEowZ1MvF489+Lst8CWwuzDfUkaTFOyZdnL1m7RIrkmG1tivADmgqCFaYpjdv5VRso4EqNCeyv4j8FKXARKOMoNiqyCSgzH6yIBj/aVvXp1iwTwCmWJeOMCLlbrGX3GTlzDMSCfsxwSHTTpj3RXNSZu4TQdO0lgzOM5ZgiJoe1AcNNk7mRYWUvfxbAAVw9unk6kGOtBzc2SOgt7B4pBqniSC591Dk0yzZyjISi3CR/ksE2zShF9bI5MmuLJhqTdbBp1IeBqwPBNMd8z4wVZpXlk4YAjHNJss6xi+sIjEQds7jTZP0HRDdms2YMFeKlLaep9cGHkxpnTNBk/UwO7TGt+FpsArVm/hLqA3hUl9mE7zTe7ghfm6XUBK/l+gVXv3gO85t+p4N7fqoUJECkPdCuNL1Kl5d/favqTLZGjEop98LMuLbt1noVNnBSn3sCZdF/ovQWvLAWXYGFtYNZxar+lwVnSG4SWCFYQMN3cD1wkJF/lwQvNPva982eI5aC3hzvZj3r7dbMJUy5XAjEtgM81BVdwJxMXCrgwu0x6HCHU+nPNyuscbKmSbGEmmUw2clxSwc0tz8mmHc1grhhy4pYg8aVVk/SNsvL+rkFW7lOAbpHPkRSNft0iAbxCWSLeuEgb0xquATRmrfNBuqsaFbdax7h2rkU6Fu1sGGqufRDoDBMAUxXnU2ofhkUrtOon6UnpZQqMzhuYbANn5IHob9lJDOtMAlkqASLkhIhwwhf74GZdZPZGtk5lcimxdCLCS3FoOwVnMokInVHxypLDTlvL6gtVlnWErS0CmqLzJHYljYoHT1QaoJ10kVQhwekaYD5KCe6AVFOruMlS7WEr6TDzESKjL9eESiWkVBMsxxplSp0EJojwDIFYD2xIVASK7gVrlKmUl9ZgIrGFw8TgIwYvX5aINy5SxhRYwhOBovtm+gfprorilulooxo6NQLSnaFTd8M041jbINMqQqURAm2GgHRXRXGrzQYBVdw5EJDuDJ3D3raxgsnE26Z+VCtCwGQEpLsqilsmg40q6NwISHeGzt0PZB1C4BlHQLqrtknc6lR0kNKwEFJzCo8YnDSImtMgPB34pbQJ0IEGoqYRAggBgIB0V22VuFWZfcg/OKuU+FuL461IBwl+omO24AzB2NbCodWDRXPUnCJknfoNaD1qTkx5Lfmwnz/N4yLS5rNJzUlz9In02LRDeiaAaZWi0lwEOlWqyjXN4H8mCfEYmdoaNETfl10VWH39MXhcuqu2StwqvPr9FN/recTfv+lHT1rjt/00s4PB7hr8UhyLZqk5mR+SGqyd+BLc9G4das6qW5sHu63Yvjdi0idWL/07+iH8wS/bhowTM6w7JTWnHhZUtu36P3fruKW6cGRBdFpV4pEF0SyWPP1gSfyGYudb+uWRDIqhTlJBSIIuTukrWoXeVLXthlXUDmMPmiTEY1RqK9Eyvo6SENhmyfIltiR6murpzc2Lf82iiPZFT2nLg+JrtViL0uNWccZW3+CsWuLZ2M0LjmSDvmlSTs3ed7q6+Pqvfv5yuVdQzAVIaskl/SSI0g1Snp9MjdjK8JTjmDLx+JoZXkEHYkIGyWaezBQzXeIxMSwkUHPScatdqTkxjaKOiPeAjMd82fnHIp3kPgLCY0cFP/Q1TOsuoATlsm0yvKhSqDkZls/buRe/XPwBCKheYQSzu0i1JDVnctHjmENrZsj9fwq/V0M/2QLa9buUi2loTn3AslpWkX9mqT+wpJz18KYIKAYOiU0AA6d3xFfKY6Gjd14qOhw6eucpJfOUrWmmPL4Z+qL11LXf7Pjm+4nu8zLqgN6HnS/gFmrmBSeYEXGLxezArVxP3DIpxeG2YNJ/Jv3Mkl4iaBOkIkwXEHyAfAXwCyGwbRa3NLcubnjFzbFnD58Tpqy30PKWvEt3Velxq/JWaH/bkPQGUnBr8Maoekx3Z94/HMP/urLYY9WebcdC9yxypkktubTo4PH1ZinP5+4MWTvRDhC36NKOf+ro8s3OqIhJ0/7Zow3iVvPUnAo4KZs6hJoTSz3ysQ2LfIQ9CQxTc9Y2R+tezKYE1WGmUHOWslg+Y678tWHTdDtn/52B+9If68SrdV60xXfN+rC5LoPD4y/ErPL7vYDeUMIVBDxzKrMdT7KsWr4ytP/iHb/+4OFmFRBR3eyCy0aJ+SzdGZgyrf3JUDbAML6TgljZNbiKJl8HBOpMcmCQAly+fMlFIA0DXzD8kP9j2Ve2jZpg5u7mv2HxpTIdlSUAYg54eV8guMMYJqa8w9HrYS2vwnwFpCPsbOlJBYvovayMzFcYSxismB5BAwCn/lf65H54uS/EAZb137EjV4FxBYk0aXLHnsvXn1nuL1/ufza3EmML6yQXPj59fKOPXO47/9g9krfJkDBQYz4HYap5ofpPI52ZyWm1I6GOElUcAAv3AND+i9/5AcGj7Et+OzhdFh7B+YTxuOg5ZFvK339ed7X08ieQIRPi147v0l1VetzCGq562br9eFp1MeItK8ee//G+8SRn10CbdanVuAh5JZcWHdAzG6Q85/CUlwMKyG/DqgBVaOGhIa0ft6RQc6ppNj+R3hGUnQzfElhzOVQxJlJzqisSxtvbB0WKr9QGqTmLbjBs92DCEfOeQ+tezKYENcSLCiI3w3wqRs2ZVsEh2axM/74fITAmzvgJqTk5fK+0U7DjFjl5GCpYmEPQJxv1QbozGFWtUSdrCTp2caJupnfUVfESDoF6PSs50EsB7ryIxb9OWVZxd+tAs2Fz5FFpd1U6HMu9cczLx3yM59bDIVcrSAZ6gs6YCm9CEnSa406v8s6W/VGrBppPPphC8Sqla8XSIIIy+DErW8oru8ZKcf4CXPhsS0isOD2qPxrsOG5y9IXzEW9aWy9YkF5cokfuh8596XxIr/FANkiEJh+2vsV3TdSRLeM/2X7y99gvfO2HjEuqwjUGhYH2XkxnIQx3zayITu2lABscN61vEOgo0eaD4tTJawdb9V4TqaBo4bQMCz5M94VHBMOBCc6hWyJnjWApM2qam3qydFeVHrdwvO7gOpuPVh6d59E39HD4//XdFRM1pt/ky0/VzZNXsoj7gJda9vt8DaFGJJevjH8o4M1jcYS3xf0tadScVX8S/OhKCb0TUsWwJqteGnh91Jwa5W2/6Q6zv7z9N30NjTsduHk0j5qTTboPirEsodxGw6EEFbBtMrR1zHpKVSJCzcli+UzRKOi4ZZBulcv3CvvGjltkWgCPkAosHvK0Wniuce/SncG4eo05mxuDOdkAZCCsxXEmbrHI1zkM3IbyDDzjhNyBI9qLlWYf95r1qnmP99ZtL1ETcWg+ofvKYsaj5idBec4hQS+CcatKVHlHmJiKZTbp6jQyLD1mZ0tgWsIUhxllypIiBiu6R6WBn/XcEKXGsMIAucWayNp7YnI/nNwX/pKLyCC9d/6clHTl8vpAFzd5GmAopnJoglmKIlDHKZp8NUdYBxCnpZ6P/GWRs1t0EVsqCAw+cBBOo+XgCIUwnB1CBwSLIQe9srsHRjt4nC0H1/gLA6bJSM0NsgJQnDpZHbW+53DSfsuQdGLaCFvnHhFywAtshkBR9j6LcQsvuLTCsafj/3MKu6G86mVr28+t53eQejm9AafJK4ViAay4hRugPGf5rdk03+x6XJMR961zK++3pFFzEmSdHvQsYfWuTak5hUHLSGrOktwThmndS56yKUFzDfCiCuKWgJqzkUuyWZVOs6AaqJbL90pzksL1i+KmY7HVPSNxi9pVCFFljtBZGktfJq+ezcBtiAIcrvtwxYTvquSj820tVifXgYb0xS1AeU5dRaDroQwDC73ZBL+P586FKr1CzmXKwYWZDUyDOMlKY3Nxi7cDwxuOhfS3dpm5+KtxvfsEJVcDZYNmcl94hwas+3qNZxgRcRynaPKrqEALcr77kcPsX5s1zv9zX087t2gQUKFhBLaCgStmIQzRF49bnAs27FzTwP0tLPmAp5NnwgMecSWd7hCtk+kdNZEKBVmpTmAzBIqy95mMW6T+kOfky3/jxO/xiB8OYCo+eaXhuGWA8hz6LVZNEJm7uzs7j5nY39ynNX+XIZWakxpgpaB3bUrNeefMfGuKgFUmk70cFKlQGEnN2dAMrXvhDTYlaCNeyWNQZZyTmeKU7wmoOQu4JJuNj2NGOFkOdR69M75JqbdaHt8r9G/YbveLW03ntjs5jUuqxjV3Elf0kc08ydGX2Z9dI5ECnI43JKSazMuH7gI5Liw38VsHm3WpRNya7k9weOvuzHO3WBNZp9OUb189hKI855Kg0/utGkPKO6xrX2AToC9f0dSys6VUTEmnOAJL2OGBurQA5sYHActX+PgeuZah0OAScl+4HIPdqrlXFKG4gWmfPKnHWIGEiFvPmfuufFiH41lxXzr03Z0NAy0rW8JyE/1d3KKLsJJmhIGIyEEhDOc1oFQmtnfqioQPPcBeipXEU+gVCXSU6Kt3wFrzhdHXVDq8Kuxr86m+2VTSINymC+NWiWA44B6a2dxDoJ7luAU4KEuyqggmcq36SU4+mEMUsSagqqTIK4V0kKwjRAGK8fMBWRVNAYkzNJSARDwxIb9Gq618UMkIaFPoGvPGv0zEJ7whWxdSc9JWtSc1p1b15D7Fvwo0zZQNgE6+OPuJmnXNkKYrpVAQUHM2Q+tOgc9QgppAzckj2eSwoOqrVpyTFFKmsqYKM1L0WBgz8PBc/gSAx9vzHUZl1moIL+Fq8af5UW84WboPd3XyGOHYw+cEV1+mipsc6KcA58Ut8plC13fGultR1wmxjNj59pbuI17cdrdJc/HXz+wsPcYMsX979Ku2YFFWxkYCiRkWCTqduKj+PDy7t5X7lEkT+w20DoioZinv8OKWvjSoIYOdLanYRO/qDJ4lDFZ0j6q3L7VxJTW3BlrP989S6pf7gbkvPboGjCf3W4PeG+XQ75137Mw8Nx+sZgvrgB9kWrlPmfxqn5dcncCN2+aEgR6yECZXRlyEgV4Yt2Cu6e5s/5HXR+YLyGu5RA8q0zf26fXuqAH2b7//kpVL0OVCjLm/BYVeqS4L41Ymzk8fDcUtxZ7/DeoBk+aR4H5eu7+ku6ox97favRut0qB0LFqlOVRJZ0OgU0wAkRjMitC4Wpl3npWlcYm6eckBj9WbqZmf0AipuzHVo3tJd/IJzWLALp+QlqFgKM9hAkQfYaULlA0FxaAsy3JK44Z1RI95/GyJneLwLOH3CJAPWFDPhBAap/vzgBGqR9kXzyUZyH3piajPeIJg/kGlSgPke+5CWFiU8zB71qgel5CggZEyIAwErGIQpgzgMdCzsGIUgmByrAUJNJQoItnrC4pVDaDRW2XEcbo4MzowtRUeoTYVLF5/0XNIQ2mZKorMnsav3T5Id1UUt9ptUFBDHYOAdGfoGPtQq80ggGly/7fgRVvnsR999IGL3fubIsvhZqaZgujrLoaAdFdFcauLDS0y11gEpDuDsTWj89sNAShtRaqXtVuzqKF2RUC6q6K41a4DgxprfwSkO0P724ZaRAggBGgEpLsqils0aF3mQ7ei2jR9VKQ7g+ltoRoQAgiBFiMg3VWNiVuauyk/r9t0mc0loyy9vCUwMjVTQ/7eTafO2bd2bUKqST8AbHGvxQsKsMA0xccjA6Oii1nEvyJdE6+tExwVUm22r1F86s/2bd341gQTwPgqOrpE22cq7UFtbhKKWO61zXGdamExqTuosBgC0l3VmLgFfvMqk/VdFlYFHy+gfjpJP+BdnBroLJO9Pvz3MtbvtsUMbMdjAiyIn43KZOZfxz+irAQ0uy/LZBIecO4MfKCcB1DaEUjYFPXTZzgH4OFO+y6YAO1v6ZO8M5t3UCTCILdbdy6PotxWpZ5bF9/ccmxUpkII9MQQTIY4jqtSz2y+lt+sN5pAba6HOVcCyMYkQLps33dsNkTV0z2BpPUS2kGndBUEpLuqsXHrZTs7uyHRhQT7lqr06Bs9hw8fThOTKPassvno229dzReeyaEnWEdjJsCCiFuvDhtssSiwmPhhEpZ+4lOHV1+1I+IWpinjkmkyrKbSKc8JQnSy41gZYDSX+3j/mJCqbCJ5Lc9c2hQ07cdjR5fNPEbQ6hMyFoSAxdP8k4sDrv+NY2V58auCfORegQePgX0hm1A/5xqfahMw89fm7trm7yVnk4dymE9Ja7TK9P/pabSyguDrBCNL2UMQgDIs/qVZRxd5eW08dHTGx+SIi3WNQ/TZ0UNPti+YAO1vFnj4FLL7F1xa6SDruyKiBvyWuzHDx812c3SDYW8xKlMh6SvHy9OIyFga+BnF/mew1/SjWgbPEv2y5XHLiASo6t5Prg6brj1lLKAeSWYOoE9dHwHprmps3Jod8oO7xZSDKToc113c//bzk/dtmEnFLcCm0XPWyaKHAdPNYUjoBFAKsCDilnfodl+nF37J0eK4Ls9/gu3qqN2vEnGr9uZPbDLNCharqXTK8/gMilZTVaqHAHTOuq2nDn1ErFm6+iv/HSwjWEgAdYKn942nj2NGWL+99IvIyKi1g63f3nSwGhATQ0L922l8qk2dXvJQhvmUHAl6oRQ2Cuh8OPQzxIP9sNH7D4+9BUzavWbtR7YyMOJ6uybkNu3YWSCYAO1vDsFJTcanxpifPMxksg/kaQocV+TscrVYnazgpykgEVHe+ynU3wuIuZSDuAVJwXdHUdfpeZkK3SnAUjjC8zkLr6grGkD9TMQtQTaG44aozTVN+vObv/HmGd8JeRruabR9uJD7nJcAcbK0MuBJjTHhju9536gFsGSGBnl9Mf9AZNjEXgSJMx8Hhk5eVIiHsQN96nQISHdVY+PWwsCcc+tsxnrfUNSnTXMYuuP2ozUwbmXFfdFn2KkSDLsdO9dx0KEH1NLd0eAIsCAfLz+Rd+W/NoN/PN34d/qG/n223yg4NhReJ2STaT6sbgnlOewzlixGAPoaIPXBccC6ZvuB942KzK0vWlpaOobfVJMXQ5QsTnddIsHvDkjJIBkosYqRFO8U1aYU5lMoAqKv0XqFaNxiWPx51J/Fd8W6xqH15FF2QlDa+10wAdrbANBeXeRqi0nz7tTrsn1fd1qzLeg5p+2ZTdj1E3IXz4RSQZqi1eQG+NhMHLcj6vBP49x+vPgXnalQ/Ou4IFOB44tnHJ/UT/7n75scBr33RwVGxa06bjbWHLX5LzkqaiMoyG+u342d+bzb+uMJcUv9XVze+4OmlmczvhcI9XHgjrJWwH3OT4AKcDAVYcJUoMWx+iv/tRm5M16DCUnrhTgYot7viJFHbUpHQLqrGh+3Sp/eCu1vs+63s8ufG3ToAUZv9suDF5o52XlOHTnypfFDzHv89wDYk3WClwALMm6dLAZJ3GuTT0WtspkdUFD/mIpbtzcq0wAAEVFJREFUSh6ZJpvVVDLlOew2uPyijwAUx4GSWd++u6L3Dnh/wx650+tbz/7yqu1akkeOpj8nr4ewaU9ZV41YVJt6yUPpAaKMEm9UAWmHwI9VqCIsQhr2dSTyW0AGqq9rFMI86jMISnu/CyZAextAtJef6O80YP+9kmPDeq6+WPrHGPMPD+b+HbG05+Lgx8I0pThnlyu8rigqRlMv4GinyfKJuJX2d3XCWOshoSm5/4PXCdnZmARqcz35TdKNryeZzZ6XkJqQEBW7pp9liDjju5C3nvoRFJbM5z4XJkBawFEJszTCTdY8D2T5COpbMw5pPUFjz6F7r2Xo5MGkJRMplst0yOCjRqUhIN1VWxC3NJo78z+QyWQOXweXa+EaB+51WXx+5HxREeDVuxewwOxj32yWiJ00u9viLAEW9Kpam7n1RZlMZgbuxmnJuMVwfFFkmg9bQnnOdMMA+T2O47q6pAkWDi6Wb/54SXl0k4uNnd0rnglPcOx27ByHAT/fU+E4INO0+NQ/j8XATQQYLtVmnSHyUH7c0tMobpAAFM8WUH8WxS9yGrgvhxhj9dNKFcbENhphBogO/CSYAB1iC1DPsVi4Y9/i54BiBSA8nRex672eXkceAHZzA2mKqBgNSCm4mQr941gybtXimgu/THYcsnb5dHB/q5aXjbE4AAk0RMauSjSpqhFQjEMiWg7ju0pwGvUzHqYhmB4JEqAMqOZFdakmYpnFnICCRo4oD0VdCPI5Hg5M15i2UNzqkDlvdKPSXbUFcUuLY6lH5VaEtDGcfMVZRyY7gouEpKnY7dh5dnrkeo3ujIkFBFgwqyrghu8xgmCQpA8+5ZJp3ueymkqjPGcsNkB+T5xUE7H8//WwWZdaS6pIU7frdeqsJd5WvZ3HjvawfGXwrlsVWDVzEQ8XUm3iuAHyUH7cwnHxRoU896z9Fg4EVoBJDPWnxghuUwaQDvgkmAAdYANgmisImGb2vGPPTwEjO3b9xGe9+vTp1Xd3tk4kTaktPTbMzOtQigbHVBm/Xb1/jX/rsYGXqbAY7WDcwnX1adM8ZDKZa2g0LYIqmdo8E8fEkyoBxTgVJ7iM70J9HAi6hASIvfXHG6vOvttz1sk7YGUB5O5c0npwGZ9N967AWNJiKG5B0LvKu3RXNSZuMSyQmFZBMmziOHVQo8gvrtTCi9hs5s2OxkyIBaShxHFcTbNYMgd5ZJo8VlM2H6geClFej/URgBKnqRVFOQRXKeB9zypRwLQZiCzfPJ2YRLG202SaolSbRE36yEOZUaPt0t+o4ibg9afIPdmNslj/WdSf+rrGgEm32XEfhBOgY2zRJe4dYy4buzcJXD8Hv8iQyabMu1OP48I0BYfs7BM97Vz/HX0rjR+3tIJMhXt/i9TYxO7EfeUA4pa2hpuNNU9tDq7xiuc3eoRvuIzvQn0ciHnzCVAhzuKbx27HznamE2IIC4u0np+xsQjdUdyCoHeVd+muakzc6iq959opHQtuOfTfM4JAp5kAQKQmq4p6Jh+kKZQkEJGLcNIUAnnt4/yL54jEhZVAsLMQTqZCD5ZWVVFAZ5BMMsTLxsDpzVCbg6xOPKkSV6jhM77zsjraQOI4Kz0CX3ATIKa/WHHgrJ5LmAdGyTO5NPY4DweGTp7mPmcqZKxAnzofAtJdFcWtzjd6yKJWRUC6M7Rqs6gy0xHQ1Wd8M2br9QrTa0I1dAUEpLsqiltdYTyRjSYgIN0ZTGgEFUUIIARMRUC6q6K4ZSrWqHwnR0C6M3TyjiDzEALPNgLSXRXFrWd7JqDe4dKdAYGFEEAIdCAC0l0Vxa0OHCbUdHsgIN0Z2sMaI9pgfhZhRCGxU9ueTl6sVXSs1RDo9Gz9rdRT6a6K4lYrQY6q6awISHeGNuyBKjVuSyB4bTly6IGSfl4EtqhTZW1ecOReNfhLUC3jlfcjhw6UyXosPGMyXZZRdPLQIinvuutxs1eF5dYbOLflrLsGKm3mq9rC37+YeSofPLbfCq/Gyhh3swWmj4IJppjA1m9Cq2TRdu2+dFdFccvkkUUVdG4EpDtDG/YDPP3t4eYfGPS128vW8/2zaFomsk2t8i/f0VuvlYC/GeDnc+DZo4nz7tTWKdSCIGesmW3GFtG541Yj3iqqQzQjgbGwt975zINozdXZdCrczje4gn6Yr7nzm/++Xbsv3VVR3Gp+6NAZXRoB6c7Qht1kWEsKLq1w7BV+S1se5Rd+LvXoomk/XC4ri/Lzu5QLAlRl9iH/4Mz7V7aNmmDm7uYfFpz1VFxfhidSQ5Gvy+VyuVfY5VysoeLqhiAvL+/gs0lKICZgGZKuxZ/knfTzu1SG8ennCZUcokJAP19WAZR3AJl6uRrHDdGrY9mX/H6IKtfijNZPVgWmZjXdBIqTXdPfqNyfJLkHTFGH1syQ+/8Unpl50S8kklR21dz6c/G+00odrkxJ3DHfR+4772dCqBa0voOQBIqIKq9lNaomECsqv/Tl4g+s7aZ/5xV2+bEi7vASL4COT0hYbi3OY6AnquJJ8GDKxONrZngFHYgJGUQxbvMY7sVKgSkEjvOM19Tm7N2zeobcJ2hlCsHnzzG+ipA6AtbJfXYAPHkNMXGLT34PzyTGPXT/kZ/IabNh8SWCRx83oFsExJL0SCxFRJVrm+0+MzHky5dcZIsJt9yNpLsqilstRxmV7BIISHeGNuwOHbew9BPegN6pIU3uKvuH86Itvmvi81PllpRKFkGjfPTajWNePuZjPLdGR+aUMhRfVCWAfwvQpTMiNX+nf/9CvzUnLiV8scB6yNCtVyurwhb3nD0v4cLpoO92PCLJLS8XxE/q02fN9hKlgH6eVMkZ77l1X8QiZ8tXhvZfvOPXHzzcrAIiqgH9hKvsHy7f7Pz1B49/WQ6yH7M0cO8cX/uXPBMqiE2hhzythqX1E1dQyW66AbIFavQ0yu5FcdxCl8Hh8RdiVvn9/ldSgLNj+M06QqKsn0NIdF1+7Dwnl292RuxcEix3dAm6XK2JDnWV9Xj3mznrtsWkrRP0N7X02oZN0+2c/XcG7ksvrwfXaX/dOe4/Pd6ffLlMn7oQLcGj06Ud/9TR5ZudURGTpv2zh2zmyYdYBo8IH9NSBtCloJTqw2Su8cn31y+0HuO59VDU7k9mWI+fcrmSLjtn3Y/H9010HLHu+8Sju+c4WM+PjCnPEjZEMlgKyO+rOOMefvL0EXLaHA65WkGwmhvQLXqqD4Q567btyL/TbPc11AT+cV/k5Knm3v55kOrHBC+S7qoobpkAMyraFRCQ7gxt2BsQcgY6j/3I6117qwnhUdVabZrcxWJNZB3YZMHFHccputgiIiTMDyzVcshkWXGrJylkUxro02NxcEX+8cnPTb5cg2Nph8e7AJWcqjA/Cy/5qRuZKh1Zg9nId3r/K3B7iRqnlHGegM6yVHLICrlk6oDtl3uEQ6+upfYBIG5ZTA3dcq0E6G5xmoZdaxRy3gNpHm4viuMW9XbdEBtbXIfhQD+FkBlS3god4Bh+U5XtO8Y8gBDbxHXk56o/QyyhJBCnUeq6qBavTP++H6HRRQ5s9f2dL9v4nSvViaoLcSR4yvP9J5l9G1bVhOOqwkNDZDNPloAjHCJ8ovucUvBOJM/4lNsMuz/g9zJfdr4GQEcaDy7EETg0Fh4aYrE6uVa8IQ95mlCu6A5/3EG15LSBc1kPr39UragOEYUnQeffTPfVaXLHnhuiwGVsIPk29FQJbLLl79JdFcWtlqOMSnYJBKQ7Qxt2B4ScqfLYlOik3GKCxpMVq+DiDtJ1KOPLLECsu1OsuMVV+Ky6vrGv5YjZX3w+0N49+GB1E47XVlxbGzyzr5XbN2vyygFp+sh3hlp/FfhIDTdJ5A02vkoOYxUVk0DcovaC8AgdSmHcquVq/ahZTddTxWliXwAxv1GoKaHRlMccDXrDw+qtN47mauqPbnIY7Z3yB6kYyZhB6+wAInmaR5/fX+K6KDtuYZrcJVNtl4WVawkEmpHgKaR7jVM3eAoFDPc6BhDBTSCO8SxFVlgbozuBA01RV8v3hs6eOtF+7JTLlRq9DYF6uOT3FfxxZ6YNPZfFdYvqwJn6QGBPSL3dhzoA9IAW0U22+IN0V0Vxq8Ugo4JdAwHpztCG/aFCDrySxNlj4bo789zB3kunKd++eog12CIwC5BBfRmyWrCC/2fspuBpISdPPahpAGTXOVmKJhwvSA5wHrA/g6CTv3g/6g3r8dtPKfINqOQw4QEuysIjgrhVw9b6+SajkNV0noYMAJpCA41ScavkaVaWAiPFfSYdTMXATsvOc6Td8D2Aibg8eKH5DN/sOpxgiLeYcjC7kdF/EetvOthvbXxuwP48cMVMc+HARJdhxx4QsjsG1IWoZbqkKszPbJpvdj2uyYj71hnstwRE+KwMQBC38EqW8dryGA/zD/dd0GA4nhVPyKyzYh4w8vllYUHTNm+6WlChxQiNm1n+eYSl2urKeh1sCOxr2eT3aqCAwxl34szpQHCAeenTLTIAArFpbq77zMSgky2m0RZ+ku6qKG61EGJUrKsgIN0Z2rBHBuMWrrn462d2lh5jhti/PfpVW27cMqgvQ1ZbUpz4rTMp2epp5zp47726bN/RVu6jJvYbaL0wIBfst8D+Q5se+4Wzy8bUCv0qOcxiZETcqmRr/dy/9QWrabjf0mKGpHnIXhTe2DOql/PYDz3tXIccylERd7aGy1544ZccItqDBwOcLD3GjnW2dJr75e2/WXpveJNYfzW46nHMCCfLoc6jd968OW+kjHz947nd92qzvpv/oi152dZ6aWI17CwO90OZWPXdna85Wbq7OzuPmdjf3OdkJq7MPuDhZuXuOmakp91g1u29WqYUM4HAjSXGeFXCgU/tLD0mT3nL2sp7f5yyCYaiWhxvrE4Ya/PC6FeGDfN6197aO+qCSqG3IR75fVUJb9xVWEbsfHtL9xEvbruroY0R5/U3KLGElTTbfWaqoLhFQ92KHzrFstWK/UFVGYlAp5gAbB530n6Gtpz4X/s4n0Nzzijs4EAVSI++DFGtujz4cwvy3g+RXIPNik795FpK7K1MpYYo/jBfAdYxqC+jXyWHsQqSqQuPMCpF8ByO1g/JFk82jeNMcf2NQnD4jPKAw76U5rYHBPaFF0+fhjXjsHWAH7tRFvs7rTqEKaryM4lXPoTiUfbFc0kPqgjpMqYqCBHYtFZlJSbk12i1lQ8qSRZ/LhE+ywCmFD05ecZrK4pvnDl9k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Struktur nach Themenbereichen
PM Studienrichtung
Applied Business Innovation
| # |
Titel |
| M1.1 |
Research Methods: Business Analytics by Data Mining and Data Science
|
| M1.3 |
The Innovation Company: Strategy, Leadership and Intrapreneurship
|
| M1.4 |
Process Innovation: Models and Techniques for Digital Transformation
|
| M1.5 |
Strategies and Instruments for New Business Development
|
| M1.6 |
Innovation Competencies and Design Thinking Skills
|
| M1.9 |
Innovation Finance and Venture Capital Investment
|
| M1.2 |
Foresight and Uncertainty of Business Development in Foreign Markets
|
| M1.7 |
Research Project: Open Innovation – Theories and Concepts
|
| M1.8 |
Global Innovation and Cross-Cultural Collaboration
|
| M1.10 |
Management of Agile Innovation Projects
|
| M1.11 |
Business Development: Creating and Measuring Innovation Projects
|
| M1.12 |
Legal and Marketing Strategies for New Business Ventures
|
| M1.13 |
Research Study: Business Innovation and Future Foresight
|
| M1.14 |
Co-Innovation Project: Company Case in Business Transformation
|
Finance & Accounting
| # |
Titel |
| M2.1 |
Finance & Accounting: Research Methods and Data Science
|
| M2.2 |
European Monetary Policy
|
| M2.3 |
Leadership and Change Management
|
| M2.4 |
Financial Accounting
|
| M2.6 |
Taxation
|
| M2.12 |
Asset Management
|
| M2.5 |
Financial Derivatives and Risk Management
|
| M2.7 |
Research Project: Banking, Finance, Accounting and Digitalization
|
| M2.8 |
Cross-cultural Communication and Digitalization
|
| M2.9 |
Investment Banking
|
| M2.10 |
Group Accounting and Transfer Pricing
|
| M2.11 |
Managerial Accounting
|
| M2.13 |
Treasury Management and Corporate Finance
|
| M2.14 |
Project Study/Transfer Project: Audit & Assurance
|
Marketing Management
| # |
Titel |
| M3.1 |
Marketing Research Methods and Projects
|
| M3.2 |
Economic Analysis of Countries and Markets
|
| M3.4 |
Communication Management and Concept Development
|
| M3.11 |
Digital & Sustainable Consumer Behaviour Analysis
|
| M3.13 |
Digital Commerce
|
| M3.14 |
Project Study: Strategic Marketing and Technology Management in B2B Industries
|
| M3.3 |
Leadership and Change Management
|
| M3.5 |
Brand Management
|
| M3.6 |
Sales and Key Account Management for Industrial Goods and Services
|
| M3.8 |
Cross-cultural Management and Negotiation
|
| M3.9 |
Marketing Decisions & Financial Impacts
|
| M3.12 |
Customer Relationship Management
|
| M3.7 |
Research Project: International Marketing Management
|
| M3.10 |
Sustainable new Business Development, Product Management and Innovation Management
|
Digital Technology Management
| # |
Titel |
| M4.1 |
Research Methods: Digital Products, Processes and Systems
|
| M4.3 |
Cross-cultural Communication and Management
|
| M4.4 |
Big Data and Artificial Intelligence
|
| M4.6 |
Legal Issues for Data-driven Business
|
| M4.8 |
Financial Strategies for Digital Technology Management
|
| M4.11 |
Agile Management Practices
|
| M4.2 |
Economics of Digitization
|
| M4.5 |
Digital Commerce & Technology Marketing
|
| M4.7 |
Research Project: Digital Business Development
|
| M4.9 |
Digital Technology: Leadership and Ethics
|
| M4.10 |
Digital Technology: Strategy & Organization
|
| M4.12 |
Design Thinking for Digital Technology Development
|
| M4.13 |
Research Study: Challenges in Digital Technology Management
|
| M4.14 |
Co-Innovation Project: Digital Business Case
|
Human Resource Management
| # |
Titel |
| M5.1 |
Forschungsmethoden: Wissenschaftliche Methoden im HRM
|
| M5.2 |
Arbeitsmarktökonomie
|
| M5.3 |
Führung & Change Management
|
| M5.4 |
Internationales Personalmanagement
|
| M5.5 |
Personalgewinnung & -auswahl
|
| M5.6 |
Arbeitsrecht und Digitalisierung
|
| M5.7 |
Forschungsprojekt: Strategische Personal- und Organisationsentwicklung
|
| M5.8 |
Interkulturelle Kommunikation & Verhandlung
|
| M5.9 |
Finanzen im Personalmanagement: Leistung, Vergütung & Sozialleistungen
|
| M5.10 |
Nachhaltiges Personalmanagement & Wirtschaftsethik
|
| M5.11 |
Personalcontrolling & Data Analytics
|
| M5.12 |
Digitalisierung im HRM & Agile Zusammenarbeit
|
| M5.13 |
Strategisches Personalmanagement
|
| M5.14 |
Projekt: Aktuelle Themen im HRM
|
Digital Sustainable Procure Supply Management
| # |
Titel |
| M6.1 |
Forschungsmethoden im Operations & Supply Management
|
| M6.2 |
Nachhaltige internationale Wirtschaft & Beschaffung
|
| M6.3 |
Führung im Einkauf
|
| M6.4 |
Kernkonzepte der strategischen Beschaffung
|
| M6.5 |
Taktische & Operative Beschaffungsprozesse
|
| M6.6 |
Nachhaltiges Supply Chain Management
|
| M6.7 |
Forschungsprojekt: Trends in Einkauf & Supply Management
|
| M6.8 |
Interkulturelles Management & Verhandlung im Supply Management
|
| M6.9 |
Supply Chain Finance
|
| M6.10 |
Industrielles Marketing & Technologiemanagement
|
| M6.11 |
Technischer Einkauf & Cost Engineering
|
| M6.12 |
Warengruppenmanagement
|
| M6.13 |
Wertschöpfungsstrategien & Geschäftsmodelle
|
| M6.14 |
Anwendungen im Operations & Supply Management
|
ABS Abschlussarbeit
| # |
Titel |
| MX.15 |
Masterarbeit
|
| MX.16 |
Kolloquium Masterarbeit
|
Module
Research Methods: Business Analytics by Data Mining and Data Science
keine Beschreibung vorhanden
The Innovation Company: Strategy, Leadership and Intrapreneurship
keine Beschreibung vorhanden
Process Innovation: Models and Techniques for Digital Transformation
keine Beschreibung vorhanden
Strategies and Instruments for New Business Development
keine Beschreibung vorhanden
Innovation Competencies and Design Thinking Skills
keine Beschreibung vorhanden
Innovation Finance and Venture Capital Investment
keine Beschreibung vorhanden
Foresight and Uncertainty of Business Development in Foreign Markets
keine Beschreibung vorhanden
Research Project: Open Innovation – Theories and Concepts
keine Beschreibung vorhanden
Global Innovation and Cross-Cultural Collaboration
keine Beschreibung vorhanden
Management of Agile Innovation Projects
keine Beschreibung vorhanden
Business Development: Creating and Measuring Innovation Projects
keine Beschreibung vorhanden
Legal and Marketing Strategies for New Business Ventures
keine Beschreibung vorhanden
Research Study: Business Innovation and Future Foresight
keine Beschreibung vorhanden
Co-Innovation Project: Company Case in Business Transformation
keine Beschreibung vorhanden
Forschungsmethoden im Operations & Supply Management
keine Beschreibung vorhanden
Nachhaltige internationale Wirtschaft & Beschaffung
keine Beschreibung vorhanden
Führung im Einkauf
keine Beschreibung vorhanden
Kernkonzepte der strategischen Beschaffung
keine Beschreibung vorhanden
Taktische & Operative Beschaffungsprozesse
keine Beschreibung vorhanden
Nachhaltiges Supply Chain Management
keine Beschreibung vorhanden
Forschungsprojekt: Trends in Einkauf & Supply Management
keine Beschreibung vorhanden
Interkulturelles Management & Verhandlung im Supply Management
keine Beschreibung vorhanden
Supply Chain Finance
keine Beschreibung vorhanden
Industrielles Marketing & Technologiemanagement
keine Beschreibung vorhanden
Technischer Einkauf & Cost Engineering
keine Beschreibung vorhanden
Warengruppenmanagement
keine Beschreibung vorhanden
Wertschöpfungsstrategien & Geschäftsmodelle
keine Beschreibung vorhanden
Anwendungen im Operations & Supply Management
keine Beschreibung vorhanden
Research Methods: Digital Products, Processes and Systems
keine Beschreibung vorhanden
Cross-cultural Communication and Management
keine Beschreibung vorhanden
Big Data and Artificial Intelligence
keine Beschreibung vorhanden
Legal Issues for Data-driven Business
keine Beschreibung vorhanden
Financial Strategies for Digital Technology Management
keine Beschreibung vorhanden
Agile Management Practices
keine Beschreibung vorhanden
Economics of Digitization
keine Beschreibung vorhanden
Digital Commerce & Technology Marketing
keine Beschreibung vorhanden
Research Project: Digital Business Development
keine Beschreibung vorhanden
Digital Technology: Leadership and Ethics
keine Beschreibung vorhanden
Digital Technology: Strategy & Organization
keine Beschreibung vorhanden
Design Thinking for Digital Technology Development
keine Beschreibung vorhanden
Research Study: Challenges in Digital Technology Management
keine Beschreibung vorhanden
Co-Innovation Project: Digital Business Case
keine Beschreibung vorhanden
Finance & Accounting: Research Methods and Data Science
keine Beschreibung vorhanden
European Monetary Policy
keine Beschreibung vorhanden
Leadership and Change Management
keine Beschreibung vorhanden
Financial Accounting
keine Beschreibung vorhanden
Taxation
keine Beschreibung vorhanden
Asset Management
keine Beschreibung vorhanden
Financial Derivatives and Risk Management
keine Beschreibung vorhanden
Research Project: Banking, Finance, Accounting and Digitalization
keine Beschreibung vorhanden
Cross-cultural Communication and Digitalization
keine Beschreibung vorhanden
Investment Banking
keine Beschreibung vorhanden
Group Accounting and Transfer Pricing
keine Beschreibung vorhanden
Managerial Accounting
keine Beschreibung vorhanden
Treasury Management and Corporate Finance
keine Beschreibung vorhanden
Project Study/Transfer Project: Audit & Assurance
keine Beschreibung vorhanden
Forschungsmethoden: Wissenschaftliche Methoden im HRM
keine Beschreibung vorhanden
Arbeitsmarktökonomie
keine Beschreibung vorhanden
Führung & Change Management
keine Beschreibung vorhanden
Internationales Personalmanagement
keine Beschreibung vorhanden
Personalgewinnung & -auswahl
keine Beschreibung vorhanden
Arbeitsrecht und Digitalisierung
keine Beschreibung vorhanden
Forschungsprojekt: Strategische Personal- und Organisationsentwicklung
keine Beschreibung vorhanden
Interkulturelle Kommunikation & Verhandlung
keine Beschreibung vorhanden
Finanzen im Personalmanagement: Leistung, Vergütung & Sozialleistungen
keine Beschreibung vorhanden
Nachhaltiges Personalmanagement & Wirtschaftsethik
keine Beschreibung vorhanden
Personalcontrolling & Data Analytics
keine Beschreibung vorhanden
Digitalisierung im HRM & Agile Zusammenarbeit
keine Beschreibung vorhanden
Strategisches Personalmanagement
keine Beschreibung vorhanden
Projekt: Aktuelle Themen im HRM
keine Beschreibung vorhanden
Marketing Research Methods and Projects
keine Beschreibung vorhanden
Economic Analysis of Countries and Markets
keine Beschreibung vorhanden
Communication Management and Concept Development
keine Beschreibung vorhanden
Digital & Sustainable Consumer Behaviour Analysis
keine Beschreibung vorhanden
Digital Commerce
keine Beschreibung vorhanden
Project Study: Strategic Marketing and Technology Management in B2B Industries
keine Beschreibung vorhanden
Leadership and Change Management
keine Beschreibung vorhanden
Brand Management
keine Beschreibung vorhanden
Sales and Key Account Management for Industrial Goods and Services
keine Beschreibung vorhanden
Cross-cultural Management and Negotiation
keine Beschreibung vorhanden
Marketing Decisions & Financial Impacts
keine Beschreibung vorhanden
Customer Relationship Management
keine Beschreibung vorhanden
Research Project: International Marketing Management
keine Beschreibung vorhanden
Sustainable new Business Development, Product Management and Innovation Management
keine Beschreibung vorhanden
Masterarbeit
keine Beschreibung vorhanden
Kolloquium Masterarbeit
keine Beschreibung vorhanden