columna-lumbalis-normal-mr-1
Portal
/
patienthaandbogen
/
knogler-muskler-og-led
/
illustrationer
/
billeddiagnostik
/
columna-lumbalis-normal-mr-1
/
Home
Data
patienthaandbogen
akutte-sygdomme
allergi
blod
brystsygdomme
arbejdsmedicin
boern
forsikringsmedicin
graviditet
infektioner
hjerne-og-nerver
hjerte-og-blodkar
hormoner-og-stofskifte
hud
knogler-muskler-og-led
om-ortopaedi
symptomer
sygdomme
undersoegelser
illustrationer
tegning
foto
video-tendinopati
billeddiagnostik
coxartrose-bilateralt
Metacarp 4 fraktur
ankelfraktur-ustabil-roentgen
baekken-normal-roentgen
cervikalcolumna-forfra-roentgen
collum-femoris-fraktur-forfra
collum-femoris-fraktur-sideoptagelse
cervikalcolumna-side-roentgen
claviculafraktur
columnafraktur-sidebillede
ankel-side-roentgen
albue-side-roentgen
coxartrose
albue-forfra-roentgen
ankelartrose-skraat-forfra
ankel-skraa-roentgenoptagelse
ankelartrose-side
knae-side
fodrodsknogler-normal-skraa
gonartrose-alvorlig
laend-og-korsben-roentgen-sidebillede
fraktur-distalt-i-radius
fod-normal-front
metacarp-5-fraktur
phalanx-fraktur-sidebillede
fingerfraktur
malleolfraktur-sideoptagelse
laenderyg-roentgen-sidebillede
metacarp-1-fraktur
malleolfraktur
hofte-roentgen-normal
haandled-side
haandled-front
knae-front
humerusfraktur
hofteledsdysplasi-roentgen
underben-forfra
gonartrose-moderat-front
gonartrose-let
gonartrose-moderat-side
haand-front
spondylose-og-diskusdegeneration
spondylose-roentgen
skulder-roentgen-normal-forfra
Greenstickfraktur-af-den-store-underarmsknogle-radius
solitaer-knoglecyste
skulderleds-luksation-roentgen
torakalcolumna-forfra
apparatur-knoglerum-roentgen
haandled-normal-roentgen
haand-normal-roentgen
totalprotese-hofte
hofteledsluksation-traumatisk-roentgen
albue-normal-roentgen
skulder-normal-roentgen
haandrod-normal-roentgen
bechterew-lumbalcolumna
radiusfraktur-side
platfod
radiusfraktur-front
radiusfraktur
schaphoidfraktur
fodled-fraktur-roentgen
knae-normal-roentgen
haandled-fraktur-roentgen-3
columna-cervicalis-normal-roentgen
fodled-2-projektioner-normal-roentgen
columna-lumbalis-normal-roentgen
skulder-fraktur-roentgen-3
hofte-fraktur-roentgen
albue-fraktur-roentgen-2
crus-fraktur-roentgen
hofte-proteseluksation-roentgen
baekken-og-hofterne-normalt-frontalbillede
knae-fraktur-patella-roentgen
malleol-fibula-fraktur
kravebenet-fraktur-roentgen
knae-bakercyste-mr-2
haandled-fraktur-roentgen-2
knae-bone-bruise-mr-1
finger-fraktur-roentgen
columna-cervicalis-normal-mr
knae-subchondral-knoglelaesion-mr
columna-cervicalis-diskusdegeneration-mr
ryg-diskusprolaps-mr
columna thorakalis-normal-mr
kranium-normalt-roentgen
ryg-reprolaps-mr
columna-lumbalis-normal-mr-2
columna-lumbalis-normal-mr-1
knae-normal-korsbaand-mr
haandled-fraktur-roentgen-1
columna-lumbalis-degenerative-forandringer-mr
haand-fraktur-roentgen
knae-menisklaesion-mr-1
knae-bone-bruise-mr-2
hofteprotese-ude-af-led-roentgen
albue-fraktur-roentgen-1
skulder-fraktur-roentgen-2
crus-infektion-roentgen
skulder-fraktur-roentgen-1
haandrod-pseudoarthrose-roentgen-og-mr
ryg-kompressionsfraktur-roentgen
fod-fraktur-roentgen
humerus-malign-tumor-roentgen-og-mr
hoftefraktur-roentgen
baekken-normalt-roentgen
haandled-fraktur-roentgen-4
hjernen-normal-ct
cerebrum-aldersdegeneration-ct
hofte-acetabulumfraktur-roentgen-og-ct
Columna lumbalis-diskusprolaps-mr
albue-rgt-olecranonfraktur-disloceret
haandled-lunatummalaci
Tapening-af-idraetsskader
praesentationer
video
animationer
oevelsesfilm
oevelsesfilm-paa-arabisk
Tema-Ondt-i-ryggen
kosmetisk-kirurgi
kraeft
kvindesygdomme
lunger
mave-og-tarm
maend
nyrer-og-urinveje
psyke
psyke-hos-boern
rejsemedicin-og-vacciner
sexsygdomme
sjaeldne-sygdomme
sociale-ydelser
sundhedsoplysning
undersoegelser
aeldre
oejne
oere-naese-hals
om-patienthaandbogen
soeg
Sundheddk apps
Laegehaandbogen
Apps
Brugermanual
<Provider Id="sundheddkcms"> <Item Id="{74D90EFC-4215-4A9F-BF8E-EE8003B128EB}" Name="columna-lumbalis-normal-mr-1" Type="LHContentPage" ParentProviderId="sundheddkcms" ParentItemId="{086D07DD-FC25-45C0-BFF7-0D811E9CC6F4}" SortOrder="9100" PublishDate="2010-08-02T11:12:00" DeleteDate="2999-12-31T00:00:00" PotItemType=""> <Content> <LinkListField Name="Media"> <LinkField linktype="media" title="MR af normal nedre ryg" text="MR af normal nedre ryg">7BD303083EB24A23A8404DA1F2BC8E39-EA059844CBD94B41BFC89D8BFBA3AD22</LinkField> </LinkListField> <HtmlField Name="PageContent"><![CDATA[<p> <img alt="MR af normal nedre ryg" text="MR af normal nedre ryg" width="200" src="62E4038F0A9D4CCAA25CC4C56A4F6EDE-200-0" height="0"> </p> <p>MR-skanning af den nedre ryg (lumbal) der viser normale forhold.</p> <p>Optagelsen med en hvid cerebrospinalvæske er en T2-vægtet sekvens; optagelsen med den sorte cerebrospinalvæske er en T1-vægtet sekvens.</p> <h2>Vil du vide mere?</h2> <ul> <li> <a href="~/link.aspx?_id=098F3D8E487348F289E14F1BA5C80256&_z=z">MR af ryggen - for sundhedsfaglige</a></li> <li> <a href="~/link.aspx?_id=F72FE5D587B5466CBF1385AB3167A96D&_z=z">MR af ryggen - for borgere</a></li> </ul>]]></HtmlField> <LinkListField Name="Spot2"> <LinkField linktype="internal">{99A85AFD-2F7A-4B5D-A1C9-C2701D5E7D30}</LinkField> </LinkListField> <TextField Name="DoctorsHandbookID">35329</TextField> <TextField Name="PageTitle">Columna lumbalis, Normal, MR 1</TextField> <TextField Name="NavigationTitle">Columna lumbalis, Normal, MR 1</TextField> <CheckBoxField Name="ShowInMenu">true</CheckBoxField> <CheckBoxField Name="ShowInContentField">true</CheckBoxField> <DateTimeField Name="RevisedDate">2021-06-15T12:21:00</DateTimeField> <LinkListField Name="Organization"> <LinkField linktype="internal">{CF77E8B9-9937-42B2-85DF-76B0F4E401F0}</LinkField> </LinkListField> <LinkListField Name="SearchAreaID"> <LinkField linktype="internal">5</LinkField> </LinkListField> <TextField Name="Description">MR-skanning af den nedre ryg (lumbal) der viser normale forhold</TextField> <LinkListField Name="LHPHEditor"> <LinkField linktype="internal">{37FAF8C0-7527-48CA-9ECE-FCC7E8CBB368}</LinkField> </LinkListField> <TextField Name="__Updated by">sitecore\flpo</TextField> <TextField Name="MetaKeywords">normal nedre ryg, lumbal, Ryg, normal nedre del, MR</TextField> <LinkListField Name="InformationCategory"> <LinkField linktype="internal">IC_11</LinkField> </LinkListField> <LinkListField Name="InformationType"> <LinkField linktype="internal">7</LinkField> </LinkListField> <LinkListField Name="SearchTargetGroup"> <LinkField linktype="internal">2</LinkField> </LinkListField> </Content> <Medias> <Media Id="7BD303083EB24A23A8404DA1F2BC8E39-EA059844CBD94B41BFC89D8BFBA3AD22" Name="ryg-nedre del normal-mr" MimeType="image/jpeg" Extension="jpg" Width="400" Height="400"><![CDATA[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]]></Media> <Media Id="62E4038F0A9D4CCAA25CC4C56A4F6EDE-200-0" Name="ryg-nedre del normal 2-mr" MimeType="image/jpeg" Extension="jpg" Width="400" Height="400"><![CDATA[/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAoHBwgHBgoICAgLCgoLDhgQDg0NDh0VFhEYIx8lJCIfIiEmKzcvJik0KSEiMEExNDk7Pj4+JS5ESUM8SDc9Pjv/wAALCAGQAZABAREA/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/9oACAEBAAA/APNuT07Uhwep9qB/KjGTQB/OjqRSg4yBkikBxj1peTSeg/pRjoMcUDJNGeegpc7geaUDIPXIFPl278DHSmYIUr37Vo6da4jMhU57e1ajxnaTtG0jjB6VEf3Bdg3G3jNZRn33WXIK54JPFTwXCi5EcR+pPam3u+e5EUeWUDOQOtV7hgrEZwM/dPbiq6j3xmn7SN2QSVp/zx4YYHYc1qCJLm1zty6qR+J6VRtkiViJOSOoB6VdRnY4WPbEvZen61J5iqdpLMSMkelWtPK3NpcQMpyh4yPUf41nRo0UvyEA54FGpxL5iyDgOeB6fjWdnDsMnP1pc+ZgZ2ntmiI7ZyCM5/SpHAwAQRjv1zUZC7gRuOPamSr164HTNR9R0PoaQdAKP50HByPy4oz8uOopDx05oxg4penSgnJ46DNIeQeaXABzR0PY0cj/AOtS9cc84o+vHsKQe1BGW7A/WgHp1z796XAxk0lHTjdQOvA7Uc9BQDznPP1pynCEcc05zuwTnOBnNSW8LTyhAMj1Nb8MHloU24IGBVhYSQG5U45AH6VnajOGkESL0XD8e3SsuFczbcckHIPPWr1hauDuYDg4PPX2rZu7ZdPtJGOE8w/Kh4OfWsCa2MhLsSqHnd1yajWBSiEuDyAQeAKdKixsBkbMY54NMdxsXjA9u5q3bOyqVHBxn1/A0vlNa3JjkZScbmI44PNOkvY1Xy4hvPZQeg9z2qEICC80hOT91DtX8+9XPDgT+1HVAdjISMng4pt/beXfSIDht2RgdjUV0d9h8w+eIj/CqMOM/Oc4GM4ps20lSCPTOOajD8qxyT1JxVhVYqGzgH+6OBSSKo47nvUbqTGSQemKr89j26+tNAz160uQRz0FHbigd8UE8gig8dPxowMkAd+OaCOD39aQ5GelLjrig+lDZGMg0HhsZo4z0zS4wOv5dqTPPXpRnGPmFH1xSHPXr9RSnIPXik/DilIx1oGd3qenJpwxtIz16808ncqqo6VsabahIgxHzN61pRxgHGOo5J7U6aUW1o0jAZXIXJrmldnbflizd8VfsLHzleZhgcAfKcCt2KCOKNS2xY0OWI4I96xL68W5lk2lggzsUZPH/wBeq7TPIoURlQP7wx+FIsQZmwMLtBIIqOePCxiVs4zn8KbJuIQHpjPC5NXLfH2tFb5BgEgnPFLrFu0mqLhlUPHgFuBxTk0vCc3Iwf8AnmmP1NSLpkPIUBm9ZG3c1c0O2f8AtsBgBiEgenarWs2uNQVtnEi469CKyLyM+XNFjlkGPXINZDhkYLsGfelkcscKAB2x1zTY4wAQwye2eKltslGTuOQMZpznP8PzZxmmMoMR4BI4yTyKpn9B6Umffj2p3Tnp70h6EDikOB3pecjtmjPXHXPaj1o7ZFBPpQTRnOfrxR9KPcEgUD8eaD0BIx+FH5EUdsZBpRnr3pp/n1NKeDgUoz/9Y9KTA44796O+SKeAfLOQOnbnFWbCAzzopPQ8nNdMsfluAvOOxAIFTIP3nQHsDzzWPq83ziAbVCnkD3rOs7Z55kjCnLNjiu2jsfKtFiUFTjkdqzdfufLtvKVhnbztNcwJTI3PJODgLzToxI82xVCjGcY5NXEW4cMI179uM1ah0uV90k2CScgMQTTLxBFe7QoULxnpnimRSF7kg5OEwCK0fEERytwThU2BAPcc1B5C7sswB/hGanVJBCwK4Od35Utk/wBn1aBmAAcbGIFbWpwebFvA/wBW468cVh6hEElWRW/dk4HrzWDOY2/d5IZSRnFRIiLEBk5z1WpMKO5PPOaZkwXZIb7/AKHFTSDIY5LEjg5600KQoO4DIOcCqLA7sn1pvYDJPsaPU9M0nXsKDwM8Up6dOvvRnsMfXpR3xx+dAzxQc4wRgdaMD157UE85NH+eaD1Ix+dH1x69aBx9etKMn6ik/P3pfx4PFIOSO+KO3v6Uvbt70HqB0pPTPepEx5WO+ccdvetvw9GCzOw4J4rY2MrsCpB7A9KdkICxIAx27Vzl0+6/Z33e1amg2SBknkUZDH88108xWMK8hIHX6CuQv5Jb+8c8NlsRqOBiqcsQEziQBdin7vr7VJACXBG8gkAnGDj0NbdqiLFuJwVyB/FV+0hyGMoGcAcgc55qhq9og3SnI3E5Fc/A4i1BHXld3HPrWzqkwNjaRyN/y0O7nsvSoDfQRoC8iAntnP54pDqDupW3t5Hz1wu0frVO9nnjCNJC0Tbtytv3c59q7kjz7USKp/eIG475FYWoHy7T5uWGRn6GuVvmH2uQbsgtyAajGSnBHHf1pUmYEZIyPWidyJAvod3Iq6y/Jj+6eKTbkEg/QY6VmSY3k/e5NMP40Efz6UuBj1GelIST3o/lS89MA59aDjHbp+VHXoOPegdP5Ug5pcZ7Gjrn0Paj09R+tH179qMkc45o+vJ96OmfX360fqaOmMjFHOD7+hpQQSM457+lH3Rn070h68g4xUkecFR94nFdNoUbRxncCp68c1orH8/TH+1jrTLsmO2JAIz2FcyiGW9Tq3c8da7C1hMNnGCozu3H8aXW7nyLUKr8vx9BXMvcbHUo4DLzkDqKbGrX9wp25wOvTFagVIX2HAO7gcdfWrtjICEi3rvfggnOQKpDXAb8xowZQ2D8tP1KeTZhjgBck4rFskEl0VUZJBw1W9atZ5HtfLBI8skDOMnPNV4rC5gGRZueOoZT/WrEbahGOLWUfgDgVXvbe4ngLyERRp0BIZmP4dK9HghWLTYQQCywoOeMcCuX1OMFJcnjbu6DmuOvWDXjY5BPGKVk+QNnORkgUxR8rYIzjjimScyAenBzWoo8yFT6qOo6U4DK7j1Azg96yJhiQn3qLp6UvOOvHpilwffgelJ3+tKMce1HHr0oyc8HGOmBSDp0NKB+P40Anrijt7UH65HvSYHcilo9ff0oH4Zo5wODn3pTnJ7Gm56c0v8ASjtweKM/j7UAHtn3qxaR+bMozx3rrNOj8onAA4xxVxUxH1ySeQf1qvqa/wChEAbvb1rC02Pdfxt/dbBPT8K7MJsDIFAAXOM5Fc1rF4zPtIVTHkgH1rGjlVshtoP3iPWtPTljCzzhhsC4H1P/AOqp/NQ3MaIg3ZB3NyAcdqfpsJk1GUPIcgfLzzmorbRJoNTyd7KHPUipPEKiFvLJx3ILc5qLw7ClxeRx8Dc4Xg9f84rV8QRiBbFcbWFw6N9CBUKFERd5GF6DAqVYw6n5WJ7ZU81WuIA5hhZSPNkxg+nBrvI490ZBA6bTxkCuV1uPZNIF2g7CpHSuEuMG6k5zg4wParECK0Gccc9+lQEBd6DIPoO1QMMDcFIH971rWg+a3XHdcgHv61KAfJ4wCo6D9c1jXI/ekhSATUJ6dOR6UelHAGeeaU9OtHTj+VHOM46UnuaU59OTR6D+tIBxg5x60vb60Hpg5zRxnPBo57np+lHXvRyRyc0vP86Q+lH5Ypeh4H40mfp+NHOKBjoCBWjosZlvUAz+HP6V1Ua7GfAOTxgj8KuIh+T5euT7VW1FB9nZRxgfe61kaPAftAJwec5xwP8A69dhcR7Sxxw8dcXqahVLEbmOQPestYz5ib14J9634IN1qkMMKskuOo+7io7yMpeNhdgC5HHU1PpPmw3oZ0G1fmYnjIrRsdRiuXnkcKoQ7ia57Xrs3FyHZ8FuQau+E1V2O4hQWAbjgAcn+VaesK91e20YOWG+ZweuWPH6UyKzYFmYsuePWntCqHDONy/NjpVK5mERgmYn5X784BwK9EiQCPHduTgda5TxCE88qAASTz/hXGPax/a50KEurEdO1I8TLiGMg5PVapSKwlPAGOoI6UrQj7P1Oe1XLM7tPXkZUnbk1YZAkBGD2znpWDOQ0rNjGTTMZBAz06UY4GRwKMHr+NIfp9aXOKT6/wA80ds44NKRjPB5o74Paj8TzR1/Og0DnmjjPXA70cHnH50cE8n36Uexx+NHBOen0o9/WjuR6Ufjj69aOAfpR0Bx0FbHh2Mtepx09TxXUSIBdAc474PSrqJxwT0HGcYqC/XbGct16/LVDR1Rg464zjjFdNOu8IF6eVzzXK6nacKuM85xWcFQ4jkIG3k1vaTiOCJTISN21QcAAdag1WImbaiEgjGf4cVPPYm304kj947AjJ6DHT6VzjO9nb3DZOZSFBHSq2rypLcQpFlwiKp2884q3p0n2K1EqhwxbI69KLfXJFnkk8vzZHbJy2PpWgmp3z9LaJQR1e4qSOS9lb79gp7BtxP5is3VbydC8FzEVkONpRsqRntXrkKyfZYzgZ2DIP0rkNZO65TOD1I+pJ/wrkdYdI76RztyvGSx/wAmqEF/ifecttHykDFSvIJpS2ByefcUBQQ65PT0p1kf9CC88MeB35q9drstmGSvvmuclOXyd34mmdRmj1NGOOlH0zScdvwpefx+tJ0/+vSj07Cjnt0o4x3PNHrnFHfI9+DQDjr1oBweuKXB754HpQD+GBxSAHIA6jp7Ucnk9+9B6Yz9KO/v2pRkjI7Uh44HWjtj1roPDMam8BJVlC966aRCZkYBSc8VdKBSCRyehHJqnqY/0c4ww6Y28596yNIlP2zYfc9a7AlfKibaTlAPu1iahZbhu6Lk8A4rDnj8phhct06dKv6faStKjhx8o3cnHX0raNoIkMr4dmQ49f8APFNuYzJp4LbdxwBkdPYVh6xYedp8IiXGJOR3rJsdEuGMzSxnYhIGB1NaL6LK8axFcKsZIbnP4VBD4cL232m3uXQnpvXd+op39l3qDeLeORh/Ek+D/wB8miKOQjB0+7cjsMKD+NVn0y4l1exWVUUzzqojVi20Z6Zr2gxkRSE8KIyQPpXBaquJVGcsrKD/AJ/GuN1aNp9QlSNSWaQ4Gaju9NisgqzSF5MZ44FVQArb413DPc9Ke14ypwvbHTpU+lo7Rg8ctnPtWpqYxaEnvngjvXMPy/8AFn6YqP3pcjOM5o4I5GMdcdqD69eKB0wMcc0Y4xRzgkcfjQceucDr6Uc/jR2GMA0dDRz0zR6jNHfkUvfr370DngdKQY464NA+6MfiSetGec8Cgevbpk0AZIyKCOnTigHn69a6nwuuJ3YEr8naukCB0L5wVOKsxKDnAPA7HGPeq97Hm37nd7cVzll+71RgAWKsCcGuxifdAmGOegJ+tR3sBe3YgnapHbtWJcoFUbVBYYIHXFWbV1YqFPB6gjgf4Vq3pURrGcbivPtVK6mWK2V2ZimAQAeKbFJHKjOB0ORz0remtYhZJtVBuUM2AevrVO/RLfTp7pjxFGx59+1c7pMssenwq6gKRuAJIJ5rVjjUsGII49QRTo4oYlJZ2Ujtjv8Aypml2i3viSzfAItw0hx644r0C5BWwkPyfd2+4rznXmEVxI7MAvmbunT/ADiuOS+AuQzZKgfLgZyTSauzSSJK5OXyOvvSW0Ac7mIAQ5JqlNy5Y9c42k/54rS0hN0SHbks/AA44rQ1jC2w4wT6elcox+Ynn8aaRSnt/I0ZxyDg5oHPTt+tL25pvXt9KX3o7f4UcZPNJ/nNL2z0BNKO3pSYwORR1HTrRn5SDyKCcgc5oxjufpR7Z6UnX39vWlHXnr0oA6e/Sl65HT6Uijnmus8OIVjeTuB1xXVKv7sgqWOPl4p8K7lJZQfqeRS3EYeJsLyByK5O6Hk3+/AUk8DpXV6Y+63BGcdT3xWjJb5tixbqB2H5Vz13ZuJcqpDnqM9ataeq7TA6EN1P5VQ1fUPsroVjLYwGAHY1FPL5sYjVMfKCV+tamnaczW28gHjOOOK2wQYNzMAFjx1rn/EszXmn2ulW7fvrmTzZWH9wcc01rA29ugCsFAAHH86ltiQCXBLA9R/L2p8kztsXcxB4wQMg88Gr3g6NbjxDdRhQDHCcnvksK7O/HlWjY5JYADHHQmvJfGIme3yF+VpP06f0rmIbGWSeOMIRu+Z29u9SaoQhijXHyjg06ASR2O0DLNlmz2HasyXhQ5YEkdCK29DX93FknCscjpU+vkpb4x9e5rlyckn3pPTjNGTxz9KTjvz7UpOeP8mjqeccUDoBxjFHHB6+9A6+h9qTP50pGB9aB3BOAe9L9frScA8elJ15PGKXnOBjj3o5z68Ude1Hp6DvRjgdMZyKBx83vQM9/wBaTginJyQMD2rsvDKBraQc5K85rpY2U26q3Xvk8VNbqd21Gy3U8frUzKzQnJHy9jxXI61GUmQ7jgnGc9a6Dw63mRbM8Y5A7f410KxYXbt24HcdKzbyz86dYyNuQSGAxUtvYqk4KjpwxIPIrA8QWck90qk7Y9xOMHGB0rJgkEt9KjAkBh37Cuvsyn2AbGyQcHgE1Q8Q6o1lpSxgH98cnjnaO341xCa/fLqEksSK5YgfOhOAOgHoK27TVNWnUM2npyOf3pTNTtLq2Aw0+Mgn+G7pP7X+yXCrqUMtszE48xdwPH94V0HwuP2vxBrVwjZQKgBByOWJ/kK7TXNiWWWztJJ6Z5wK8v8AFcEkmjwTj5i03A6ZArCiZY33GNowVIwzDjNJPYfaG8zbhA314qPyzJdqgXAJAYH07VkXK/I4Kj5emK3/AA/GzRWx253sc4GfWjxUDH5SAnO3PPWuWP3u/NHQ8/pRz6dB2o6cdqM8Z4o9qBnI7Ee3NHX60nfHcUfj+FKM/T8aXBznqM+lJ/nGKD0BzmjtjPfpR3P60AdOpox0H5Ufl3o9elGcgZ/Kl446YpOSfftQp+YYz16V2/hfGzac4rpbcOJCnA3dSDnj1qykbfMAhPPXpU+0lW3ISP72K5TxBGobONoAztPFXfCb75gjDOc4zXXb0Eso67Rnr+QqtIf9LRskbQeDUikxRHzCWDdsVS1yLfbAKpG2Mnp1NcTH5n2hht2SDjjPIrpLAFYBGNxUnHqKj8ewp/ZSlGxgLztzgbua5y68MTWrw3OnzLcNsBZHXaGHp7VYhltEIFys+my9w5yjfRuavGe3SMk6rCYsckSgk1ia/q0U9qsUW+4iHAlMZUfhXofwf0wW3hu4vipBvJjjJz8q8D9c1v8AiucxwxxqcZBOPxFcP4uCwWVjabcEQeYfqxz/ACFecmXdcHkDaeCf89a2dPukjj8jJcyHgKrHn2zWpFp6KQ9w4RmHyg9vwrkr6LykYHGSxyRXReHbbzIbRAN2CCeoxmm+M4jHsIDKDwoPf8K5BgBn6dKTvyM0ds80cjvwaOhHTIPejoOgz6Unt+tL9P0pPbtS/wAqB9T06Ucf/Wpc8ckHj8qaemDTu5P60Y6du9GMnpQPrjNJx7jFJzj+VLke2aX8uaTqfb6UD73XGfUV2/hZvmQcdOmcfzrqIApkaTOcnBGepq8E24VscdyDUsa/J8ucdweK5rxJFi3b5cEg844J9qydBmuEuUMcp6Z5x1rr4H8q1be+WkzuO0cd6khmjaPzHJBCkA571LAxuJu+FIXDc4qt4mu3jtW2hgSOATXO2SvMoIXkjPTFaligluAPNwA397gCm+NGX+xo1GD580cakdwCWP8ASoYnI8pCewBB6EYqeOEStguQjZ+XOOnb0qObSLKNVnWC1znBJjVTn61T1tAujyvuDscKoByK9T8M2H9keGdPsiMGKBQ3+8eT+prN8QI13qaRKcDaijPuST/SuD8danC2pT7csFIjiA9FwP6Guftb+3sUVo44wzZ5Kglj681Jb65JeXdu87sIo5NxVeOOP/r1XvdYaa6muJEbBdtiAcIueB78VjTyfanBClRu6V3+g2YCW4UHKqO/B44z61i+Oh/paqWzxwFPA/A9K4wnseBQDgZAGR3pP6UmBmjr6mj370vXuSaOo7Ck7fTrml6dPxo5o5zgflR0zn86OaO2Tkg9KOOOB+dB6ngZ+lHcAYI7HNGe39KTH59iKAff8KX+dHfPQjrS9GPP412HhOUidQH9zxXZ2kZkbazt8uTwBV9FyN/m9fYGnouW+Y5U9Aec1h+Iow9uw3ZGOy4rlNKbZcxZZgecACun1CcR7kORgcH8Kr2t8qr8xKg8GtiwkaTY6kY9R3rI8a3AjkSMuEyMn2H1qfTIo10lZPMdi42jIxUNiLi3u4pTGGhLESbeSvYYqDxVfDUfFFlYxA+XbJ5jD0J/yKuwWzu3CsRjBIHA9K0FWSC3QMEA6HK4zz7VCFh8z95asqqc5HIH9aRYrTUtUsbJUOZrlCVPPyDLH+VenlQSD6dBXnfjTxAdHmubtP3kyN5cSjsSMV5RLczX135l2CGJ9xn2qa9ljbYsYO1ByCMkU22Mfm7g7KRggkVfdBqDs0TIkwHMZ4Vh1GPes/TrR5r+GB+DIxPA7V6lp9osV35SYwkICgnGOa4/x+oW/GQQdnIxmuHA+lKeoJA/Wk7e1B70HHPagc8deeuKTJHQ0uMnHoaMnBPIo46jJoHPJ+lLjp+lJ3wF49MUD/Jo7dPwozycGl5AHX8TRxjHTHrSc4AyaM8fjmij8TgdKM8+9L7Doa6LwxN/pyjA9Otei2vUEg5I/CrYjOQc7qkgXMh+U5I71m69GxsznJIBzniuKtf3eoL0+hrW1SQkoN3BGBk+3r+NZ0UzLIqb8YAJYdK6fQblsCZ28yNOFyAOawPHDt9ojYMMntnoKtabdD7IiysRsUHBPHNTavPNZaaLiIHlmJUd84x/WsHSNXsIrme9u5sTyHG3B4UdBWzH4q05T+7uHOeuInNTL4rsVYGSYnnjzImXFXLLWbC9mJSZHZhyFOT9an8NEXHxEiVeVt4nb81x/WvTXYIjMeijNeUeK7Od9KfUjCZkF4u8DqABnP61hFbGaNLpHWWMj51HOw/57GqFxpySPJIhzu+6e2KxZYnt5fukFSDn1+lPlmkE0UisVcKOe5xWx4Sg+1+KonxlWzgjoPavSrK2DXlw6gAB9m49selcT8R/LS6ij+Ykgnczf171wHI4zz9aSjPHp7Cjr1/TvRnA/DFBH40meOR9aM9j1ozgdfxpQM9j9aD/APqxTmPyjgEUh69BjtikHbvRz+fXmjnrnNHSjrkn+dGcj396Op9aOOmfwo6k8c0Z680Dsa1NEmEV6jH5gDyDk16nZHfbRMpz8vAJxWiuTyF6cHFSRoQ+0lfXr1qnq8f+jvtP59q4FU2XIPYD1681pajGWEQJbjqS3bFUIYjNdrlflPBLHlvauhsIjA7ur7Sudozx+Vc74hZ59Vjh2E4cZH+frVy0t1ErjOD057NS6/qKQ+FJrdcG4mmVM45AribeMT3GH3MAP7uK7rRRBaWvlCxMRxkn1/Grk1zbzMEFrIQOOD1/SsLXrLTjEZYYJbW5QZ3hgoNdD8HoJp9b1K8lLSLHAqbyc8sfX6LXq1wM28gzjKmuelhRdETIGHlkfBGR1x/IV5P4pu47O/SWzjjjbJD7AAHHvVm2ZbmyWeDGyTqvQqfpVa/04TGNAvztyT7VhXMQEzKv8BKqfpXVfDi1L3c112iHBr0TSYt1rM5II85jyM/jXAfExJEvo25ClOmAOa87bAJHagDJHHWhc5I6dc0dzxyDQPYdaDx+HvScYPf3perfWgE+v5Uds4pO/PFLnGOR+dB4OehoA7etL2z2PH0pMc4NHQ0YPIHH0o4yT2o7HJ/Gl6g0nbJyaT+VKeDkcVZtpfLnjcMRk8+1eo6DcLLZp+9c7ePQVvxFW6O7Y7CpVU5PyHbwemaj1OItaZZQN/QVxU9k4uGOeVHTOK0rm0L2igKpbtg+1VLO0DXKDbnIHb+dbTWpjth5hBLtwwOTXOGzjufE7M6E7DkknAq9JbAyyMBwzgjH8Vc5rNqZbqBbmQxRXFxIC+3PK8dPxqy3hW3ULLaTzQyhckMu4VoQXGuwIERbS7KDghjG3+FPOo+IXwo0+GB/78k4cD3wKoat4enksZLy71KSa46spUbevTFej/DLSk0zwdBIECyXbGZsD8B+g/WunvJPKs5X64XFc14imWy0m3hJ2sI9x57nn+YNeQ67JBLP5RUPL94kHO0Utoy2LIY7pmRsboQ2Vz6+1b8BF6iTFx8ny8YyK5vW1itt+HAcNhRnOa7j4eWrw6FK6RhjJkk+grrvDZaTTmZoOfNfOTyMewrC+JWjG90mO6BKvB13Dgj0NeLSKyyFWPPQ0xST1yc+9OxyMZIpAMEjp3pAOpNL7ZxxQN34ik/Cl6nrz0+lJ25zzSkc5P16UZ25pOgx6dqUdM5/GjjHAGOtHHGKD9DxQMZ/HrSClHA5pf60g60H6fWl78fpTg2NuOQO4r0jwfcmSBlL4AAwD9K7GHIiyGyMf3cCpo8bTlUz14JzSXQDRLxn8awbi2V5JScYGegz6VL5Uf2aJtjbVyDj6VXgjC3AbBbjAAHNW50DS28KZAyAxJyTgVSt7Xbf3Eq4IZDg4weatR2wnwV55GKwPE6RSahpNtAAcSySEZ5UEjr+VaADEp5sqEgYzwSfrU9tbEHzc7lJ+Vc5/wAincWrMSgDdMMuMGobmKa6gNuyoqtmQnbyQoJ4/KvRNBhWDQNPiQYC20f/AKCKs3i77ZlIyCRn8xXjPjXxqb3Vbi3s24jkKbiOOOP6VyunQzTXjyu0bt94l3xuPsa1DF9oZhJdLGxznEgz+VVZ7jVNLbKyCZR0LR5rGnuZr2YyXD5ycjsAa9t8BoF8LWg24yhJ46nnmtjRYPIe4i4DGTeVY8EHp9Kn1yygvdDuoZWlRGjb7vzflivnTUU23LDB4P8AEMYqnjHX1pfxx6UdD7Un1GaXOT0o69KTHBwQeaXoT2PpR1HpQeW4/Sj/ABo9f50cg8cUHr1xzRnk9yaXucmkyeucUY57D3oHrigcY4wTQOG9s9cUHvS59/ypWJ2j5uQCOld14Ecs6Io+cDr3r0IcZ+8SOuDwakjPyMS2T6+lQ3DF4WwxGTwQOlY92yxSyMoGS39KuW2ZLRdu4+oGOtKLcbgShJXlSe1WLayMk8YK4JY8+gxUTRw2lxdZPAU1SjmdNMjSPCvKwC+ozXNT2Zi16C3ky7wRs0rdSNx4rZ+zFiNoQcgAFgKvJHJCgDsoC9ATkVXXDSBpCjk54GCOO1OvLgRW5lHRVZMZzjcpH8yK7zw/Ms/h3TpVOQ1rH/6CKvSp5kTJnG4YzXittYWM0dzp8iLBdJM3mRt8rk7j3PUfSsvUNIjtC8MMo2A4Vd3BPsKdYWi25/0mOMxY+Z8btp/xqDVC6wGS3kZowcFTzn3Fc+jNPdIqcb2Ax+Ne7aSkWnWkNlGreUEABweSevPTrWhpwK6nOyx5bIDNjc1bLb9nylsgf3a+dvGcUUWvTGKZn3ORIGGCGzz+FYB9iCTSZA7ZzQcZ4/KlycHoMUhP4gUn1Ipf5YxSjsOlN64yc0uDx/WjtxgUvf3pOw70dO4o7gdfx60cj15oPc9aO/XJzR2Pf0o64wRzR74GO1B5NGTkEH6VIeUGc4PfHBrsvABzeFS/IHTHH0r0tCwiIDgZ5GPT0ohTJP7zoQOtEyBIZQqAMQeh7VzGqykSbQCPmGPQ1saco+wquOCR3z+NX0hSKQlwzDbnA6UWzL5kRxtJPy881Q1gCKwupzIfmYYBAFc3aX5NxZ5kDDzAzfSsjUfEVtb+KtUuJUZt0wVdvPAGKcfGsAOYoZmPHYL+pqRdd1nVsm0ihtk6b2y5/PpVKe41iEtJ/aXmeWMgMoIJ/Cq83ii9l08wyQCTefmkbPBH/wCqvXfhpevfeB7N3HMbPGD6gMcV1deZeOnWzvJpF2+YWJU7RlT1BB+tc7Y3MWsW3nOwS4Th1yAQf8DViaHMWYozt/iQ9hWFf5t0IB2q3O0AnHFZPh6CKfxBZxSAFPOyQ3GRX0B5UMsMaF2EQ6AH7x7GnQxQrfSGMbiAuOSe3JNXt65CjcwPBwDXz343DjxPe+Zg/vWGccnmudB3Djr60AAnoefQ0cDnOc0dsjr3o46deOKTkdBSjJ4/Pmk9M0oJFGACRkml9+fx7Ug6gZz60e2OfUmlHptpMjOeB+HSgdc4/GjI4J4o6ZHr1o68dj+lHfmk78Uvrg0dct1+tTR5Zdowfeup8CzrHqaDI+Y969Nj24ZgASenParUaheMrGMZ45NNkQlHDP8AOy8ZPtXFatODeopJJz+IArpNPLywIgIxweDkmti4VDbq6ghyOvTP1qFhECjHgKuflFZ2two2g3Eix9jyxOePauKtW82IuoAxHxjAP51xd9L52oTsSSXfPUc4qRNzIrRxAn09K2dODtgyXLIR2TNaF7caesAS2hmlmkOChHGfw5rG1jR9QghW5mjjhEhwsaMcj617x4S0xNI8K6dZp/DCrMfVm+Y/qa2a8e+Jev2k2pTafaoJZ0YpI3ZCBjHua5HRJ7e23LMyAyfcYsARXT20q+Vg7h/dJP8AhWJ4mmjhVE3Hef4Sefw9KyvDbpF4gtZHJC7+SD1r6EtMmzjmKjJ5z/ICmxki+LEZdxgp/Dt/rVs7scbiByADnFeIfFKzWHxK0wG0zLvPHWuI/iI5/Ol7ZozyMcUfQfQ0HgH2oPTn86TAPuM0o68flQeP60ZPFHfk9qOwzmgcE+tA7c0ZOScn2o9c8560ZOOo6c+lJz0z70vUfrSkZGMEHtmkzzknH4UnOO+O1OGQxJqVQQuOoxV7Rbv7HqcMgJZFbBA969k0y4W5tlmjLbWHPOMVoREbgScKR1pLggRMUUZ5PPB6eleb+JXMV4hJBBBwBxXTaDd7rW3HqqqR1z7V0MwaSJkUc46Z68VUaMnTzLFnKjlc9afqDCTRbhG7wEjHevK7e7ZbeNEO0kkE+lV9O0WLVNRm8yQQqmWKIclj6D2rok8Iaaqrvhmc9TukK1cPg7TZFUpZy47/AL9sCr2n6Fp2nSb4rdVkPG4lmb8CaNa046oYbSLBI8x3wc/dRj1/KvRNFmFxoVhMOkltG35qKvV4z4j8JXU3ibVpYpo1b7R56RSpkOr88Ee+R+FYL6XesrRxxAxD70SIH8s+2ece1Uza6lYYWFrpSOgVcjHtms29W4e4H2rzGlIJIcEGmWIP26BVJGZlB9etfSNmF+wxDqyoMbei1G7D7QApK7gVJXg/TmrfoQA2R3ODXlfxcgIuLGXYOUZd3v6V5gfventSdxxQfzpe/UAUdyf6UDtg/wCFHbJoX73TOBQfzJoo+pzRR+vtQPUilPHOMUnsOvbmg+hFB/8Ar0vAA656UnfOCMUdDjNAJ7UoIPTj61JH904GcnnNSjcCqlT976CvX/CmBoELvu5PrmtxHKuCWGV/PNTSAtG65I4OT1zXmnjRCktvn1Oa1PCTie3gXLAA5Pr+FdbI2CpiHLcZFWHtJTbL/DyAduAaZc2i/Z3hJAzHsIz715BqNhNpuoyRELtd/lyc1DYSPb6ykwO071Dr9eK9B+0SBQCgJzxk81oWt4irhAoD4+YAjBpzFVXDzec2fm3HAx7CqssyWqJqUOFe0lBK9AUOQwx9Ca6jwXKG8ORW+cm2dovwzlf/AB0it6uX8d2G/SDqkDeVdWfR+zISAVb1HQ+1edrrFjfKZjKltdpxJG8gU/ge/wBab9qilZSZN4PXPzKawdcih+1xvGN2Tj5XOTms26s3spOVYEfMT0+le6eDtQfVtAh2uVOwbiP4B/jxWnOqQlAgKqrfKCevrn61ZbqFYYYYOCc/rXA/FSEHQBL5ZJR8AH+HPf8ATpXjmMfh+FJ+P1o/DmkGccCjI/KjBHfIpePypB607nkj+VJ079OlGep/nR0/GjJP070DjIJP0NHTFLgbhwePek5wM4oHX7vbvS5PUGkOPr+NGe+DzR1wM49OKX06A1IoIOGz+dWIog91FGMHcQeDXs2jRfZtKhgwflTnHQVogncpGBz6VaQBtyYOT/npXm3jhQBDgZwTUngabcNhKkk55J6V3M7bGj5+4fujvV+4uMQxCHezsw4BGQPeqN0rFpHZ1Hyjjdzn/GsDXrK2vZo5vK+YAbi3rXJ674SubCGTVvNUxK6DaB8xJIFdHHBEwjZh0XJzU95rljolhJwBvyBuHOfTHeuTfUdZ1dna1l+yxDoAOW/3v8KrHxBfWtvNaTFpywKh0bCj2INd74B1ojw/bai/CCT7NdAeg+4/4Zwfb6V6LVbU7dLvSru2kGUlhdD9CCK8L8M+QlvctdQtOYVDFMA4+oNXb7xDpFyieRtRx1VVww9Qar2+mm9ubeclmtg20nurep9jVPxRbBdUkKY5UBgDj616f8N4Gt/C4LjJfaB+Wf610F7lZUO4GOQEN6occMP61IzkxqGxnHORxXHfElQ3hh1IADSDA3A56mvEn4bHNHGf8aXPqO+aQ8jp+tJ/Kl4BGO/Xihs9KMe5zRwO3egjHB60ZwSec+1JjH1pf92jpzjPrSn6ik6H/Jo464o4Hc9eKTrkdKcTkjFIPu+2eKOw55oxjB9OMVJECWGBmuh8K6e2o63H8pMacls16tEVXKg4HapVZAwBOfwPWrsIOT8pA6jJrzz4gL5dsJVAUmXbnH1rP8ETbblVLcFueea9CmKtIj7GwDwMdT9a1Yo1FlHJ8qsMvgnnFYNxcSrNK64IlbjJ4NU5pCYzG27O/HPOPpVfxddSWvh15ZkLJKY1YLjIIbIPP41ycnjANHiO3myv3d6jFZRlS9uRNdu0rHqNuNvsPSukmEaaQu1hDCCSQvG7pWPBotx4gDPb7La1jJCk9XxXb+AUWysZ/D98myQuzr6Sqe6+uO4613GkXjRP/Zd2372MZgk7TRj0PqOhH41r1514r8Iw6LFPq2lbYYJMCeFhlEyeoz0Ge3btXnTaH9puGlMyo2eAjDbn1roIftOi+H45Zo2dZNyE45XB6/ka5bUrt9QujMT8x684/GvW/hveedoYt2dSyc5DZrpb7esRYBT68cmgR/uFVSenUNXO+K7YXGm3AYDMkWzcByvOQR/I+xrwWRSJCNuCDg4pD7Ud8LxScetLx0HfuaPrQff1o9OlIegOKXPGaOh5H60Y9Dz7dqM88jjNLj0H4Ug4PqKO5BHJoznkkCjn6HPejpwO9HYAA8e9HTqOPQ0vr/Km5GeetTxjBY5PT8+K9G8E2gg06NwpDSAk5FddCwRFyc56nbzUwYghhjnqfb0q1bFQQF6ZHOeK4f4koVsOeomBrnvB8jLPwVJ64A7V6IspknwwyF+bg5rTa/RLY+eu0lT2xjise4vUSAmAq8gAGCPQ1CESSPzXwvfk9TVfxDt1Lw3LBkMxG7jnkc5ry2yhHmurD50PRj0qdFEdz8yly5+4F6n+tdLZ6Je6iqvqBMNuv/LNfvt9fSt+ENAgjtYAsaDaFB6VYg8xgryZXYRgqM4PYg9j9K2pbuSa2R7iZZAhGC4KPn1DDuPWreneJmimS3vsujjCSHG9fqB94e4/KuhdbbULR428u4t5lKsMhlcHrXk2seCrfw14it7qOMNpjzKGLnPlZ6Z/2f5V0mqW8F9os9kx2yqTLCx4II6ivJ9Ts5Le5DtGVL8njA966P4deIBpXiGOCVsQ3I8sk9Aexr2O9QNAygjjkDOc05F32qFjklf4RWRrEQkspt4GURiMnHOK+er6IRXkiKDgMe+arHoOefSlByR0+lHU9D+dGT1z+tBGOhzRyCD+tJ0yMfnS49qPzPHSg8Ucg9uaOBjnI9BQASOATS4OB/Kk9c8c96B/+uj+fWj/AD0o7emOnNGcE44FHJ4yCTQD9cH1NSxguQv94gZr1zSIhb6PAgC4AGee1a0W0jhXH15yam534JXaO3Jq3asNwYgc9AOtcd8T026Y3oZAa5Xwd81xGoONxx9MdK9Fs2Hm7mAYnhuOlXLpmCMhUOjHK7v4c9qxEKys4WIZJK7h6dKsXMf+jJuyAgxhep+tY95eC02RGPavO7cetcdqelJDqMbowjs7hs7z0jPoa6PS9P0zTyfszWryOMb/ALQrN+vT8K24jLtVYsgA8sE6/iKnKeYwTbuI4wDkj86jdGtlO0/Kpzznn86xdQ125aT7NYwrK8Z+ZpGwiHsD/ePtV3wpbTSCWbUn8yWWXG8E5yPT0wfSuyNtGq+ZlUl4Anj+XefcDo386WbTmuYWt7k/a7KYFWwMN9SD3rmbtLnQ0FhftvjP/HnfY+WUdlc9nA4Oeorhr0GeRlKkMXIQN1Q+lZKFredGzyr8e3PrX0B4evF1bw9azk7vNjw5J5JHFX7R98A3Mdwyp+v/ANeoJUYRsGVJC+QQTlVHpj+tfO/iKEwa3dRkBWSQjAGBWWc59vpQOntR0JBP40YGD19KXbg8A4xSHGfQ0Hp1Gc0DGewBHFA7j+Xeg49MfWjFA9cY+lHH4Cjk445x3o657n6UdR09qO1GRz09qPfFB/P8KT+ftThkcip7JPMvY1x/FjHpXrlqEW24UArjJ9qvRMCowcn+EDnNTo58z52cgngYAAq5bsRyTzv2jtXLfFDLaUD0O4E1xfg5v9NSM5OXHGfWvULdP9MRSgGOvqSD0pL8MkTu2BjhsjkZrLtiqIiCUZGcZzzWuIMR/Pk5Xk7elc9qdvJIhJ2naOQRkn86ySzQlFWU4/uHmpxc2s0ZF1Y2c47BoFyfxHNW0sdBVd7aWsDHvBcyRfpS+WD8tjrFxEvaO52zJ/3196o7mLWhbOBZwXSnpJbTkn67TWDogntdQMF7cxWgHVnU5bJ7ZGAfc13cdv5EkcqH93tyjIoKn6EVZkkZEZ924MecjA9gRVyy1GWJQy4faP4XyQPx61cu5rLUtHlW6hVreUbZk4bZnowryPV9Om0vUJLKckvGQVY/xr/CfcdOaz9atVhVZlUosgB49+v616T8JtSN3oF1p5bL20m5c+h/+uK7W3ymoTwnGGVXA/n+tLOhY5GBnqM8V8/+PIvJ8U3vGMyk8/4Vzfv6UuBjt+dIT1o9x3peOMgfhR3o7Z7dKOeuKU49yaaMj/PNL+nel746+4pPcHPtRzjrR9OKDnp+goo56deKPXvSdRjmlGckYpT2H8quaON2pQknjcMZ7816xanCD3HFXo96IDuwP7xHT0pwkUNlpU3+1Wo35YjkYDc8VznxKIfR125JKjOa4fwgQNVhGeC4JGeteqyqUu3feFYHAx3/AMKNRw+n5dj5jH5cDpj1+tU7GPeEzEuRzwOK3bwL9lCcjJ+YZ6+1ZDW8fmlGQjcOg5/nWLfaVIH3RnPPU8YqGCxPmDK7ST1zzViTSrhhkDcuMken/wBeq7aZK43eUSQOPl6VA7zW67R5iMD1BIqRNcm8kxXcSXMfpIoJNaGn2VtKsT6TcSWTgguiYxjH9w8N25+tPmu7mxYRaptCk4SdARET790P14qyHji5HQjcpB/zkVDpury3WoSppsCTrB8txK5wr5/gx3+varPiTw6de0ULbAm5gUyWbH7zKPvRH3B4rhroC/8ACx3jFxaPhhjqp459wRWl8I7023iia0J4uYDx7g5/xr16ZSt7BIAfmyjY+mR/Kp3TcQcDgV4J8ToRH4rusA9ecD2FcbyVP86XPtjjpSe/Wjp/Wj070H72eo+lGCPY9/ejv0z7+lL3/rSY9B6jpR0HPQ0pHUk570mcnB/M0dMHuKMZOMdueMUckZ68UY46f/Xo4z749KTH60HoBj9aUfeIPY9qD93H86v6Nj7dGM7fmABUV6nbEMileQF4yea0FlREG4knuBzTm6E7QfYmnxSZIZscqQAB6Vz3xFkzokWOvA/SuF8NP5WuWpUAE9D6GvWrmQBo/MPOMgepqHULtPs4B+fvtxiks2cRBlG3swIJx6VpOCyKPM3DHOO1VCuWyqOzsBkk5qK8G5Ay4CscYFUlbEuSASOOTmtW2ibzMOxxjrtrSBVELNgKDwCKydX0eO4V5Yyfm5x3rjDZtE5jdMnJ5xz9K2dIsXaWMJHudj24Ars59EYWu59rrtw0bDIb6iuWvtBmhik/s1mWF8iS0Zvl9yjfwH9Kn8OtZ2UDWlorQPH963lXDg+pz1B9RW/p0hjvtm8CO5O5Qf4JgOo+o/rXK+PNGTT9TTVLdNlrqeYbtOySdm/Pr7iuJ8KXJ0vxhYzOduy42P8AQnB/ma9+ul3Ip/uuDU9eFfFRNviedvvBx19CAOK4QDj8euKXvyePpSdjnOKXoetIO309KOMc0vHTP5ik7DvR/SkOOxpcYGAf/r0ucHPT1pCM/wD1hR3IIpOvHelHrxS47Hr70nbOetA5z0oPHQY57UH15oA5GM89MdauaYxW+hI6bx3r1S2I3j5PvDg9OKv7mAxsxjvuqU5CYKscjkk0QGXzBna3HJUjiua+ILk6UiZ/jAFcNov/ACFbMj/nqBx9a9Z1Bi0sPAZPXd0NVbyQM42jDbuQalSZluVdZcKTjHXtV8SBEGAxJOPr9KjVgLs/NsA4HbFU7wuEYsduThV6ZFVbecSXW4DDAY6YFbkMqskfVmY8sQSParay+a+wkAnp2B+nb86mQ/IQy4GcZJqjfabaSux8vPuOBUegBba6VmUB265OMV1ssqTQFVy25e3asi5lAhBKbNvGOmeayb7T5NVhje0uFt5rVi74QMW9MZ6D/GjS9QOqWqmQeUx7f3HU+vsa1b22j8SaJd2EwCzqOh7OOh+hrw6dZILiOYgq4k+bPZlOD/KvokSfadOWUN/rIwwP1GasAgjI5FeEfEphJ4ovWBJwxB4xggAfjXEeh7mm8E8cUv8AkUZHvx3FHr/hRnPXk0dcjj+tJ3yPpS9ORR16npRmjPAz7UceuBQQM/1IoP69KODRnrzjjmjtwP1pec5HHoKTA7cmkPTNOH3sk+1TWzbLhG6kEc16nYSeZHDKr9U7/MK1VY+WS07EntjFO+Tywzt+eTn8KZbFOWUE5OSGGK5n4gMfs0MeMfMCQRgiuN0Ug6vb4yP3gIBr1e4lyUJ2k8EZHSobe3aa4kTcvHIJODioTCY7hUkVAOuSck+9bscMTwxsrYY8selRPZgGUM5AU9G71lajCyIc55GBkdBWJBI0UwDkEE+nSuwsriOe3jBwE6DBwc1YkljJZEGSD1JoQsgIYyKvYN3FT5DfKxyT1yvAqNitu+6IcYAwT/Wo/wC1iszD5l4wOefwpYZDPI7PLndyAVPNQO72V2swY7mwDjsfes+8uINF1R5isjQXZE8SxxlzzwwwPcfrW3aXJgkt9QX5V8xYpFzn925ABPpgkH864Tx/oh0vV5TtxBdMZoWxxu7r9ev6V6d4TuPtvhLS5ieWtkB/AY/pWpGxck5+VSVHuRwTXz54tuDdavqEzHlpnP05NctnrQOSemfSjuCRik68dfwo/Pr0pfqO/WjPPPNIDycUuO360Zyc+vIFID+lO5B5OaMnHXmj3z174o7gnkZ70mfxo6eo9s0Z57H6Uexyce1GRijp/hmkHbjPrUsZy319q9H8PziTRoWJGVz1/SuhVgVJCn14PWpVdgvCrk/dpkTMWdfMGfpXIfERlYwAYwRnOc5rktFy2r2wB2jzADxXqNzM0FyqEcDgg+lWbOyuEnE0aeYshySRx+Fb1vouU8yVNhIJGQMioz5fmbNw2A+lMmiTGVJbd93P1rO1K280kbgh6DkE/SsaaBNxQKDjGMCpbeSO3CrICS3CgcYrbgtllQbcgAfL3AqwN0RVFJYA85HQU4sPN+UfdHXpn296VCJhy2xieBjArNnkSDekgO4nOf8A69T2F0u7zFXI6k4zTr9xIkmIyGA3AfTnOKzYrmPWdOa2ikMd3bN50Dj1HUe4PcVatdQfULF4tgjkiQ+YFPRhyPryBWn4202PWvDDI/EnDRsP4X7f4VH8Mbs3PguCM9beV4iPTnP/ALNXQXVx9j0a4uG42Ru/8zXz1qjCRZpM5d8lm/DgVg9v/r0oyP8A9dBHUenpRnPPX1ox+dH05460ZIwQenvSe/60o55o+vX2oHXJ4xRknnrntR0xn9aXuRx6gmkHtx+PWgcjApepwetJyfcfWlwcegzRk5znNIOOf60nUk5qZAC5Uk9D1712Xgq5aSNrboFAIJOf0rr4nbkZXntjmrMZyucp+XSmJ8s5BYMByMDp9a4nx9KHmiAPTnOK57w+C2sQ9MGQGvTYY0u/EMaysDHGM4AzXaG9s7JU3YCYyi8c1Bd6+uGEIGABwVyfeucOpSSXbRIgJJzkHA/GrMU9xNO0az7egOAKY1vEm4O5LZ5JP0qHyYll3BgxH3STUb26Bg6nL9yBnH409NSaByjMq9845P1HetFbuN8Msi7epOcHpTZ7tAGKyAMBnjJH5+tZ1vdC6l3MX4+6BnFLfRJIitkrk5O81oWEcaQfutoU4yfWqVzd7r6RUJAhjzljmuU06+a21EXSEqBJkY7c9K6a2dYvE0trEAsUsQbaO27J/wDZv0rc1y/WLwoLgHPllVkAP3WBGf61j/DK58u21+2B4guPMUf7y/8A1q3/ABhc+R4KnJPMkar7814fqGTpwbk5J64/SsPFHY8UZ6HigHpnNLxtPegnnvQBnp0/lR945xnijg9ACaDwB/jSf54pccD1PHSjHTpx60o7n0pB0PI+hpOuOecU7J6jt3oPrScA9B+PNHfH6Udh3pRgHHUAU+Pg84H16V2PguBlinuiECldoJrrLdzk/IG54wOKuDlVwitk9d1NJxKxA2j+6ec1wXi9jPekAkbeM96zfC8Jk1mM9Ap3HPHSvQrMO1+ZVLbh/s9KtX9ztlgTO9scgDdg59aieV2DMRgk9OR+dVgXFw0gYY6HHUVp27lEDEiPc2DxnPFPnCFSZLlCSMEKc1Se6sY2BD9up7GopL60xtW4THrmqUs0LYJniKA8nd3qOa7TaGjmIXoCeATRHcyPH8r5UdB6VLFci2253ADjGcZq7e3++2Xy7eTLdGKEVYh1JYLILg+ay+mKyrm+Wyt5cjfPMP3nP3R6VzlpICrsN2M45rq45J28QWrwhGaSyj5fOOPpWpqzmXRdUt2O5i6ZwONwXn+lYngG4ktNa1OGRHQX0AcEjHQ4/rXQ/EG5/wCKZtockFin8q8r1dSLFWzwRkDP+fSueAwfWlIOOTx60dBkDBFHrjoKOp7Hik/iPUj8qOnf8BS59Mmk7Y4/GjjI9OlOHoACfWjr/wDWoI7EfQ0mcjA/OjGO36UYx0+go7Hn8aPQYz9KT1Apff8AWjOOnX2oGM4znNSKpLhAuTnAr0zTLVbLRYoQy5CYI96uQ7hjYcjPPGKuJKHGC2eaSRsSEjIDHHXtiuB8RlXvZjyCrcEg81Y8M2Yt45rlh3Cj15rorjURpqKhfDuOnUgUts8l4IiA4zxnrmrD6fezSEJuZuwJ6GhvC2qySeYZAnbA6H6+laFr4J1h05v1VcngVeh+HUbDN3fyyMeuDgVP/wAK50Ythw7nvukNJN8P9HMLQQqyPjhgxyK5fV/hteQQme0l8xkGcZzn2rkftZ2/ZLjMDJlfmHQ/0rQs5d8YBR3Pbb0rfsNCubtxPMpiC4IUtjA9eavapLp+k2/nGaOaXGI0YFsn1+lcwutMpZ5AzTSf8tOBtHoBWPqOp7zsjJ56knvT4nK6eWVge5FdnowD6xYM3Hl2fzZ9O1Wp8nRrm7UF/tV4SgU8ldwAx+ANYum373Pi6SaGF44re3EWGxnLHitjxu5K2kIJJTrjoeAK4HX02WaLkEg+vb29q5bjOD09KcR33A+3pSHr0x7UDGemaXBBzSfhR645/Cgnv/OjvkDr3o5wf0o69vejPcHHpQemOKOnpmgYzR0BPel6HIx7+9JjgfligenQD9aMHpnjPpSnJ6c98UijkDgccnpV/SYvP1a2jwcM4zXpMZLxPGGPHPrj/CpxIcEBvzFSI5w2cHA4wKJSxRWAIOMCuG1WQNqM8Q5PmYAznrXR21otnpFrG/DOd7Z/lVjQtIj17XJbqY5gg4AB6mvQLHTLGCPf5Y2qMKO4pYzCHLI3APykAHNWZpBCmM57kDFPtrlDtBZf5VP9pj4UlskdcUyS5GMjAJ6EjmkjlXpgZ7nGasfIRgd+1cD4/wBLsILiwvPssTGW42TjH3xjvWLHdabo0DXc1uRKzN5ERXG0ZwCa5+XxNdXV0UYtsckkL1P4UzUbxZgqxrIZSOfM/hHoBWPdaikKeXFtkYnBcjOKoLKwZc/MDzn/AArahcNbGMH5nIUDPfNdTazhru4lQ4VI/JTvnHX+VOTxPDa+HLJEK7oxIpPXBAP+J/OrPh20NtpNvPMmLi6uFmlz1GScD8BVrxI/nXCHHGPTp/8AXrivEq4sgTyQRnP8/wD61ciAfu596M+nej0xSfhS8EfqKO2KMj1/Wkx270vOe/FJ1GMD6+lL1Oepo/E4o+uAMelJ3/wpc9hS/wAuuDSd/TFJjIGRml5P/wBej0OMGjt1wKXgH2+ta3hpPM1jOP8AVoW+ldtZSAlpM4U88npV4MOFPBAH4U6BwkoDFun4Uk0wS1JPCg5bjrXGJFu8RbZed8iufxrqvEM4tbJJ2OdinA9a1PAEfkeHY52Zg8zFyQOcZrrAqMwzKG3Ed+OT/OldoINwGCenA6f4VKZISd3OCP4hTFeNIyrFtytwFFSCVvLJwcnpkj+VQy3AYj5+ARnnrSG8EbgA4BHQVo2szSoCcqPcc1wHjzWI5rqKFGDRRNjg56DJ+vpXnmq38l7eHGSF4UE8VGsggjLoTHnrJ3PsB6VSuNSfYYoCQDwWPU1R5zuJx6ipFOEOSfUYPetvQlNzcW5b+F/5DOa3NG8OQXVo0tzc3JVmbKibap59BTYdItpdVttMhjIgUfaJOckKT6++BXXyygmI5Cqz8LjsKztQk33G4n1wce1ct4lX/QFG0AA5JVv6GuPAGTwOtJ2HbFByByaB14x0pck8Y60hOTk0H8h70DOMUdB2opf096O2c8UnTnFHse/oaXgD60cdc8UnQ9PzpMAY+tGMn68UD8jTu2T60jcngj3OM1ueFVxeTt1xF1/GutsXQAI3UjJxzV0SqZG2Njdzj3pwfMwwcMVI4qtNIZi0A+6pBb3IrntQbyvF6gdwnb2rb8WQmXRH65jIbpiug8POG8M2Ji+6IlH4962rS9Zjl/LVVOOTzjmp47tJC28Fto5O7vmomuWuH8pUIJ6HPT8acJCpLFzuz2GQwqRpwx+bcdo/vVBLLtG8AqOOG6+1RGbzWGSdoPJIzxWdrHi2O1he1tH2jGHlzn8BXnWp6kdQcDGEziNc859TWXI6ozKCCAOSc81TmlkMp3D5W4C+1NRTIThRgYzmhbaYyD5eevPAFPhtnmPzEYJ/E/hXT6fHHpqKFXdcSDYFBGEHfnpn1rWivooNAW3DgTSsynnoSef0q3opEP2q8CEyXTAIMdI14X8OpqeWXN1EqtkRA9fWoLqQsW8wAkDgY6iuc8TbTan5RxjHy+1cjn1P1NISQD6HrRxzxQOme/Sjv/KgewpPxNGcHmlznrRkntigZ68jjA7UdRz6d6Px6Ud/60dutHXvwOgo9aO/TPp9aTqcnrR6dQaVjz8o+lBHJH51veF/9dcgYGUXv711Vu5V8jOGGMeo/pUqMGyrZXOO4/SpY3JzjOWG3J/hFIqCN92Pl6gZ6nNc7fxGbxtAoBILRg11V8ouWlt2GUlUr046Uzwbf/Z7aTSJ8ebA5ADHAZc11qQqoZ2dSrL2H9aeYonGQGWMnoKqyQeRIWb5lboGq6ANihuCAB9Rj1qPaUwgbcMdeOv0qrNGzsUGc54xzVLVLxNHh27lNzL0T+prznWb4T3ZCnO1ssw/iPfiszewDP8AKzNxgHAwKqTy5+UsWye3So25UL1Y84pYiEbB6HuRV0sZdisM8cRD+Zq3A4hBkBAYfxHoPp/jW1Y6LaahbrPcBZDJwrJIQAP8ajTQI7bUVEUzGLqVY5K49/eugjlxhEQKoUAVGtwjXTnzB8gwvFVpptzHksevXgVgeIW3Wo5+76Dn61y/sOfbpSc4yBjFB6454HFH6UZPrkmjjjP4Zo7470fj1o6Y6k0Y4Hb60H3OfpRjuRnPNLzkYPb0pOoOKTilHUZFAJPejjGfTtR2oxnODmgjB9aUYB6Z4/Ktjw4+y9cEfwYx6muqjO0HnPHQcmp0GUUkYJHO2pFPzYC9eMmgyENFxxgEisG6uY7PxUb6blICoI7sducVasddv5JHng0u3dJGyd8p3HHT6U6+uYtSu4p7bOnanGf9XI3yyH2boa6/R/E9jdRfYdRkSwvwMMs3CsfUeldA4dYBhRKvqj8Y/DrSQrHOcNlY0HzM3Jq4I0OWjUb8Y3ZxgVi3+u6DaSlZtXhVh1SNt2PyrB1P4g6Vao66buuJugkYYA+grj5dTu795ruZ8sDkkt+lYsjgy5698EjNQ3EnyCMAqxHzZ7VUOOeMipEimmOApyBw3pV2C06gYL9S56LV+CykYrbw7V8w4ZjyTW1Z6fBYWcgmZFMn33Y8EVUt7YJPKLGVhbtyDggbvUf41pW8Bto8ljIzc8nJP1PepZHYLtP3mH8PFRrIqpgqCemB2qvLIGQfdBHTb6/1rD1x91uFIBXHqM/Wuez1yMUeg6ij1Geh7d6Og9qM9KPYDIoOTnnrzRn2P+FGevA/GjOB6gDvSn68dqMY+tGMn/Gk744FGe/T8aT8MUv5YoP0xxmjnrn8u9HH4UvJwAv60gGGwfxrQ0d/Lv1J43qR+PX+ldcHGwuWxu4HvU8ecNuPGOQen4VJECrH5l24Hy5/rUmVdg2QCvGCf1rlPEtvIdQklYEJKysD7gYxS6TqwSMRu6QlG+U+o9/Sty+mt7iOJ54VIxhuM1FHcyREI8a31svSOfkhf9l/6GrlsttcmT+y725tJhyIVk8t09sHhh9Ku2+peKraERjU1Zh086FWYnuB6+tQatN4nubZxd3paEdUR/L3jGeg7VyFxbRSTDy4yIyBjJGS3t7VNNp6xOIovmZhkkHNNvmSJBbRDG3qR1JrOU+ZIvIJ689ahuVaOQ7gDk9+9S2ti1w+9jsTqOKsgA7o4/kiUfO+OvsKFEkpEUGERfmJ6/8A6zWjaWb+asjyHK8r9fWtFLPzDukaSRu7Oe3sKty7YkATIjHGO9J5oEa449qimbB3ckY47c1C8u4AupOT3HJqu0o25K7ecZPpisjV2zFkAE8ZOKxPTOPzpeCT0o4x07UDp15pOM9enrSnOOR/jR7nrjpR2HNHGfSgdqOc5zil9OaTI/GlHTIPbmk68d6D1OeT9KOmKQevr1FLyR7ZpQOeBwKTjHsaCMHHqas20nlSxyc/Ke3b1rr4pFMagsCuM5ParMZJdc5PBxz71NG7LtO7PoDSs5Drxkd8HtUdzDBc2zxyASK45zXIX+nS6c7KwZopOBIDx9D71NYao9uFgn3SRe3JA9xW1sDQfaoZAR0+VuB+FNuY7edFSRmWXPylAQVPsalTXb/SwsV6DeW6D5ZMfPH6c9//AK9Gu+KHuNKtba0ify1QRCVzkBR24/rWBHJJKofBCxjg9zRDNLPd+Y7FNw6bvQ1HfTfvVjU7s8g55NPtkD3G4Ak9CcVJLbmQgNhwDlcDrSSlY8QqcKP89KguJQJBHu2opx0zn3rTsbULEUBxxkHua1LeJPJxli2DnJzUuWAUMx4PA6dqbPJvAUsMnvUfmZVcc54x3qB5M8cnDY65qCeXcBgkEcEEmomcA5Knj8DWZqjbkHJJB/AVlcYGM+vWlOcknk/Wk7+30pe2T+HvRkBjupB1HORnrQPUinEH/IpMfpzRwegH50fh19qPbJ+tHU/Skzjn+dKevPPf6UE5PGPpR0IIH0o/n9aMjjGKO3Wl7e3bihcH6YqQAiNuB7V0uk3PnWaqFG5Rtbnrir8THaGPAHGM9TVhJAE2g5PbA5FOkO8DB6AYB+vepARwjglSvHGRRNEhg2yAPH0YMM8Vjz+GEm/e6dcCLPJjbn8qy5bXUbRWDW0qOeCRyG/CnXGtSsxEkXI4AyR/+qmnW5REY1iVQ38Snd/OqMc9xudQ4xIOU4IP1FXzeeXGqlVDsmG46e1Q2Y3eYSAc9sdahmBNxyuT6ZxVqyaH5jyWHXnFWxIqqXcEA/dHUmqMsmx/M3KGJz83NQQIZJAzHqcnI45rprZcWjNE7AdNuKdAxMQDZ+U9h1pzuCwZCdvqf8KrmUZ3Nw2Ojd6YJV2jLYPt3pjTAlyRx7DvVZ5fMYg8qAO+Kh35y2OOcbuTVC/cHnbjnGBVDt/9ejuPrR6479aOn/1hRzj09aM8+ho9h3pfqKMY/wDr0Hn8OmKM49vWjnGc47UevQD2pOMYz+dKM56de9DZ+o75pcDPtScYGMH2o5B65zR09sD0oPrnmjIwD+nrUxx5fzc5PXNXdLu/sl4Qx+Rxt5/St6NgFHBPuOpqzFIcbdwI9zyfans+0q6k4PGAeTVh1VoowpbBGWDHmo1uHYNEcEYwwx0qQMgtyRuUr1xxj+tLbNJKUc7FXjad2TVudLUDDWgZiuc4zzXPajZXyM80EEO2RuIwFOD+Iqg6yQjF3GsZB4DRgHPttrKuGkaYl0ZSTxgZH596t2C+TKfNUlCeG7D3qG4jHmMf4VOKbH2x8i54HanrPtyS+WB4AP8AWoLiQn+8cZq1aRrlSZApxyDXQwIotGDg9Mj1NIjb7X7uCDjYxz/OmPPkhcAdDioWbHAUlgSRzUJbkjJHPQDNMeQbc5b64qr5hyckHPQCmFjuyOg/hNUbt90markfl3pOg46Zpe/B4H86O+d3UfnSYz14o7Z7/Wl7gUZHbtSn0FJ7DmjHpnPajA9OnU5oxz2/Oj6c+1GB0Hel6c5IzxRx+PejH5elJzgUdvSg5xS855Jx37VKQPLAz75NIx+UHr8vPrWvpWoeagt5XIkX7jdz7VrRsQ2QRxzwelSCTMajdhjx14FWt42ruXIOB83akKoCOcn+dPuItsCyKzDeNuEwT/8AXqaAfZAgVkJONysavSFZEUEEDquDjB/nUToqYXfu34wAcGszXLSMqzsjdemQR09awreZGtWGAMe+DVf768cMD7fpVOWXMrAswAOfxqRCGdS+ZMYPTGKWWNSjlTggd6rOQp5DHpzzip0PzgBhkH0roIZCibQOgAOBz61C8xXeGYDuOPvVWNyV2lkwD6dP/r1J52UxyDn7xFQ7wFbBY9sVHM+1QMH6YqAON3Xr61G5BGOvqM9aqXBy+R27DtUQ9OB70mRj1z14pfugY44o6gDPFA7fLz/OjjOMj3o5/Ggn/Io7Y5IPajsKOnPalbgnoMelJ3xigHIxx1o9iBijuTxS56DP6UnXpSHFL1OTg/jR1J9+1OA+bOOnvUuR5R69MjNNVh5ZGdp7ZNRsNrblbBHI+tbOn6sWcRTn5jjk9D9a1RJv5Xkg9e2KsMx5GAD1JHb3omuAXTO3hcnA71aS6L20aHAKv39DUc7yRTyNFwAAB3H4+tWGkfy1JlVWI+Zc8jPpTBuSZ2VivpUkhMyYcKVAwc4GfrXO6rZPazmWJfLVu2ODWUZg67ed5xjmond52IIHHoOv40RyGM7NuCehBzxU+/dGF2k89wOKryDk5yAMdTjFKn7thyDjv1H1rahmaaDAb5hg8elMllVWJlySQMf41XLCSQAEt3yeM09iUGVGD14GaR5NwGQAT1I5NVp5PXOB3NQiTKjPTHOc0F2IyO3OfaqkhLN06Unr0pOO1L3HQ0YOOuPwo7Z9+aM8e1Hf8KT26fjSjH4e1A55Pejp/wDqoI78ZoxgUdTS5weeD2pMkA9PxoHOMUeuO9B46YpAAc0v59KUYL8Ae1SrkqwPHy0zocg59j3pGOTk/gKTLDnBBzVy1v7i3Xglhxwef8//AF624tSimi3N+7ZgM59aWOcTSqwOQM5qaY5wTnOMEE0RXEvmGNSW5HTpirVviS43u5UgEc1aOSWIyGI+U9OakjDMu11YEj5mIGKrXdpvtyrMAMYGK5C5s5YpCoXd2xmmeSyjByCO/WkO4Dadqg9Rjmo94B6nB9BzSF2L7eoHQVcSHMYO1hzzg9qdNCIosJKwOckjgVWmkd44w6/dPXNWbZypDbsAjp/jU7MuFySAOhFRSMNvOAfYVTZy4yVyRxyelJkbM4yfTpxTCdy8ZHoM1CSck/zpO3QUo5PH4Uc5x70cjHJ6flR3BJ5pO/8AWgdKXJ7Cv//Z]]></Media> </Medias> </Item> </Provider>
53.369 characters