<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20191120</CreaDate>
<CreaTime>12474300</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs/>
<idPurp/>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>HamlinFSA2014</resTitle>
</idCitation>
<searchKeys>
<keyword/>
</searchKeys>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACFAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiqmqyNFo99IknlOlvIyyD+EhTz+FAFuivnGbxj4gjYj/hIrxlLAeYHIB6dP8ODWrZ+LNaa48q/1u7jtiu4SROxfg4x7Z/wNQ5pEqVz3mivmvUdRJvJDY6lqIRMcPcyfezyevpio49TuGkkP227woJ/4+ZAD+Ro59L2E5pOx9MUV8yjUtWe+UHW7r72QTcMoIz6k9a1H8T3kjNM2pTo5GMLMcr+Gfek6lugnOyvY+hqK+XjdziQTC7uHZ+TtYjjn3/z6VKi6k1mbwTv9nLhGO75lPbIz3x2o5xqbfQ+k21GxR2R7y3VlOCDKoIP50n9p6f/AM/1t/39X/GvmRAZHLNLIT95mHJ/E/Wm29q8rb1ZgDkAE96bmkLnPpiTXNIhfZLqtijdcNcID/Omf8JDon/QY0//AMCU/wAa+ff7OudTZftJzPtIGQcnHT9M1g7NkLuy5GdoH6g0o1ExubXQ+oxrmkkZGqWRHr9oT/Gj+3NJwT/allx1/wBIT/GvmBGUpGVbZ229s9zQnKHf8oJxub8afOT7R9j6cPiLRF37tY08bPvZuUGP1oi8RaJPjydY0+TPTZdIc/ka+bBZ3EAhd4mijYbR84Pc9qckSx2UJhuJPtLy7Gj3EADJ7j6DvU+07FKbvqj6EvfG3hrT7pra51e3WZQCVXL4z7qCKhX4geFXlES6xCXPQbH/AMK+eb+KRNTeJo/KkQ/NhiQQDweST0xVe3mEzBGQYDgI2MY9qpSbVyXNpn0ldeOPDtlL5U+o7XxuwIJGwPwX3FUz8TvB4JH9scj/AKdpv/iK8Rlur6e5hsbsqZA4D5GOp659gf0qbxBpVjYW8VzasrGSXJCvuA44H6Vn7Vp2Zd27tHutj428O6lPbwWmoiSW4bbGnlSAk++V4/Gugr518C3O/wAbaQI4PL3y/vCMEYAOO2R2719FVrBtrUadwoooqhhVDWwW0DUQOptZR/46av1R1okaDqJBwRbSc/8AATQB8yx3EsUEiMSS4IORx07D8uauulms26ykneB4yGMnDB9w4HHuKrxTojFpkjPzDG4ZXAxwcdqimuBKJmKpHgECOMbc89e/NYNXZgnpqOiSO1nX7TGwjI5CkbtvP60SNCWDQny2boc9skenFNsihDebI67ckbSc5A49akhWGSVjJJvznk5GPqfwoESXunyx3IG6N3kO9FB3E5OOnXrWlqOjLp8IubosWkc/uVUuUUc53ZGMcdvxrHmOZgNwZUJUOvHGc/1qEOxDSCTaxz2/XgUrPuWml0NAWEsujy6lbnMCSBGU5DFvXjsM1F9qM0JQyCHbtGyGPYD/ALRAAH9ar3KRIgjW53R7jhQxILevPf8ApinmWJZZN5dVxyoXG7noD2z600gbS2LEUszEiKMBHUIQiHGAc85zU9oz3Fo6hVEqLheQGLFiSwHsOD+FZ9vOYZ/3e9UwQWxyR/nmrKyWsLLLCZWZAegHOScZOfQipaFc0WMoVWM5DrFtUhyATkfMMe2R+NVGiSC3cTRI3O4KQcD2x+lJLKl9qDoZVig2L8qc47YH40+WzVIARIkS7sLKxyQCOnJHXBqbJW1Hq3oZsKA3QdYAAX4XsM9+aZdYVDsIKueGDAAjvx+VPtGY3ZdCZFU5JxjA/wDrVB+72YYPtXkc55zWi3M15mpYXnnRBZGEjoMHPH5n8qrR3r29y8gRVdQVYHp1+lM05otr5BRtgVRjO7J5P16U5oYFlZZiwZhkkdzx/wDXqbJSZbbsmVbi9muL7z2fe7KFO7BPGMdvYUWxZoZYgFZiA4P4ii6d5l84IFQOBn35pDE1lEkiM3zgrIc9s8AflV6WsZve5px3xhxHuTcygOcZ9+KpfZUWQRuA0nPy84A+uaRIwFt5FZAXJVuuRkkflirAlJgW1uAIxESocLymev6ms2rbBq1qbfgVlh8a6VbiPB80Nv7sCO/NfRFfOvhNYrTxjoc0av5f2iOM56sWIXPXplq+iq2p7G8NgooorQsKiurdLu0mtpMhJo2jbHXBGDUtFAHzBfQxrFEirI8gGcbuOo9vaqnkM7xxvkI4J2huwHTJpBOW8pZHBwTgliBg464pZwi7ihyAO/P5dPb/AOvWGxzjl22k2wtujYspCcnH+OPbrSvKJXlCxoFQHucnn3PX/Ckitri4hleIEOv3lUEnHr9M/wBKBDcRW4aaU7ZQQFOfmGQen1o0Boktr2awlW4gaLeSw2sCcfhUL4NzMxiKsST6AnPT6f4VX2MFyZASD8wGRircaLPckO0anB2k4TP1OMUFK70ZEV2AMzbSTgqAenWrS2YkbPlkptOZAScHPAx+VLb2r6ldJbw7t8rFkyPlA47k9ufypBKVy6M6YYMQR3z/APqpXYW6kk9k9hKrwvHNGVIZkUlR1BB96YkDx28z+ZsZDgsB1BI/wrT88vp0kEoSeMzBm8sdSO3HsTVHzEltZLRgYyGZgFGOeMe/r1pXY2kV1nuo7YxxShoQ6yYCjBPuOo9KnuXlvdOURlXkSUlo0HIAHDH8zVOKVVhUAuN2Q5z+WK19Kki/tSNRbbrZVIl+bAc4OM0S01sTHV2MJZJYYisbYZx8xDDOMninSqYmdM5wSMAjA+btWlc2FoJFLz+TuJGWHB57d6oTiAu4RmJbofXmqjJMTTRLp6+WkN1IQY1+VvnGOSf171oapa2n2WFrQ/6Rja6qSQpBPtk/hms+yultg8ZiyhPHQ4PqAeKvQXKPG8XHlE58w/eB46Y7f4VL3uUmrWMqSxuP7ON0GzbiTbuzxu/yKdp6FA0xZWjwQSwPT8RS3NuwhLRkmIOVClwOR7fQilS2imTy1mwwxn5TgdvXmqbVtTN2Fubkvcq5kiKr/c4BOf1ptxI8u8gopCBWSFSB1wTUj/YnvS0yzSRAYXaQCcfp606aI21wI5VVjJHuHyknB5Gf/rfrUrTSw1foafh27tl8QaDbuheU39uysBjaTIvBr6Qr5n8PFbvxhotwYgCt/bgnkEHzVr6YrWmkkbQCiiitCwooooA+V7h7d5P3MLRryNm7GDj2Heq0d3DdMPIh52HIds449sVpCA3E9wwVhGsr5Kentn3FVxZ20d0RH/x8yjO1xjAKjAH6nJ9axutmY27k8GoGC1ZkjQSndCW5OFK4IxnrzVYXDr5qqSCx5PtUvk/Z4RHcXEaEN9xQSSP6f/qqeCyub2Jnh8oQxEyFZJl44xk8Z74x71Oi1FZvQkvL2zjs/KsWkxPGBdK/GWBBGMe/es5ZRO6gxD5icksce30FV2SX7Q8oVgu89+BnpWle3V1qM9vDc7MQoI4iRtAXjGcdaLWG3fUYLXy5V8pVdQwy43bUP1oaHyrf5pImyMeUhJYDOef/ANfeplgSG6e2kmIeKZlZUYeWSOOpIz+VRFxa6lK8I2+U7AeYAwyOlCYbFuyeSOwmuMqFiwAMrksTxx1JqCwDPcuTlxj7rDHUgE/rUTCGeOdkjbOGbazDk5BGMAY/KrdhbrIPOVTBled+eMc5/LHNJgmVFgupYvPjtJDEn7sssZZQ2MjJx1qa2d4bhQcQvuyzE4Dg88jj6e1Ntp7lUNvFcyJE7l2GcLwP/rVLbRm7iczCY2qvveQHcAwyAue2cj6ZoYoq+w62SGa4nla2VwzMxOFYL+NM1CeKCwlthbIZWcFZQRuUccdKnju1+zSXNrZy7Ef5mLjac4xuGPfHXtT9Rjkl06aUQRbQqtJlVLjJGOeo6dqi/val9Dn4/NbqSD3BapwklurKxBYLnHUEfXpQm14yyRyEjqDyD04zUZJWHDZ3FBu5HB6kDGeK23Mx0su+HZGoXPzHqcGpobOeO2l1MMPIRjEfXdx2/EVXt5TFcIyg8HoTmnHUriOGW23YgY7imT14/wABSaeyJ06lwRLO0VxLIhjClcK2CCDnNKdXW5l+ys0n2dvvkqHbj8Rx+NZkEyCVCkTEAbcLk55/+vTU+a6K7xEpyO/Hf+lR7PuEdDc0m6j0vWbaSOPzFiuo5lJON2xw2M9s4/DNfTFfM1gLW6u7aPbHFsJcsWPzDHAB6ZPPWvpmtaRvDYKKKK1LCiiigD5gnYTGYKSjK7/cwCxJ9O+KqPL5M6uysCi+vzH5R37c57VcupLdmlTyhIylgd424J6c/gaktEgldYpISsGVCsq8tkDP9OnrXPJ23MtxJNUX+x5rO1URm5wZGYEknrgHPc1QWZhazK6RoWJYjaSeeuPSr93HCscUMD/vd7B4wR83PHzDHGKW8a3aOQWrBuf3kb5/DB7dDST0BtszN4eNNigBerkHAP8A+urM188zLG2XKpgPuJBOM55qsiyLGrKwQ5KlgeoIx/SpHgKKUaPLrndjqvGOvcdfzFVoT0HKVEMbMVLFjxu5/wDrVdnhgvp2aOBo1ycF1OCvbJzyen61k7CvLHC9iOce1XLcE3BlRsDb5jKuSQPQ560muwtbG3DDFBabVVMjlmPT8M0G9+y5dlLqEZPLz1BBGP1qtqdzGNMEIDZk/jAyMDH59ayokMkiwpNOSwwikEg8HGBn+VRGLerIjF3uWbh1neHyl8pJTtfdGMR84z06D+lVsTxSlBMsar8+/aAT6cfiKsrZSWuBcY/e8YJxtJxnPoRUdwbdzuVULIuH2Z+YeuD3/nVp9DV3IG1C4+ymJCREznesY4PTrWzlHXalokiSx/LIVBcccYP6VTaKxWBZraUhgoVodwLSFv8A0EDHv6UfbLoCELuUREoDk4IFS1fYE7ETySRB3dCGjJBiU8E/5/lVRFcxbwvl72LEFs5z/TFT30YUjzEKy5zgnpnt9KekuYPKYFtnBOPSqWiuD2sVUJjnjkDBgG75NXZWe7ulLCEvGGT5QRuwOnP+efpUdufNiJji2vG2SfQevNPH2lmDKkADk5YnJJx7GlIjoVoYxHIkpVlgDucHntgY9eageJzeiJZY180khmBwB74FX31J4LOSAwAiRgG5+Xj/ACKdp72Mt9G09rI2xWztbAPynoSaNdwsrlqGEC7SN0TKEKRjoR3HtX0rXy2LnzruE71j3d9xAXvj3xX1JWlLqa09gooorU0CiiigD5lu5baHV9TPloHjmcJycZye34frTA9sY5uWjkVSACW2rkEEAHpzt/X0q7qEsNvqV3cWrCWdLhzKkxO1W3HbgZHv3NQmWIQHN4WkliyybMgHb0GOnaueW5k9DHiLMyAKGbcFRuevrWhGjSw3atECIxlnhJOc8YJz0/xNZighJN0sZXjPB9/Qe9LJERl/OjZSmdylj68e30qmiBUdoriNJrcy26Mx8ssRgfXtVp9TmlldhH+5YH5Su4AEdMjHp7VDFczS2MiGR5di8gE4UYPWiLzvs5keUopwhIJy3fH060ml1KvpoSRRi5hkbyo1aNSQucZ+nc1KJ4INzSRAOYsA7jySuemabaWpFyqi5jZX4cRAtgY78D1q7I9hFciGeNpXxgAIMD15J47VLethWM3/AEieGLAeWKNWfkFjyD1Oe2O9TQiW08i5tpJIHQY3t9OCD3/xq4ktjbW8iCB23RgsGwCMg8cHtx1zT7O2tLu3ZFjYfIzMpYDnBIPUdMdadyiodtzEZmfzXDF38zndn8fUmqGdkuVwMcAEZ46d6t2ka2kUscoMhkG1u3l++aia34LmR87hgn/6xNO1iWmzSsruwgIuJLA3MitxmYIoP/fP0qslz5t4jMivFEM+UrAiobGaOKyTzIVlAkZnJ4EgYcc54xg9PWnzWkEVo128jopIEaKgJfIyc89uPzqeVXHdhqdybi73XLJGrH5T6r2OBn0p8CMo+0owkQg4IJIAxg5HUfWsG5uDPOznOCeMnoK2opXgsIAAQCmchsYyOorRw5YoXNdkFw0saLu3LGTg4PUduv0oinjt5N7yqqgLgc9T+FOEDSyoqoSSMlW6n6dvzpHR5boQTBQFXaExjGB34/zip8gt3LdzOAIk8stFITvLdl49/eoLrctw4il/0NfuBlO4DBwDx+H4U1VlxKilNykAdDx7/mKs2kdxeSEbFYggBduSw9vep2B66FGCxaZIwVdck7iw/LFfVlfM17fwLK4jTyeCyktv6DtnHPSvpmtad9bl01YKKKK0NAooooA+W9WkK6zqOwfN9pkyT/vGorYQZcXbSCQhfLCfxEjucH2rT8SQqPFesKXwP7QmJTJxjzGx06VRSCG8RysiJPEvKs4AbGANueprGTMLakV/BHHCkkeAScEZ4NVovPjG8ptTruOccdD74Iqa4uDNGkmxEEYwNo6sfUdO1JI4cKsgZZE4JLEjrQr2JSsNSOMoHeQeXIckx5HY46jjtTY0VbhQmZH2E5z0OOKhKSbGO75SRkDOOKvwBrdlEiAGQKIy6+g69PfrQ9CieJ5HCQsFC7s5VSM9cd+f/r0+RlF+hkty6M6CULyWxjIU/wD6qoPOkmJGD+Yx+di2d3p+lS3TeU0CNMFJQE7epyT1/DFRbUCe5zKjt5RTbIxYg5BwR79ee3FTEulzL5T7IzF90AZYFec44B4z2NZ7CMMxVpQepBUEc8/hVtLgohjkGXZAqgnbtHOM+vWgq5GrM0RDxA4bj5e9WZby4EMVujxbyfLwMArnIAzURvhIhKA72PpyeMDB+tYMt228TAsoDZyOeetWk5dBJdjcuYTZWYFwQXdtqoODnB747d6qXDM6l5DyRwoGAB7Cp2urPUUNy0o80zbiuzDLkAc89MDt6e5qK4ikdh5abwQOV9KqGi13IqJ3sjKkwT8orpbYIdMSMDc6IMg+pHvWcLCSONHaIZkzsVsgfU4rUjheS5+6u1QGbnH8PXp9RSqzTVkOKaKjuqpHKJGjYqE3KSMkY64/pVZvIaS4aaSR5GQ7SvclTyc9ulWrmNrLejhmgkyqsxBx0OR+VVYn8plKbssvzL14H4VC2uDeupFayrEV3yYQOpOOfXOR+FbRsLcwyXsUriJASB/z0HWst3MMvmi32Nv3Kdpy2KsWl88N0ZocLMy5fKk9hwAT14okm9UC7MrXZLEMSqhsED+pr6h0ueS60myuJSDJLAjsQOpKgmvmu6VrqOe4lUhlOem3p1GPXk19IaH/AMi/pv8A16xf+gCrpsumtWX6KKK1NQooooA+e9fITX9bb7P5ji9mHyryN0jd/QgD865ZXYTxzGLknOTyOvHaut1vQNen8U6u0ek6oYpL2ZllW2cq6F2xjjkcg9azLXQvFNodyaFqP3eN1m7YHIPBHv8A1rDlszJ7mVHPcXF601wxgldxuKxhQABwQoAA4x0qO62rqCqknnhmXDkg56/41s2vh/WgrLc6BrDM/BZrKUjjkds+1JJ4S1ZYLaZdH1bzWkw0aWEuI0B4PIz6H8/SnbUmzepj7/s+SIWDAqQGJI75PGKtS3E84W5cAeaNmARt4GOB26etbK+GNaihcWWkapLIwwTPbSDj2yBU9n4T18RL9o0S+zGSYzsydxJ68dP/AK1Q772HZrQwlsZPskMgiEmWJ9U4GTz9P61XcxS3bO8Q28HGCw6A469+ldInhXxS8axDSLpShLqxjI5OeDmo5/h/4jkdJ/7NuXdvvqRyMdKaT6g12RziXALSOWWLdgbBuORj3PT86f8Avpnju5Y9+/8AjcEg4GP6CtmD4deKZJCF0i4BPRXKAY/3iRVofDPxeFEbaUDGMAgXEIzyT13f5zVco7M5i2LMXESqzJJgKF5PPT1zn0rLnikuJPJjRV2ucKo/U/lXfJ8MvFhdiNM8o87T9oi49OjVMvw18XWyolvYREIB8zTR5z1Pf1/SqV1qhpNHH2ulta6dK2xZXJVmZW+4ORn6c98UiSSC4j2Kpbsuc59a7r/hXfi67Mxnto7d5dqny5UKlR2OG9cGiL4VeI4WWQJavIp4DOMCp953uKUXfQ5aKMu37xUCf3MDCHHp+VT23lCVwUI8wED5Djnj0rq4vhl4j+1KzLbrGzKW3XG4D1PTP+farp+E2ql3I1G0VT0GXOOPpxzUckmUjgjDtlY3DOyD1JyAOxB+lJLPDPCEht0DqhBYdfb/ACK9FtvhXqcDnfqFpIm37rBjknqTxTJPg/dNO8qaxEm45CiI4H4ZpqEr6hZ20PLAJZQ/moT5YJb59uAP/wBdSx3ZjmjVY4zFKMcJvYDHv9a9Jm+C88gfbq0ILesTcf8Aj1Ph+CRidG/4SENs6A2X/wBsquRsz5JHm7yNCqwAKbZz8wIy3PTHp0r6U0UAaDpwGcC2jxn/AHRXnKfBt/mM3iIyHOV/0PGPX/lpXptlb/Y7C3tt+/yYlj3YxuwAM4qoRa3LgmtyeiiitDQKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//Z</Data>
</Thumbnail>
</Binary>
</metadata>
