1 line
62 KiB
JSON
1 line
62 KiB
JSON
{"projectXml":"<?xml version=\"1.0\"?>\n<!DOCTYPE lmms-project>\n<lmms-project version=\"1.0\" type=\"song\" creatorversion=\"1.2.2\" creator=\"LMMS\">\n <head mastervol=\"100\" masterpitch=\"0\" timesig_numerator=\"4\" bpm=\"127\" timesig_denominator=\"4\"/>\n <song>\n <trackcontainer minimized=\"0\" visible=\"1\" maximized=\"0\" x=\"5\" type=\"song\" width=\"600\" y=\"5\" height=\"300\">\n <track solo=\"0\" type=\"0\" name=\"TripleOscillator\" muted=\"0\">\n <instrumenttrack pan=\"0\" vol=\"100\" pitchrange=\"1\" basenote=\"57\" pitch=\"0\" fxch=\"0\" usemasterpitch=\"1\">\n <instrument name=\"tripleoscillator\">\n <tripleoscillator coarse1=\"-12\" userwavefile1=\"\" userwavefile0=\"\" coarse0=\"0\" pan2=\"0\" modalgo3=\"2\" stphdetun0=\"0\" phoffset1=\"0\" userwavefile2=\"\" vol0=\"33\" coarse2=\"-24\" stphdetun2=\"0\" pan1=\"0\" finer1=\"0\" pan0=\"0\" wavetype0=\"0\" vol1=\"33\" finel2=\"0\" finel1=\"0\" modalgo1=\"2\" finel0=\"0\" phoffset0=\"0\" finer2=\"0\" stphdetun1=\"0\" wavetype1=\"0\" finer0=\"0\" wavetype2=\"0\" modalgo2=\"2\" vol2=\"33\" phoffset2=\"0\"/>\n </instrument>\n <eldata ftype=\"0\" fwet=\"0\" fres=\"0.5\" fcut=\"14000\">\n <elvol att=\"0\" lspd_denominator=\"4\" lamt=\"0\" dec=\"0.5\" pdel=\"0\" lspd_numerator=\"4\" x100=\"0\" lspd_syncmode=\"0\" ctlenvamt=\"0\" lshp=\"0\" hold=\"0.5\" latt=\"0\" sustain=\"0.5\" userwavefile=\"\" lspd=\"0.1\" amt=\"0\" lpdel=\"0\" rel=\"0.1\"/>\n <elcut att=\"0\" lspd_denominator=\"4\" lamt=\"0\" dec=\"0.5\" pdel=\"0\" lspd_numerator=\"4\" x100=\"0\" lspd_syncmode=\"0\" ctlenvamt=\"0\" lshp=\"0\" hold=\"0.5\" latt=\"0\" sustain=\"0.5\" userwavefile=\"\" lspd=\"0.1\" amt=\"0\" lpdel=\"0\" rel=\"0.1\"/>\n <elres att=\"0\" lspd_denominator=\"4\" lamt=\"0\" dec=\"0.5\" pdel=\"0\" lspd_numerator=\"4\" x100=\"0\" lspd_syncmode=\"0\" ctlenvamt=\"0\" lshp=\"0\" hold=\"0.5\" latt=\"0\" sustain=\"0.5\" userwavefile=\"\" lspd=\"0.1\" amt=\"0\" lpdel=\"0\" rel=\"0.1\"/>\n </eldata>\n <chordcreator chordrange=\"1\" chord-enabled=\"0\" chord=\"0\"/>\n <arpeggiator arpcycle=\"0\" arpgate=\"100\" arpmode=\"0\" arp-enabled=\"0\" arptime_denominator=\"4\" arp=\"0\" arpskip=\"0\" arptime_numerator=\"4\" arptime=\"100\" arptime_syncmode=\"0\" arprange=\"1\" arpmiss=\"0\" arpdir=\"0\"/>\n <midiport readable=\"0\" outputcontroller=\"0\" outputprogram=\"1\" fixedoutputnote=\"-1\" outputchannel=\"1\" inputchannel=\"0\" inputcontroller=\"0\" basevelocity=\"63\" fixedoutputvelocity=\"-1\" fixedinputvelocity=\"-1\" writable=\"0\"/>\n <fxchain enabled=\"0\" numofeffects=\"0\"/>\n </instrumenttrack>\n <pattern steps=\"16\" type=\"1\" name=\"TripleOscillator\" pos=\"0\" muted=\"0\">\n <note pan=\"0\" vol=\"100\" key=\"60\" len=\"48\" pos=\"0\"/>\n <note pan=\"0\" vol=\"100\" key=\"62\" len=\"48\" pos=\"48\"/>\n <note pan=\"0\" vol=\"100\" key=\"65\" len=\"48\" pos=\"96\"/>\n <note pan=\"0\" vol=\"100\" key=\"67\" len=\"48\" pos=\"144\"/>\n </pattern>\n </track>\n <track solo=\"0\" type=\"2\" name=\"Sample track\" muted=\"0\">\n <sampletrack pan=\"0\" vol=\"100\">\n <fxchain enabled=\"0\" numofeffects=\"0\"/>\n </sampletrack>\n <sampletco len=\"389\" pos=\"0\" src=\"latin/latin_guitar02.ogg\" muted=\"0\" sample_rate=\"44100\"/>\n <sampletco len=\"389\" pos=\"384\" src=\"latin/latin_guitar02.ogg\" muted=\"0\" sample_rate=\"44100\"/>\n </track>\n <track solo=\"0\" type=\"1\" name=\"Beat/Bassline 0\" muted=\"0\">\n <bbtrack>\n <trackcontainer minimized=\"0\" visible=\"1\" maximized=\"0\" x=\"1\" type=\"bbtrackcontainer\" width=\"1352\" y=\"375\" height=\"398\">\n <track solo=\"0\" type=\"0\" name=\"Conga_m.ds\" muted=\"0\">\n <instrumenttrack pan=\"0\" vol=\"100\" pitchrange=\"1\" basenote=\"57\" pitch=\"0\" fxch=\"0\" usemasterpitch=\"1\">\n <instrument name=\"audiofileprocessor\">\n <audiofileprocessor stutter=\"0\" looped=\"0\" sframe=\"0\" interp=\"1\" reversed=\"0\" eframe=\"1\" amp=\"100\" src=\"drumsynth/cr8000/Conga_m.ds\" lframe=\"0\"/>\n </instrument>\n <eldata ftype=\"0\" fwet=\"0\" fres=\"0.5\" fcut=\"14000\">\n <elvol att=\"0\" lspd_denominator=\"4\" lamt=\"0\" dec=\"0.5\" pdel=\"0\" lspd_numerator=\"4\" x100=\"0\" lspd_syncmode=\"0\" ctlenvamt=\"0\" lshp=\"0\" hold=\"0.5\" latt=\"0\" sustain=\"0.5\" userwavefile=\"\" lspd=\"0.1\" amt=\"0\" lpdel=\"0\" rel=\"0.1\"/>\n <elcut att=\"0\" lspd_denominator=\"4\" lamt=\"0\" dec=\"0.5\" pdel=\"0\" lspd_numerator=\"4\" x100=\"0\" lspd_syncmode=\"0\" ctlenvamt=\"0\" lshp=\"0\" hold=\"0.5\" latt=\"0\" sustain=\"0.5\" userwavefile=\"\" lspd=\"0.1\" amt=\"0\" lpdel=\"0\" rel=\"0.1\"/>\n <elres att=\"0\" lspd_denominator=\"4\" lamt=\"0\" dec=\"0.5\" pdel=\"0\" lspd_numerator=\"4\" x100=\"0\" lspd_syncmode=\"0\" ctlenvamt=\"0\" lshp=\"0\" hold=\"0.5\" latt=\"0\" sustain=\"0.5\" userwavefile=\"\" lspd=\"0.1\" amt=\"0\" lpdel=\"0\" rel=\"0.1\"/>\n </eldata>\n <chordcreator chordrange=\"1\" chord-enabled=\"0\" chord=\"0\"/>\n <arpeggiator arpcycle=\"0\" arpgate=\"100\" arpmode=\"0\" arp-enabled=\"0\" arptime_denominator=\"4\" arp=\"0\" arpskip=\"0\" arptime_numerator=\"4\" arptime=\"200\" arptime_syncmode=\"0\" arprange=\"1\" arpmiss=\"0\" arpdir=\"0\"/>\n <midiport readable=\"0\" outputcontroller=\"0\" outputprogram=\"1\" fixedoutputnote=\"-1\" outputchannel=\"1\" inputchannel=\"0\" inputcontroller=\"0\" basevelocity=\"63\" fixedoutputvelocity=\"-1\" fixedinputvelocity=\"-1\" writable=\"0\"/>\n <fxchain enabled=\"0\" numofeffects=\"0\"/>\n </instrumenttrack>\n <pattern steps=\"16\" type=\"0\" name=\"Conga_m.ds\" pos=\"0\" muted=\"0\"/>\n <pattern steps=\"64\" type=\"0\" name=\"Bubble.ds\" pos=\"192\" muted=\"0\">\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"12\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"48\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"84\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"132\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"204\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"240\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"276\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"324\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"396\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"432\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"468\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"516\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"588\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"624\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"660\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"708\"/>\n </pattern>\n </track>\n <track solo=\"0\" type=\"0\" name=\"Bubble.ds\" muted=\"0\">\n <instrumenttrack pan=\"0\" vol=\"100\" pitchrange=\"1\" basenote=\"57\" pitch=\"0\" fxch=\"0\" usemasterpitch=\"1\">\n <instrument name=\"audiofileprocessor\">\n <audiofileprocessor stutter=\"0\" looped=\"0\" sframe=\"0\" interp=\"1\" reversed=\"0\" eframe=\"1\" amp=\"100\" src=\"drumsynth/effects/Bubble.ds\" lframe=\"0\"/>\n </instrument>\n <eldata ftype=\"0\" fwet=\"0\" fres=\"0.5\" fcut=\"14000\">\n <elvol att=\"0\" lspd_denominator=\"4\" lamt=\"0\" dec=\"0.5\" pdel=\"0\" lspd_numerator=\"4\" x100=\"0\" lspd_syncmode=\"0\" ctlenvamt=\"0\" lshp=\"0\" hold=\"0.5\" latt=\"0\" sustain=\"0.5\" userwavefile=\"\" lspd=\"0.1\" amt=\"0\" lpdel=\"0\" rel=\"0.1\"/>\n <elcut att=\"0\" lspd_denominator=\"4\" lamt=\"0\" dec=\"0.5\" pdel=\"0\" lspd_numerator=\"4\" x100=\"0\" lspd_syncmode=\"0\" ctlenvamt=\"0\" lshp=\"0\" hold=\"0.5\" latt=\"0\" sustain=\"0.5\" userwavefile=\"\" lspd=\"0.1\" amt=\"0\" lpdel=\"0\" rel=\"0.1\"/>\n <elres att=\"0\" lspd_denominator=\"4\" lamt=\"0\" dec=\"0.5\" pdel=\"0\" lspd_numerator=\"4\" x100=\"0\" lspd_syncmode=\"0\" ctlenvamt=\"0\" lshp=\"0\" hold=\"0.5\" latt=\"0\" sustain=\"0.5\" userwavefile=\"\" lspd=\"0.1\" amt=\"0\" lpdel=\"0\" rel=\"0.1\"/>\n </eldata>\n <chordcreator chordrange=\"1\" chord-enabled=\"0\" chord=\"0\"/>\n <arpeggiator arpcycle=\"0\" arpgate=\"100\" arpmode=\"0\" arp-enabled=\"0\" arptime_denominator=\"4\" arp=\"0\" arpskip=\"0\" arptime_numerator=\"4\" arptime=\"200\" arptime_syncmode=\"0\" arprange=\"1\" arpmiss=\"0\" arpdir=\"0\"/>\n <midiport readable=\"0\" outputcontroller=\"0\" outputprogram=\"1\" fixedoutputnote=\"-1\" outputchannel=\"1\" inputchannel=\"0\" inputcontroller=\"0\" basevelocity=\"63\" fixedoutputvelocity=\"-1\" fixedinputvelocity=\"-1\" writable=\"0\"/>\n <fxchain enabled=\"0\" numofeffects=\"0\"/>\n </instrumenttrack>\n <pattern steps=\"16\" type=\"0\" name=\"Bubble.ds\" pos=\"0\" muted=\"0\"/>\n <pattern steps=\"64\" type=\"0\" name=\"Bubble.ds\" pos=\"192\" muted=\"0\">\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"12\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"48\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"84\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"132\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"204\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"240\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"276\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"324\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"396\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"432\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"468\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"516\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"588\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"624\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"660\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"708\"/>\n </pattern>\n </track>\n <track solo=\"0\" type=\"0\" name=\"clav_2.ds\" muted=\"0\">\n <instrumenttrack pan=\"0\" vol=\"100\" pitchrange=\"1\" basenote=\"57\" pitch=\"0\" fxch=\"0\" usemasterpitch=\"1\">\n <instrument name=\"audiofileprocessor\">\n <audiofileprocessor stutter=\"0\" looped=\"0\" sframe=\"0\" interp=\"1\" reversed=\"0\" eframe=\"1\" amp=\"100\" src=\"drumsynth/misc_perc/clav_2.ds\" lframe=\"0\"/>\n </instrument>\n <eldata ftype=\"0\" fwet=\"0\" fres=\"0.5\" fcut=\"14000\">\n <elvol att=\"0\" lspd_denominator=\"4\" lamt=\"0\" dec=\"0.5\" pdel=\"0\" lspd_numerator=\"4\" x100=\"0\" lspd_syncmode=\"0\" ctlenvamt=\"0\" lshp=\"0\" hold=\"0.5\" latt=\"0\" sustain=\"0.5\" userwavefile=\"\" lspd=\"0.1\" amt=\"0\" lpdel=\"0\" rel=\"0.1\"/>\n <elcut att=\"0\" lspd_denominator=\"4\" lamt=\"0\" dec=\"0.5\" pdel=\"0\" lspd_numerator=\"4\" x100=\"0\" lspd_syncmode=\"0\" ctlenvamt=\"0\" lshp=\"0\" hold=\"0.5\" latt=\"0\" sustain=\"0.5\" userwavefile=\"\" lspd=\"0.1\" amt=\"0\" lpdel=\"0\" rel=\"0.1\"/>\n <elres att=\"0\" lspd_denominator=\"4\" lamt=\"0\" dec=\"0.5\" pdel=\"0\" lspd_numerator=\"4\" x100=\"0\" lspd_syncmode=\"0\" ctlenvamt=\"0\" lshp=\"0\" hold=\"0.5\" latt=\"0\" sustain=\"0.5\" userwavefile=\"\" lspd=\"0.1\" amt=\"0\" lpdel=\"0\" rel=\"0.1\"/>\n </eldata>\n <chordcreator chordrange=\"1\" chord-enabled=\"0\" chord=\"0\"/>\n <arpeggiator arpcycle=\"0\" arpgate=\"100\" arpmode=\"0\" arp-enabled=\"0\" arptime_denominator=\"4\" arp=\"0\" arpskip=\"0\" arptime_numerator=\"4\" arptime=\"200\" arptime_syncmode=\"0\" arprange=\"1\" arpmiss=\"0\" arpdir=\"0\"/>\n <midiport readable=\"0\" outputcontroller=\"0\" outputprogram=\"1\" fixedoutputnote=\"-1\" outputchannel=\"1\" inputchannel=\"0\" inputcontroller=\"0\" basevelocity=\"63\" fixedoutputvelocity=\"-1\" fixedinputvelocity=\"-1\" writable=\"0\"/>\n <fxchain enabled=\"0\" numofeffects=\"0\"/>\n </instrumenttrack>\n <pattern steps=\"16\" type=\"0\" name=\"clav_2.ds\" pos=\"0\" muted=\"0\"/>\n <pattern steps=\"64\" type=\"0\" name=\"clav_2.ds\" pos=\"192\" muted=\"0\">\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"360\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"744\"/>\n </pattern>\n </track>\n <track solo=\"0\" type=\"0\" name=\"triangle.wav\" muted=\"0\">\n <instrumenttrack pan=\"0\" vol=\"100\" pitchrange=\"1\" basenote=\"57\" pitch=\"0\" fxch=\"0\" usemasterpitch=\"1\">\n <instrument name=\"audiofileprocessor\">\n <audiofileprocessor stutter=\"0\" looped=\"0\" sframe=\"0\" interp=\"1\" reversed=\"0\" eframe=\"1\" amp=\"100\" src=\"gig/DrumKits/drive-download-20230412T011016Z-001/Percs/triangle.wav\" lframe=\"0\"/>\n </instrument>\n <eldata ftype=\"0\" fwet=\"0\" fres=\"0.5\" fcut=\"14000\">\n <elvol att=\"0\" lspd_denominator=\"4\" lamt=\"0\" dec=\"0.5\" pdel=\"0\" lspd_numerator=\"4\" x100=\"0\" lspd_syncmode=\"0\" ctlenvamt=\"0\" lshp=\"0\" hold=\"0.5\" latt=\"0\" sustain=\"0.5\" userwavefile=\"\" lspd=\"0.1\" amt=\"0\" lpdel=\"0\" rel=\"0.1\"/>\n <elcut att=\"0\" lspd_denominator=\"4\" lamt=\"0\" dec=\"0.5\" pdel=\"0\" lspd_numerator=\"4\" x100=\"0\" lspd_syncmode=\"0\" ctlenvamt=\"0\" lshp=\"0\" hold=\"0.5\" latt=\"0\" sustain=\"0.5\" userwavefile=\"\" lspd=\"0.1\" amt=\"0\" lpdel=\"0\" rel=\"0.1\"/>\n <elres att=\"0\" lspd_denominator=\"4\" lamt=\"0\" dec=\"0.5\" pdel=\"0\" lspd_numerator=\"4\" x100=\"0\" lspd_syncmode=\"0\" ctlenvamt=\"0\" lshp=\"0\" hold=\"0.5\" latt=\"0\" sustain=\"0.5\" userwavefile=\"\" lspd=\"0.1\" amt=\"0\" lpdel=\"0\" rel=\"0.1\"/>\n </eldata>\n <chordcreator chordrange=\"1\" chord-enabled=\"0\" chord=\"0\"/>\n <arpeggiator arpcycle=\"0\" arpgate=\"100\" arpmode=\"0\" arp-enabled=\"0\" arptime_denominator=\"4\" arp=\"0\" arpskip=\"0\" arptime_numerator=\"4\" arptime=\"200\" arptime_syncmode=\"0\" arprange=\"1\" arpmiss=\"0\" arpdir=\"0\"/>\n <midiport readable=\"0\" outputcontroller=\"0\" outputprogram=\"1\" fixedoutputnote=\"-1\" outputchannel=\"1\" inputchannel=\"0\" inputcontroller=\"0\" basevelocity=\"63\" fixedoutputvelocity=\"-1\" fixedinputvelocity=\"-1\" writable=\"0\"/>\n <fxchain enabled=\"0\" numofeffects=\"0\"/>\n </instrumenttrack>\n <pattern steps=\"16\" type=\"0\" name=\"triangle.wav\" pos=\"0\" muted=\"0\"/>\n <pattern steps=\"64\" type=\"0\" name=\"clav_2.ds\" pos=\"192\" muted=\"0\">\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"360\"/>\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"744\"/>\n </pattern>\n </track>\n <track solo=\"0\" type=\"0\" name=\"boombap.wav\" muted=\"0\">\n <instrumenttrack pan=\"0\" vol=\"100\" pitchrange=\"1\" basenote=\"57\" pitch=\"0\" fxch=\"0\" usemasterpitch=\"1\">\n <instrument name=\"audiofileprocessor\">\n <audiofileprocessor stutter=\"0\" looped=\"0\" sframe=\"0\" interp=\"1\" reversed=\"0\" eframe=\"1\" amp=\"100\" src=\"gig/DrumKits/drive-download-20230412T011016Z-001/Percs/boombap.wav\" lframe=\"0\"/>\n </instrument>\n <eldata ftype=\"0\" fwet=\"0\" fres=\"0.5\" fcut=\"14000\">\n <elvol att=\"0\" lspd_denominator=\"4\" lamt=\"0\" dec=\"0.5\" pdel=\"0\" lspd_numerator=\"4\" x100=\"0\" lspd_syncmode=\"0\" ctlenvamt=\"0\" lshp=\"0\" hold=\"0.5\" latt=\"0\" sustain=\"0.5\" userwavefile=\"\" lspd=\"0.1\" amt=\"0\" lpdel=\"0\" rel=\"0.1\"/>\n <elcut att=\"0\" lspd_denominator=\"4\" lamt=\"0\" dec=\"0.5\" pdel=\"0\" lspd_numerator=\"4\" x100=\"0\" lspd_syncmode=\"0\" ctlenvamt=\"0\" lshp=\"0\" hold=\"0.5\" latt=\"0\" sustain=\"0.5\" userwavefile=\"\" lspd=\"0.1\" amt=\"0\" lpdel=\"0\" rel=\"0.1\"/>\n <elres att=\"0\" lspd_denominator=\"4\" lamt=\"0\" dec=\"0.5\" pdel=\"0\" lspd_numerator=\"4\" x100=\"0\" lspd_syncmode=\"0\" ctlenvamt=\"0\" lshp=\"0\" hold=\"0.5\" latt=\"0\" sustain=\"0.5\" userwavefile=\"\" lspd=\"0.1\" amt=\"0\" lpdel=\"0\" rel=\"0.1\"/>\n </eldata>\n <chordcreator chordrange=\"1\" chord-enabled=\"0\" chord=\"0\"/>\n <arpeggiator arpcycle=\"0\" arpgate=\"100\" arpmode=\"0\" arp-enabled=\"0\" arptime_denominator=\"4\" arp=\"0\" arpskip=\"0\" arptime_numerator=\"4\" arptime=\"200\" arptime_syncmode=\"0\" arprange=\"1\" arpmiss=\"0\" arpdir=\"0\"/>\n <midiport readable=\"0\" outputcontroller=\"0\" outputprogram=\"1\" fixedoutputnote=\"-1\" outputchannel=\"1\" inputchannel=\"0\" inputcontroller=\"0\" basevelocity=\"63\" fixedoutputvelocity=\"-1\" fixedinputvelocity=\"-1\" writable=\"0\"/>\n <fxchain enabled=\"0\" numofeffects=\"0\"/>\n </instrumenttrack>\n <pattern steps=\"16\" type=\"0\" name=\"boombap.wav\" pos=\"0\" muted=\"0\"/>\n <pattern steps=\"64\" type=\"0\" name=\"boombap.wav\" pos=\"192\" muted=\"0\">\n <note pan=\"0\" vol=\"100\" key=\"57\" len=\"-192\" pos=\"528\"/>\n </pattern>\n </track>\n <track solo=\"0\" type=\"0\" name=\"flute01.ogg\" muted=\"0\">\n <instrumenttrack pan=\"0\" vol=\"100\" pitchrange=\"1\" basenote=\"57\" pitch=\"0\" fxch=\"0\" usemasterpitch=\"1\">\n <instrument name=\"audiofileprocessor\">\n <audiofileprocessor stutter=\"0\" looped=\"0\" sframe=\"0\" interp=\"1\" reversed=\"0\" eframe=\"1\" amp=\"100\" src=\"instruments/flute01.ogg\" lframe=\"0\"/>\n </instrument>\n <eldata ftype=\"0\" fwet=\"0\" fres=\"0.5\" fcut=\"14000\">\n <elvol att=\"0\" lspd_denominator=\"4\" lamt=\"0\" dec=\"0.5\" pdel=\"0\" lspd_numerator=\"4\" x100=\"0\" lspd_syncmode=\"0\" ctlenvamt=\"0\" lshp=\"0\" hold=\"0.5\" latt=\"0\" sustain=\"0.5\" userwavefile=\"\" lspd=\"0.1\" amt=\"0\" lpdel=\"0\" rel=\"0.1\"/>\n <elcut att=\"0\" lspd_denominator=\"4\" lamt=\"0\" dec=\"0.5\" pdel=\"0\" lspd_numerator=\"4\" x100=\"0\" lspd_syncmode=\"0\" ctlenvamt=\"0\" lshp=\"0\" hold=\"0.5\" latt=\"0\" sustain=\"0.5\" userwavefile=\"\" lspd=\"0.1\" amt=\"0\" lpdel=\"0\" rel=\"0.1\"/>\n <elres att=\"0\" lspd_denominator=\"4\" lamt=\"0\" dec=\"0.5\" pdel=\"0\" lspd_numerator=\"4\" x100=\"0\" lspd_syncmode=\"0\" ctlenvamt=\"0\" lshp=\"0\" hold=\"0.5\" latt=\"0\" sustain=\"0.5\" userwavefile=\"\" lspd=\"0.1\" amt=\"0\" lpdel=\"0\" rel=\"0.1\"/>\n </eldata>\n <chordcreator chordrange=\"1\" chord-enabled=\"0\" chord=\"0\"/>\n <arpeggiator arpcycle=\"0\" arpgate=\"100\" arpmode=\"0\" arp-enabled=\"0\" arptime_denominator=\"4\" arp=\"0\" 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xK8KVJPSbSxuaG/1BNn5WkDZusMiTPwXQknMRZuiaVIHHGNTyFW7Zulnrd3qZ8O3/ju8bCyN8WTOk5uvzHckUM/rL5uj4y8yTqQnBDDU+mb648BcO/oe7HTBzYMWsCcjX3JxkRZcHD0wvK6EVulGUixJwa6LGCYiZHpauxIMzJwsESTUpqNXTkLDxba2SSYzpYEGZI7bScbSIKHJCwOcnIn6xuDpeBLVdjm+2FOlpn1SUm6jg2HESKE3tUrn86fE9jhcUt5qABrijEc5dmgSJknYkmSRJKvW2lpaX9kGJ0rmUqWvVYoP+zuZMaOVwU9PnISNfsEp0/eDwrscMdLB5LzIWrjlD+s8mwnn7E58gamY4WrBvehgonH9HOA0NmqEAisH7CxzdnwOg+ts61svx94f7FNmmIMzFUv/7HP7/wEehYpxWyXp7YXt3/T6zDfF4u6HVpAr+1AP/DgfwzxBrT7q32K99jvNjJYN+p7PKDKnnQ0+BEavZcd9Ni9XAN22Ur+ECriMpMObfWX/iLYKkQqh/sHxqlfXjgY3NgKONw2nqxy6WsFlHl4S2uTss7uqzipvIwObttiwlW/uVGzy7xEkE9JugO4L29uJ+NSpie9wYiB4tn47qgKlDm23CeVBtdtU5aW1JB+GjID37YGxfu9FhCLJ8Bj6KLpEN+orXPGLnLpjUu5HwWQRwWiuhIEZG25Ekv5PX9gr1X6qjQ8OBCIqA/wNwMJSAdQVC3Ye+ZTsfmhNr/BwIxZvgXlshtMAgUav/OqegAPNSzD+hg6yddeMckM8VoRgkRc6msSpWfIRRrRvLNzUJNrb/Wc658qozGisnV67HDOv5CJeR8wUX1ElnZRF52IS0zkuweDCPyhJszd+a1CtaV19Yt1p/aclR4WkaMSki/+iY06etLi8Rf7cdqdvrp/ePptmHhowWayCVPkKQw2dfqtZIZ2Xi7Y/qH5GmhdO0ReSRPVa9PQsVUuQQun2KZ3Ui31va4pkpwqpGXH367VwqAMAz6VDtvpsufWadQkDH507SBPMnL03oJUg7JfYhLbQ/BqC/Wk9IQSbu44L6jd+4k9PKRtHtlgt2IMNUybXD/GQmvgND8EVQiQhMg88LGnVK2hTFyyCzCnNvxBAZ9m/9iSW0rVbb2JWgP2alcybueANgBGxCNoyzDg48ilSa/fdkbATxwrmOAUIQ12skE87jitzP0FELkjfBWrJFNWcCjqxssZMiU9rzNg6v3kj0CloJ8gcNFzJDjbBq5xeYpzNfSu55wsU83tU7JGd1JeMUI1j1FFbDxnp4Ox9XmrPHI3B1zCgIW7GAzudtRRbGqtZcw82i46GHfUYZujzaRzGTDUl7WENS0S4mpfNMyHs96h2+RFBuEkUvbGw9VSU/966tdbXvabFQMb+/oSPnitQJSR2ojvMuobRaLD0oJf9yeO8D1jS+vgo0s8jMnUU6krdbtlWcJISX8E89Zp0agEZ1k1AFGQNiA8MqC7v5FVJ24lIyWVNeVJ4RnmO8EhfMSfAW6Fq/xN9LfBQOdnSa6R7B/H1Go6djtcU997HcvhWLZALUrSSf19f/D0v+Sob55zI5B+69WDPZ1EDhqH/VevinrFeCUbc8E2JH3uVfuejhzETOPXymqRkzcv1xrQanbKaXt4iSVBiJqJPJ3ZjxTG5pw2DTkwiKd5vdvB67pdiMT14VIgrhhDZ3PKzaAAjDQrK3HGMpKm/a8S6+sRWwPZz5ftnSE+QbVh3dL7JYBYXhpo9hnPUNadathEaTaf9ZIK4nDNPa+oOiMODteXkeeenJJlWbH396y1zip+/PUrEE7p9Ntqxq7pWGJUJe5DSbit0NeYUzE0ZiP4X63FRfaiQ78bZcnmX/8AbhIiSpq0L6djKRLjOCiz6FzDY4KOJW96s8gZAmfvfnd72hPrgcEl5l07wfeJL4zCRuQ8QWEuOBns351ElYlneYziRuVGFG8Go/sIPLcTnOd+15P86SZk/kttt2t//7VSqAAFCjQ8OBCMeA/wOG+edjFSoqFkNL5ZNJiCJSAgtwp8+OsBiSF9qyttpt5KlvIPhJauH/82p7syyXuvfu0o0jg1/GEnRYhMZjbm2TSLW4TjBynYoAXA9gcgB8hp2A5zUjhoh5wtM2lBk4X3MMmX4qW6h/hgtPFIU9cRec3/uJNWsXykXMWn1Hp44FAPRjUEUbrtmevG/Pec9wtJhKxAz0qREY+nldiw4Oxveb2SJrUmxiutNtNBQSeX2Q+MiCJTrtekHqV0/HGJAAtWgTbPz1wKgqnogZZyElEPiakw904amzEM4ww3Y07xMyFdA82HClBii2NZH0IRHJfULQHBUQb4D/p/Gzm5DZsP75K9ubLWsOi6H5wUfZ5iaQuyhkmrEuXFTpEtDoF5bltKgSwRX+2PkPDLDeFbUIaXr0WqyftpbbbfhXkqoUv1tShYhV+iA0a1ontZqnoBlKuACz5aCafAYzHAG031tZ9Gi1de6W4mlsVFifv5BcDfi3JAZTU/6FnQaqEg9M0Pq+vSOY/A8HpUajvbmhR/ODJk13WV4/cDUf5hWg6SVMeHJ/B58KlkvdNh/Y/cp0s32+d0BBAEJSsUUTpvjafhGKwCb/mFszV0n6PQ1YWVII6S+42cySuqjnQxzzDu12947Son1wa4bzTv3UgiLghLMeOKF6mmy36rvXKs1tJoQkzDv1InAVw3z3ssV/91lHcm8xTRXWB+Kv/VQMcPjOIMGE1OIgwECNSxb0opf3hG4I+uDQNqiATyeJ8o8d1OHXxKz/+xqktf7+8Z2whgBHnaIA5zYjkGUfUENGLi1Ib0SbaQcFo1XLpvLym77fwNcpo9J8oMQASSlITJ+FKkFVVL/3EEJXrM+6dSsZ8TAq2lqpCwOOdNankVmqQFIetFSqS/9BRrirHt4DqJigkztXkKljdRxtaOfI74ElrwGnbkBCTx45fOmM0QGPuTdWB2rPCM3ZLTrXRxCTEVD3QG/B8mPMQECKEHdLy/MmuC0P6l8h1/KqiGg4JQMXYAuRovZGgIaH43Q+xHVzBHv9JN2AeJ96Qxjsp3XjYXBeU752x9BrNBUpKwnotPvrMUx8tFibCW5KnCH2/cH9N9MtpewFlq6a1ocCgcM7c1ykdoapW0GikSlIWod9yu03ElplnKv54n+hU55IJQmMk7AQK47WyiExgjr/oQXCLLdxiAlz2VjzI5iFu/PdUDO5tLqh3G+vhqUJ+uZv3BQmDyrSg5O2REKZg3rW+WGGUkEbJ3GGkbsBZc9c0AJAt/2JSJUPk//AKomjQ8OBCQKA/wMYPZ6Zp+lNEPtZQhUbnZPnC8jb1AULouIOUOk3X41xg9HLv24wuIa+uNz5HfcBUoQwfemzWHjRrj53o79aT9Z1ENozQQlefpMYsfrZZt/GCiWze7m4Y1pdgqWlTdZemA04vWbmJgQW0j7KMK1Y2dgsSy+WZBcKT3VM9nPVHgEvhBtFH5GPwi4uFFfR9XvSeYb7mC3zc9XILASx7RXQMxKxU9y8zdms1GTfDy5ntzfS/7SUb71AyvZClVZWaRbHhU84KsQLjrCEUQ6Qjdwkr2+92RjhOV+BYR/3uqLf/g5gxVHrfKdmSaouiIdXdBOx5yOrAlHmyNrMpwnxXjCUTcnxX2BHLxtd4JriArnd+mYtGPh0lpJEXSpSrc+WqIXCRPUES43skG5ohDGUCjRnZ0eD8K7A/tA2/t/WqD1VQCQicCyLaWg5YrwjQMGQsblhpwq2ROOuRFsanlsSfHIThUG88KJ57Aw020gdyqY59KYG74XOe5vRudyxFlU9W4Ru+6sDfHXXfbYVgU3YZt+5oODcwId+Gs+EpArp2Es78VAr6IORvxqpp2aaZpBlfFPfunV8zyVnxwJJvUe88PuMSEbXgTiTneMqaxDh7ENpCjLODvOUvT1eqvBPIWXiRzzYeh4PVsSmUTVqzgqlfOYMTdNqo2yJLdOS7LXKtILuaSr2zh/E/vP0h7itBQb974Yu7eMvlM+dORSw1LaSkYduMUYzXAFNpnD/825o3v4/2w3NVQnETl+Op2cZd7M4gylQPQ81G/Z7eAqww+heOpeWSawumL3vwxTYaiFVOwsY9Zcoxhkf6qqfVyrZ/zjFvP8EQzM227drbbfwomRa+q/2M4mRpsNIdZUYswzhswYbA6weI18Q5mymJ5tswtBLR7/LIM2U0AT4zZxIf2JdaY+iqhCfipKx+YyRyg4/+W2544S6/ntBMgPHCWLOXM/l8en4tXVQ6igaDGTeh7ADNHpT5kBN6xCL2O1MCLyvfJUqBrFu2+pQcVMeRbtrk8Qlt1QjAm4zfR+ZfpWaOieAL5Dr7Oz94bJHlC+0azKc3ZETsm18NsZct/xSmQA19proXCK38LjUnCKT8TjwB1Ps5aZqkETOfZqSlIIAjYoaMEQOZf6EqAGo2sQVCgp7CJ16umaLM+Qy4FlAgY9wIL6uB8hYnxmychXLvS2FuHhqa+ldgfpErWp25HLg5mBvhDSIiDuwRR5HJ9asKw2fZtmVT091nZMmIouypQU9+3i7RbgNagYBIT/IT/J+HpSLRK20ADqjQ8OBCT+A/wNB8FaZxR1zUuBfFILtBKYS68Vn9GZZm9yGU5SCvhjF8tcV5OUbCjZ7EfqpfTLQB2Sl8cn7xZhtXvEV/Ur6NcTguAkMFoP2Zg5bWYTtzQwheyylY1Vnr/7dzIceqqzv1cszmdf4INgldxNA3MST0r2NOryzBaHkoiA0SIVy0tXdn4Yj/pD5fuI5Bn61whvaJVCVx7eJ1YkLp3bwlBsZq7W9Uz252Ow34CsUIqirJXh/T1KsoiOdwmQbH1EMdqZYuIAM2++3TvAxS3NrvuHgkgK7BP6miOHjrvWkhIrhVYf+9yXUjLC0OVsed7NlDUVu8nPafZPbP3AQjVh96Gsdf6y/m8sZ45pMlRCCLGwmTmpZ78M0qxpzLXu/zGAlS/DI4HKWmqIAgztlAlvTQjx45svt0SjP9JsACT+RQqRf8KUFQfAAj1uQZmZ2cVj32AINq7D7ldY/5CQ5rHS9VG7h4BTbM/jJ3kjDKlkl3eyCL0d+7NAcI2S6kLfu5iXUOl5vIds5Ce0Z7L58bHIrzVyAN9/8+/6xcRBgSpJD0N2qfSFSiDFw1AT2pEcj4GFHFbm6/snGU9y3VPV0zPfD+BJJmdu88Rs9LwyqGSfSLAEZRLdHGW3XVEPWLLLRfiB2ozgFR28yhP9um2V4C1YneFc0jvXK0ToT2Q6QjFdzp0ytEq6ZwPr7f+cs0qvLMpJZ6PCeVCbJdIDec01oPd3lvMwoOS8mQAhiW7UVpPPDvss+OWSuJwjp8O8Px9hB5eW5s9slGha+HByTJG0zu7zABBtPYpMdb+MLwGF0Kp7WIQaaf8wxKUZVsApIMQpckRf+L6D7LlsqqAkA/S/kb9Qb8KVQ+kHjrFQnp349Pgl2vWSzR1mgebWRTf4dTKUQ1medlZGAwHAFZnqb3yAxRViTxUt3mPPGXnMNApCOD9BX/YyprTEh/eLS+wEMrpu8cBpgPY4ug81FJibPvoZJq7+qYOcJT4k8RwtYyf0YeRjSa5UVnWdjtMhX2XyvoTFbO+kEo936YN/5PgbDd6YEB4zX45geSeIK5GAby0z6P8JyCzH+3nswGyblx/ZK0Lr53HwXiKcQYl3NzPLwRxvrhZp0KDtSFkqt1dI8P1nW40nqsDLKxH6akDan/WrbQ4f705BrZ9qpD6s0XSi+D/5TYoakn9EL8OiT434naYB1VqiXjCk407UvMWLTQOGlCSy9mEviRPRsGriFDKVamKtmmrs9Bkadjv/rsSRy0omsheHlUTIJyg3TfmQNif7dkpP9QFCgX/WjQ8OBCXmA/wNB5SSa3S5A9LSTwnPv1DglJQ4Y53/cG6cXB+xDc7NRDAouQ1iWNcwCqZyiqdvarvMY3AtxAmrhVLifA+XgJ2q662IFJ1pXhHd/jP/IsdbGv8X8nWfq72D7S8JuDPMby65GqlS2eRKBxdkkHxIsYQHe/n6MdBIMgVsSkhK83RgE3mjp2FJwwiCQgR147S3oPXuHfkO0IvaRoJqdecAz0YWAMNTDeWx7NdGLb3r6KHLFROXRdMmeT0mk0GiGluTI9WPOflEXCQie6FB5Sipnyq/PlCsjx85jdk/V/bWcW8XRXnf3V2Ajyz0E8N+48otAt8po4gbIWd5ZvUZohQKGvFck9OwzWghGdm7H4bJPWctsar86AVgp9DoyBhvBr+COAydd4k8kpx2U3hzknR6qPdM681M9ttvyZGwFrb8Kr1BfQm36M01Y1wvZk+F/6X4STr7fDAeIvdK3yTwEnuLPsVtay8xTb6p8r6l514Ij5A/JgAYmbFVXhGm3QlFOIKTCFlYkj39qw3hBqjf3MkkK38A4hNIfmhFf6BrEZwIYysqBfS7tRlMn5KoP1llyhaPolHL+raiyAjTiLSREoh4ut7FVIQMzL1cngYFan+1XDBjHubXyqhEdVacUdmEjPgRu3vLu8BXjo5t5awqsDlrh1xTmHjw2MnXBoGZhmUBKbkzi7XLgxd1fMx3ieevVu3sxkWal5TkdpLY2hEorSAX4pJZ6/yyJNhqdxzx09AQUkjZnvLYZYgZz6kjELJt0OCTRpN7WXx0Z4JTdknoYny726OQ20KpqR92GpA5wrrF/Dbj1rob7I1AZqD7zRTiKyT/mNgscwAm1uTbaQPpsAr/BbUJXtNILNSGk3pLSCrtbGMqDTH64ZoBk1O1FDu1oSOu355hlvtQEjppotx0TBlEAl2bb3TmQKmK5R/wR9ud2I7ZYegAs/S/mP9t62b3lXl2eNjkgolctvgXCAuzriN1BLx7xsuXMVzFynhcR9tVNPB71gzLp2Tz4dKLqjCl2929T5rONSAIlrIFmz6PIpGNx/wJAVMcEdjyXMyUWrOIh2fUserHSwB4cXXiJBdTMegDEINCAuBW1fjfvgctD7uH+KUMhrJ5SSFE7AqL+oTyUub/wFZXdvGA4efSQwiPVjRDv02WD/YIZZjV3gwoW5/jSkiXsnFXm+5JV7MlJZEdBm1S6K3mSlM6AQgprERynlTyOCDJyA5LbX32OflGZjEHcmwb/JZObR09O3IEVOF2OOa6iqIA2tJS2t/BaJ9aD/+2jQ8OBCbaA/wNCV7QtbcQnJS/oqMtvnq7USFpbZUOTNlHDKjeiVyXO4AUGC4ZdaM7XX9ofEm3VgK3bXnMpGqrJO2hQ43Wn5LJ7S1pNypSlbMwkrDpkgKRjjeKy5qXvmiEW07wPXJy6WNXgN/Y5Ku+LC9wvVAgSkoeebvtKuQgArsNYD/aeR8ABUHwsWp+tUPIFF9CWza5ZAdJzORq/8UWs2qbXAVxeuC1P8NYlWPBbY6FlJ9rsJ9FzQd3tWVxWpwI9kXsKV6jxsGawFOnJ9oczBwvqg/Nr8s/gB+T6XIqdBMMbIVusm50OJqEicIfjSMCAlAqctagmCoDx77hO5RN0yEzp6KRHQPzheP9jUfCJt6fVa5cdouT2hiQoH7B47KQT+1msCpJoNGFZ2UH6l5tcFGAy/WB0L65XVDAP9tiW5CZAqifBV9fAQlesjhpbLKjUct1i3OSNvaBoiX5ZGjw1BUiWqrs/cUTadlfO6vawgbyEeQexP4iv/oY9YDv9R1u0jCce2uDmdJte29E2huPSRB8F86DsoKhVtDq3KBr1Ib69wJ/bFOpT58EXK2Tey/ORsO2yj26tqmIv7Eu4qgbROC9yb04ZnAxdEe8HTqYCeIK+UaZa2vApgr/VWsD4YZPyGgEQKb5eeT27A0IICVMQa9UMJHan0GMb2GGDLdi8QkEIIvNzHLeMVzME9hxHV/u+W4YaM3bnm+0DF8OG2PI0+oE82N6GkiqudIKxePgmfojzZKCTs7tE11KkwmEsvh+gBzoYvTCJQn+oBh05FsEevYFoS5A7fhghwNafJZf8LLT9Y+DjOqGCxkwIObaFM4lSWkJX28nT213QDaQBJu1ImvAmlCgpUkJt+O7tbqqRxYgQcEheqCg357ZYPuquK303c1ejfwvodsVjtUir71fscMR7HJP5/rz+SA4gEz3j1uGcPXOmQ8Ng2ByzzNxBk40w4F6ME181QtMa97z1ZP/wLLEoduXGEnwsioUeW8+4JzNa08znFN2GGDy57hpFX/X5075w4TiUhKWw3g0viL0/NaEUVO8jTfpfFmvdAzqqqxyLTWtG45JH7tTz09BkoAG8fBEzoEjFA65ZM/cK0veVCtc3XnT3kO9YYoWXtnS0Ox2lYS9wKmyTXJhiWu2n9TgiwfM+qbU+zm40c7SAGBqiEi6Urkg2IorIUTm5aUh/Mp3uUkJXTejmFiLGCl4Fk8aZe7PkO5dU2nYf+UHjwd5kfgIqM0D1r8QCBBxnVwYf8CBZ/7NRwFnku5P9m27ZEl9Lbwr6XZKjQ8OBCfKA/wNCV6z8CWuXu2RKoXQ6RQalRKe0RUB6ZpsKJMn7h8et2ONJB2Ey3Xl0/TlbHB8gG+fig1lm5kJdUCCbqD/kpkcIbiW1k3+Wyl79DMxnr7ztEQhlxi7F4dMHc0Dpu7Xy88S47OIgy6Y8W5JUvII6tpu7A0Zk5SvmtC9addiJcvr856rC5QCtyCf+lP+enc3oqDORG8lj4B3nk8Q7MLv8oArXETH3WQVx8LLfwR8iqaIaVzzoUo/E0yvTMR4YblqT8BRiWxNexavIByeTxaaPhXAiFSXi3QqgMhYwISp8lHqgGm0I52fczxGNcxjW4pK38n6KYzozGXLkBt/LtQfFaDml+ifOmxX5GHlysauw/pNOJeTd300v54A5ObqWxs1yF5J3aWvydFYhaNtkfZ3fYaeWhbzAP0tgLSfw9ZAUAWvbcC7n8Yh2U6TQ3fqHg8L0WBNS+numVq2Ds/0f0VyCwcvRJt8omQZTlFvRbimyY26b6I9HC/qpvi9EmmGq2F1a9aD877lBEYZBIjWxMkKDeifmEvl3GQoF7Me4yT77i3GYZHwHUGO4b5pCaT6xap8IVn64AOxhVgw0TrrCdGGqVKQDkZdXgMK7X2XeSdob6qsh68ljpbvTLWRPClbyP9h3EPWzfyOaEW7goeXUpD6ugV/rVWBUr0/GWtQhUFOPxbS8nxq5IJJd9/aRaocHP/lnUYoor0wtfnvhZtZDuYS2iND1dijTwZONySD5C8TgBA2e5VgMzYbhQ977M7mwEnxe/89pJTRnaWrauJmrJ0b09eI/M+oiL8uDaSXaoP6NvrcIoQ+lDZVJrLl3qvqbhM1UB4SLYkmQmTa35A9VVQ/mQIoeNpGg24pVClm2IoMu7sn8gL42+y4w9Jz3b5q3IDuI1jaON2xgyCTYdwMQ+cU4M5JZHp368uw/AF4pla84ZAd8K8DQ+s4ng5D14fl8isIGI924QHfdkfQuldkPVkdsdvYRKQSiV8Bl4FAXKyzPqZN+1x/fW++jF+WsfmiDvNeGu7NHqE8GTOlfSBTBUXGSlM5MSkYgVvgA6UsQdwQccjmPnlgv/trY/Z9Iv8ghHRl4b4xBdZfFQaukZmcE6Sy7BJsCVzY+VDB5NDjQlK4S6kPb2E4Isk5KUDYymVzr0pn/ebECgRh9h0TzoFj0dOnP2GpwHrwOzQIZAVZYjPYyLIwudbl8ArmSyOscMTa9aTguc2eX8nwyphZZHFH0pTmhZLoL4UwQYcJcWYK6kxGBISrWyAJSNkk/+qgW0HyNh6CjQ8OBCi+A/wOG+AHtSvCvVo/QF0btMWj8sFbpLFPlwtzEkQdsbFgOS/4KsGjbQpaKjUFGD7/iCqOSrlphkA4khQgIXEf/nWhFmqJWd8DyBLCla1fiV8mt3j5G/b7P3MDbyNdR2HIFCYFVd4P87e/2NR2i12/4vH83e0sznz87kcohdGZGcgHqf9XrpE5SgBzHLVO04fLQ9ICmssYoZAMJ9w4gqK84InEa6XXw06kgzNd9LmmPCh2TG25vPdze4MERCkoHYuTvcJV1k0xB/xY28ISNAVjlX3iRLxvhsoiMxAVdCHGYUYuAW5DQ7XgDDFX2JR+J0bwlBsfiYC2QVlguctOdD7bNVd4kqUraFSVindCNBGEpMk/dPEITa7Ey9kDEOt5YUYdaQL+8tJmgprADMT4VSIFUW+I9z5gCSRMm1si+oFKoV4KgcyMd4BVtiMfRsJh0DnxCDwWAjhDIq2EhVZEK8QGjn/0aoj8uF3Dx8sozebB8WXV1VJVYzdAVNK2D5hCJ0BTtnbz6Y61Mt5ZEkrFvBRL5F/7WgALiqKySLfxNukhT5jGrVLzq/bExnfP1b2jFomzj4rQbp/tlB8BLT17xcEZlgQpBlJUT4Zk9j92Zk8A8KFpPnHfU4GZVVuZWJ0vlSdetGItpXYJHwfHYWIpYBXrokmDtgDYI7am92q6rXYWrF2hrVvUkwZzhOXcBlr9bDxUfqjKorTGixeXzSJP7iUYx0fY4foj0jcfgynvc7n9ZvNwpo4MKBAxo9dXfdOWBQBq11ibv3Ge2eo0hhb6lPU2C+8diOOPL8Vk4hmcygw1aHH7kSJbKdcau1MV6k56WqCgVlIAtAkbJSS28P7aoFS2zLVPG1e2cOBILtBAJ3U1jHiriz1oEapUs5TfW99zKCAqnZ2WlW3J+rWZOhzic1AnqJFdvksRIdt8sljbkj0sTV7Xvo1Qga5yOt4N5kcJu9CTxIuTDkREgEOELryba4spnXGwmcNfQ0TC86R3tvkSK0/w9xdUJwNVxzYKQ8f8IDuTKYf2JOP9f55TYUywLS+O/pvfKCvAXd1tjXECR/B3UzAMoAG/vod5FNTTB5u/xk6ZIMw0bXgBmY28nID1lcpSzcn6D65LTVdmSwZSO+ErOalZN2S1m2vVOPKKEZ4CQTUN2gV1YJTdgkKIMtNOUIKVrKxMWTaBzg7XgxJCZu58HjQ+vBNMOwkhQ9OU7PF8+WX+H2MnGUg/GUPtWa62fZCKQgesSK2risMgvyb69oRRAxrcpx32k//A/JtqlbBV8Pr+jQ8OBCmmA/wNTwdRhVwUTtAA5nVYY8gRzfSJiGje9fxwmfSb6tg+9SFb/o7V457l99tg/Bl5tVHK6VeoK89Gv6VgsohAPqbHySzk8kKED9WkwFb0uJQmKVGS/pgeKQVCxe3uD5rapqd76Zn4K17LBHrwoDZrcfPuffhtclYWDNDyablSK+SeMhVDPwJM24etOSa51iOxnv+NjIsLuBm68n6G8UVU4ZhIMtc6yqMnorbA97CxLfocB2Y8kbY+Fc2EevbpensXbUzu6s9qKajNqEeaK7JHq7WCDeisg6NfwT0IyK1QASaq0fRMo85b1KQ1om74De9MWB1/ju19IuWqK8bBrSAjiz1TL0HnQvOZY1cGENAz5DQn8dFJCjpXvUbupJuNX4VxDLqOZSr2qAug+U5A7IEZlXMi1sMM7bZAJLbdqpbf+gX/kQm4IGiZ0dboot4Qm8YlTfbKM67cRDmlw95CYdJIcZziU2fNSJdFXqxrrXBjLsdT20eTMlSb5kmR/LBb6wGFsPnvvuRetv5smuFEUi8EX+pB/hDcqAiW/ydGBuHGn28awPczC4ZcN77ejtqNCqyM+tH7oFx9nEzJIwRz+bfttyIGDGCdWiRGYoInBci1HGCpP2sRLyzxwZS+9D0+6nppT15+XM/rhN9FOahLZu1CAbtGIplC5qUd1GNj38E4EFLGU0sh5fYNz6383+LAHHCLyDWRse+CiAMe3GXPkZ0gV5zU6gE/uHvWAzXJNyOrV8dLzQpbN39wsLA6A9ypGNKz3lJ+sq/oTr/QuYHPzCBLoILgjpbrj6WidfhnyrGu6YgQjYzps37P/yk+q4lDQhRXO3DCI/A2S2kk2qqSqqqvt/1PBt+bO2bEUDtQhOQhb/Ry2LJok/P6QTg7B1d41u7S5+PByqGLWh3JYnNFt1TKgbfflSH+dNhjJbVC/19hNcmJusVdmt/jD/aaJKXqVtHISQpMmco8uz/+egQM/r5AHbcmDzrrgLINU+BzOm5dU5ojZzDY5xqTPfhFp0GaE73zhJerZXTB8A+o7LuGrkNTma6B1ev3Gkwe16VRQ95q1bDtr6Ndd8dodalzmpTARbYt3sR0o35IFFfKX7kP0S5zF/Rghq0yGY4XPNrkShwPWtcU27URgpfpKVDCMsY5bE53SrdnaMDZzP/1MHfQY+WNAiU9MEdrfjP6a4gM4jbccyic102zTakG2rcheFpIxr34bQ6gQwfhb33OUTDobNDXwgeVqRotjlo9yMG1xJUSbSU+zB3ktktS2S2oPtX/9V+SjQ8OBCqaA/wN5aX0fzpkNAVo9cD+0nga8OtbkNPqCfqJyU5WiaVPyzJ2XVPC+fAjibAOzrbAife2cxSIdqk3LscB3AhlBFvA+nO/QZ2Z3T5PnwxaSsLURvTUDM9n22f6fTFdKepXmV/cJ8S2qztb+cq9IgMvSs3WJe7kv0lz9+Xy4Uqs6eO/WTtVk1vsPCc2rmeQCKWQFfAZmmUmdbxzm7++3KkdpFHcozd3ryL7g9dKJr7uxnImwD9567lPLWGR0e7LjpRAcErsjIZ5ywA06K3KlblsuB1/0yxLKq7tLlMvoa2sC7c2nSekgYDdIHM+cH3mJ700OVyRtI+Q75y7QzHN/deszIZeJ3Y2wFQK349WOk0uU1rf6z3WGCwMThZICvFaJUXuSajq/lwx8zcCxGsLE+Gr6riYVvmIvybbQAG5ABuvAPX1/QldQAUer2qaC2qY4bbPvJFsgjq0o26bhj4Q/qyiWlbCpWnWRIERRvSFglbBgaGFr9kZF3z9/2YW4A/gJZhq1Yo65gHwMDYiUBC6QdIEz94NoGX9EDEZEgRdD5bp4ugUevdaqDDXB2MbQc8vj7vh2rrM15HNt6+52HklqSv8DAeATh5ug1dyrXZaUIG32IXsajKIz79m0IHKIEHX8K1nCLVYYodJOygWCbL+XfhRzSVeH5kikalNPPr/WdnRUQfCEWi7ss43Qj+3LkHANTD0ZcS5xt2d3ZPNcL9m25TJtHXqkDd+HZhd3im5kXgouc28mU4uhSR9tglgo9RO5Fyzmop8BORqaaV1aUM4D0ePIB7LEbKHqs8gE3dYFEWw6iZV9mQIOkc7UjBXsRTWG8U7EC2akRv9L8D9KSlt28FAA8EGGk9ECoQdm4L3lUhFhp+YWKsMBj6G5IYClhRFfewHDiJCjcOvvPiDajthxGLgn89XSk5VmuEN6UjGGPTbimB12m0nMDiuU/toXpFF4gkf6CM4/908dE6Xh30+n1EtwC1ffi2NoZeZxsOw9Gp8j2PKE/M4IkGa1ZMKIzWAzpCdTbuzSTkFVGZjILBzfinvCKxYL6DJRGjiFxzg6nejhXBqbgo25fGND3uoWIEwQdrLJzUhx8YPa5P1ewcxY1gDg7wj7Bl16kDzoCefnm48Z7c8LEYvX/41b/W0Lnbi91o1MPkO81DjkKUtMNkS5jmwMS1q3d0q26OztIaYULHeXXd97mOl/B/i/6JcUyCYhLmS/XXQ8/NZcjlBPnl/8TmM6rJ+PJgOKx2mb6mNatC1Qn1RiWRG0mwCW29voP6qlD/+jQ8OBCuKA/wPxowpi8J0cM4r17Fi7byRi/eCm+YrvOemD9SQGivtM1nHcnIGGVZ3wmHuUInoCvAlEfchBRcV7oLQGQv+dk3gt1uGQIle5/gqiGNTFHFL+tWhYGU+8SehQiXGQFlaCv2dXTIi/MEKaRx+v6C/fhtAmS6xgVNcbHEYtY9BbMN/UPqn0ZVUE+kpO6H2ICbHtuuIIQIsJgWZlVaPDr1KxzJVd/NvcT6tcYq5LPpmnEDQkRTPBQTDi3k4d3O3CnwIJKa3REyXP1Dmhi/2rWJPM8jpDHA/aGaGKW6Y5Ybt5XAuhw148s+v+WZFGXkWfVcqJboHm4g9nmzr/hz8kNM33zDyDWWQlFR8yLPaBeXTuJL7FucjbeWLdnped5SqQgbJ2Ag0a6SjwxKk802k74y7UkM5UwAkC0BIm3alBsF/1UPQm8CajvniRYkEDqt+hgWgeVQDs/ZpwArxlaiUICOzBviXzJm8jChJowATX4BWNLDRE6VfpFnlxVSVDmdqEOdLYgLaKi2pfFLXO2iNg4Bry/ja2Y81oIR4Y3x6XnnmHz0iTxzsAbK5HLhQvA+eDLRbxvH0mSvH3Uz/WRtybvj01Vh1fTfeKrO0Jo87m+uN+3I33B17blWFvS7MrXazqUN+aHcPyplXTvHZ7w37TetreWOmSCSAaqX2Bu19tWCXSFuorSD7uEfHA5f2xzaE/T9wNG+nklylWOICt3AjGLooC1uR9zoCfQaL9984dUP+0KD6PXAb9PMVjookLf5JF4kvCJuwsJ3pst7KQl0Uhq5fsh/AV6XglnLV9C3ZXxyiV/E33wqC29c56ZE5Lb3BKcDtEbFE//JkA2SAUK2WvUKpUSUJXL+khVRBBDXSZZgudZDX6G3pJWZ42BBStC+pcPbJOXEAcRSCyw6MLNkXNxhHB4hiSAISBy7dr4RIWDABHj7DmdDivlpzPFgn8VVUqeCW0pivXXJL3ihfTCALIjDpURG16eCWz+/vA4FJTeR0GLEM6O3I4Vrn+TSMY1A6V8BWnFFdSN+kSbYVeDnKJ4eLN+Eeva2eQ+wqDi4+xVKTsWY4XOeDZJ78VPKp6saZKnVfBZaH1tZR6Cz7tHzVIevRaaQHP3BXtFANsJ2VJz0kSbEWAPUP5/JzsvcNolf9RttMzccGeluZftr0UpCuv/YtAprkSuBTaoeqIz97mpUCqRFyiHaDjPBEdKke4iuh7QQ2ffZTjd9V3pR6JNk9w92q27lXsCKZ3DndeULSEW/A1dO0Nm7AbJbAA2kXwAFoFBfCjQ8OBCx+A/wNTwbbhG0pfKzBFLCCviNEdA0SW384ExDV7D8x3kvUkV+kVYZtNbKUmV/nxrZ/viznN4KLbkSn7ttKx1Rsi972rfRZUAotrBwgvNg3m4qnsRQF07/2nMtWBlu/vGJ8MdVxz0snxaXe06bwWr2ChVD7l6O5AT9QCS/5jZJ+x0X47cikJO6sVUmmLjCNOSXw/x0DyxFZoXwDjDIFg0H70yRoCgYIdq0rbkl1fa5PBfcjF138I8MRGplB13Ogn/strOILi46hzllBUTAa/MkmOceCoI4xAj3KMaM1jF/VLge4PbAuPFalKQc/cFO1bnAh1+1InHc5rrqViFfeAXFGT6zhlJy+lproR/QE0Xn1vvYGxRytKoGzv7XxyUZC3HuFSfarB1P3mINv6OA1BC27KlOkDiqu20gG0gJJPACQFClWveWlJq8xVsc48FYR3EkxAVRxiDaC4lA2GzAEX3zKxVKkcTEBc/0vU515fBz7w0gvAlpyqODWQ9Dtq5OpRVxQo0KgH/TvqM2RrI4T3jpxuveCLndbU3phiAzQqpCdE6OzeoR2rfWI7i58FZmvh6B4GyY80DT05FEY/wX+8w5E46WyMuZPABf/IExTMBXcuvdaCRu6idE7NQANeyv0D/CNnReuatrAhZyHjLqHqr1Hmt6lU/j8l2wTkkjuNtTbj9RLdgUzOHDAxZ1gqXHfiI8Oz6PML2/wo3Q+iI8zHFnBatZYsQgUb32k76jURxHDi1RacW0To1kApochqji4USZ0ia4O1BPtoiY+9RqcjA/mBNgARvq4ZX5dbs0zos+9i8u6TgAiwl0hUl08M/jR3oh+1bibv9uRIkD//+gVV+lAErVPG0nVasN0uJqOjLThzE+u9ss78XokieMWThImzyivL8HKlvUykBCO1ZHBAaOgt8HLdZ2G21VMKBmXK7hAyXvRWO7AAOoEaKThsmHchzEJbLnbHTi5wsKjghSrYu6Ng2LqM8qWe7BVUkmAQe2cJ37TVYxvA5MpA/A0C+ae9GWGv0PAJAFIGTAWAC0RKMHZgpqZuJ9/bYF0+SbiOBjKVdeYGovDiwbiq4uJhoyB489wHyYlE0clOI57tzT9Q+OHcc4+dEjdNAYD9iKnJwOdO00syOcwTnS6/hbbtLKPhL6Vn3LQgZ4hHF71H3T1pqNknDFi8PUCesMuXO9NkmaY76JcfIGtnrsNQPhAAV7KmqkpXY92P90J+hrwsKYfMja9gsonU+HYYZ5RfeQb+Al8Ipw3AJ3k/AASJA2BVJWgVa9ujQ8OBC1qA/wNTqY5N23gonu0Gw5cKSKBYyyHWCkwwHl4X/9ntmnhTRBa3L+M0MVnBpLZTzvc0IPZZYdWz6IU9oP519/G4fQytpHGdjP7JozTEIj53Sevh2kLm3Il7uIh3HxIH89YdqQcsQkVdS9ZCsSDPgRulrucov0FwWBix+A6tnDEFCHz7yxC7k/gQ2O4jwo4PPHMLIoRnAnbM/e0wwKE+Xz7K1RobCP/B6mJLXuwSNjb3JlkiVaXeBaHXGBC1KYRS/uvRn+MRa6psHOnXWFxPbb8bjgBqu/Y0pRMg6uJ5l+o1RYXTodTeHwnRrWfbGl+2l5LfzrbFhWbkrQdvfwKWkHSgdInSkTokZ6im48mC+/HcT1h5AeKaIBRvudJyAxbCONeBTb5C08uRSFgFKBo17Tkm/15x75P9vaQna1u0KomvBQX/Qm36NyoArcHtG78dZnrptQuYmMrz7xS7eyRAJJ8hgrV4zXau3ObymMJc7oW+Sag8kWofITkiinKdXJtG+mrHaEoYLdg8wlO+khFK8DcnWh1grBd9aq65mCdy0qIZeHZ4bDiZC4qP7uLr9L0AphabWMfMMov6J2Vaos03D1ViFh1D+AUHscVyUAXv4SGvcJwd9lu05gYMB0CgAdJRp9aogz+Zfrz76QK/ruCCju1j3diBOyDWVjMH/U4P+cLAIq2BswqyZ6ya9mDGsRAy+OI8LAcxjrq52rCFJ8UGanGGEH5cbPskXBvOG8G5wm+9gXbqcNxiO9JSBaT+28gVKGvGnTwhC9wDf4TY/732L2I/6R4G+MXwk7dcFmkNnkty3Xb+/ZI5Th6vo8wdg899pKEbRNzO60D/9sBICvVugr/ACVtZsxMZI3eSc2WYZ5mZlHNmea3QVUSGjsH2f5dLcHREvmKkmo7yrnVrJ3QU6JCBaLF8SBpmvkzWBwjS8BH0GfkU89pZDy6q/AsQXR6X7K7pzUeABFiZ8mTkuwFo17mrBVWhFJJWHMxunC+pH+WqCbzkoNTG7tFTdMB9rC5LYtIHN0JIgmfHfI3pyS7MeSVOLCveuWvs8pmZ8BaR549i+fKzB7IT4/MxY01lkgvsyiwSnqXWw61uvC2fRB412Ze8WOvr4zBuGTdR7vzGMIYYLtF/RndlUBWihGEpQUKIRd4sD4r1KJmEk0GWMyuk7rNwUSjwkZIEFwQg22RmMyZwLPciU1IMptLZnzGutavjlqubFN5++aZjJnSSDncd2P3IrTuEQ9zQbzdUdqLg3juxleRLtmWwCZCQPwFqv1WgD1WjQ8OBC5eA/wN5anj/WM8e4nbVIYm8467/ee1uCTgvjlTA6A3qTVohyslUNepeHNC/9q8jMdSuUXo2EBvSrKn9PymveCY2WmZOcE3uefzX+YF3jNC7emoqEieXQdNXD4dkbnOf6tMAD0VluH8CqW7jppG6IYkmXWG9gTB96lp8fwFkxqNw73Tl/qvgz/dG/Gxz/xp4FwvjZ+iyJ9CNggI1osag69PKwhwkSzdjLUr/K8iZJNEJGY+O+LHe6yBLZUVlrhV1W/ACMyGHGvUin/piLaySfM0VfsO4kdwhu7AAecQdGFKSzoldXD9MquOjGrRdLXsKCmaZGASTaH4lHKcaelAdsyOW7wH0OZ9QsLB+yldDKcSdhR+C1t9hUOKuGbBZDFt1pCizEOoJC5BzUNn/i51Ifbc3VT32epmJkbJbk/t/AKXyQUCQW2Xh3l2xPfF6dSbzjYqV6lnRdzGbWSlDCvjHfXYkjZP2Hm4Io0D1QMhTDEKGOJGOF7IuE4wUCSTRwtKe7Poqe5eYciM/wQ67tXgF/ObU/9yQ6bULge3CMq0Gsni08uekq6WmTUbedXfzhQF3cFWwguvXw/U+BllC0lahgjm2A0e/zGZGdpQnKx7S1fwbln+xAMjskBLFnJP9O/vyE4AD8Pca2ZNsMbhzMfCHr11C8GJ3+9fWkTiToRmMssKV2ET2P7C/y3BeIz5U8TyO+fVeKA2Aepfb3a/pIGv3vPGAjqeqpHYGSqIPs0N8uss7h2yLS8OFMnX3CAZKllLCQfBIVv3aVqZsHZ/V//gWlIhnqqq9GzF1v4D3Cu1MUHml7TxF7NrIfIzwDH6AIvJ1rq02WMgBEBv+2Qlu1VVuv+v+vxdo3dxTz4PHerRslhMdrxmH3ymz9ArTcg3F62XK8ev1Y+RMaEYecDMti7eQiYOWcXhiBUtNBhTRhI/t10ESYwHr37wrXL/kn4m1HSeQCrjTsYDwizBF2j/3Ws4VMZONB6M6Q6kT6iJZk3ePjK0WFXwqVn0SAT6qZqXckCyxH+jqTsIJR62/ghn2p4gVm0wNf1B4F/GG1+Re8cVdaxVvjX3KljY/64Mbp0ktcArFS8x5y2a1+KvDe/ZuG5mHJ12q/LrJAtpozW6Uej/7Z59B6aADCyXkfmOl8/kXURUTbIVhcYpJzernr9hchdDxptOd0Z2ajj6gCs+M1jRg/RrWDZC9ziLfELsxnKM+MgO+0aFdLAPYujjgoGjiGewZ/KTsRr3j6DsKAncMVWfSeR/wbRtyGVfwLQNgPyaWrfrwD1qjQ8OBC9KA/wPxn+cffNpk4IosfX6RlNz02BADSTv3c7LcVABrRpYDzBNzXLBbaC8cThm+okOQAzemn0hMIF2WdXfj18SRTAzPxWx5TmoDs5YSfNYCgK83PWxXWaK+OMRF8IstJYtAglaOw6k7ywmI5Ps3FsCc+YoFocBUPOaqBDReaPauXlGpWZWZisaOGni5yNKaatntMW4OC/ufT0tB0KxVdXlqe81mQ+BFqghoaUu6ahF00BE/ySZYKhQ749uFroaDO9HIc1v1PzzktspeoqcEdPQJyWeGhB23vrd1XKWswP5uHVVYxqkLBg2vXtq6dCUTAmSB+2qG3CO7l21R64CAcEB0BTjGAxV/M9eYSYQw+1OvkotZT+9cYV4uy9sPR6An9Z+NavjnphyJWbSHp+UCy3imk5g63f+QCS38Bul+SqqqoPTOQeu1n7exV/CoFbusL3qqA7QEnaLVR5/SqjBcNpzjs+UfKJ7ebegZWnYf4eprmYdNVyGh+m2bELC2R+FlGUqIWTFfJaDEF04x98RUPSSaSSzjTDXz1yv3Nzpj/9npQ2Q9h/jwqBc/fD0uIlVUL7D8X3h1z5pS+GY/l+9u43cEU9HbCnZyZfRuQgtpMEeXdH2E9DqrWGAy1CHehTL6JxsXqscVYNVpLoox0nZCSoMXUix01jYJ3RryMsLuzmJ/AHy1RfO+4Ro9CWn6FruQFS4EkMaBIjD+uHnAvmfjWl4+Kk87tYuPo5Z+aMhRGeWzbrR9H31D1U7+1dQcbXqIVx/R69PwpT5DdMh0gNMwaAI3n9LdCOhsZRxY0+O3yJNFk1LtMAeczx93NSZInQzcz7bGXzu0z222bk2kbUAtCgBQBVtkxFzP5b3Q8eue3vjsAAv9GkorpTV8GB206F7BdCWQlgc8EElsgtW95uzpuBKxkTy3bv35cNcSLkYBuAaEjT1vdRULPKrssaXxoYDp6Bu9/GUBjQOFILgpNEFcJuCMX/cG+QDcjFFaS4QNFpk8mKwmlwJ+TbvqLcjKAFr4YNeXPlfDGzVz+RTcNlUr7XRBL+wbb1xCQBRC3k9BaCKPE/O/eHWRItSp7duM3Aj2bHIe+FOahJEzkIrdjC5ug28oARTYa193yIZcLV4C5KSY+8r49eHMBgRq2M+ChiXaq80GGqYUvMye1NoHB9u//wyBa6PemBhQQArRiVLLD3YZKXXN1ckdJNriQSW7+JuvTy/wRLe8uTCjEEP5HO2rH8YF8qqwi54Hv8oLxL8uReb9YVfkJd7dkrWyUrQ9f1qqD/+jQ8OBDA+A/wNCV7TYHNFIUftI2iodiOU3KXgYD0Y4wrv7g6iPY1farsNUHc5InAdx/nc4m04jvShyVeCpjWVmDkMUvz7j/2z/jsl0ctpVl2Xd1mbe2h8mdNwe5Jmj32df8k86U9ir2eog8EtZMXky1eXex7ecbAqOIps1jtuP5AJu5I8XykuMfUavgEDmoKCO41JT017nlP3iGmFj+U3nRCKKnZ9zLdQUGvZ5AKMEJxczY3EsULRl9OwY+Tn1xVrqoI1cyGP5haNTI3x+6bQfNhGuC8K/Uwqk17Acsq+mDLIgl5g9U4ipDLxlVIlpiNPmnDux45TX2Eve9Icg+z5ArX/BH1uOPmcNcsGvz+yttEq7+S0UdkIxN/EaIj6JoMMWSRLMQot0rvscbkTtyq8XYQ9RwE/03uB0Y/d7bbQJNgJFoNlr18ASQm347V4PC823SkxdVNF4CtDcsOGdMPdioIEqC5Q2mzV0+Rsv14Mld4vu/NBmYDOHXK2iqsUIQBvKBXh1jqqaef/41iUAzIV3jahJ3e0LyHLLjJux5LEk4ze7w5flDTPcHg/G539yAFPOrXgfnQp//rK1yk2uKU2AcomUj467FhO7qbbU/vQ8vM0vbmYasLZJrY0xep26Nf+ynwI0UlFu+z+vsX32easXVU7AsQvXcwOFBTxXDoYA9Lc8jRlchNguJfkKErhq23hUrcXbdjy9twqvw7jBUFGr1VXyGud+x6q8bU94Fg5VdDEk0kG1VSNVWPkARImzEzoZzRo3Pf69Vu99O4/x5K0WNj4DN0AYsl2tHPoS2MJSjqdDh39L254vu1disUQxdOX+qB6Hp/rI5dEaq21La21tJQ8lf+q/0oWGeR2XVGAaT45uOGDsTIuDP2C1AM7JQ+KvciUNV1Q20Syh9WMLMNlJ/nHcM+NcS3+EOC4g0TbEGaZ32SHsg4Zn9dogsYsyMtNDMCi/I3RdyCvFDuoZVwNOxVax8fcLcddr8/IScoBwZGQJuDX8aqtb1wFkJnvvSHz/bCiafaLPA+QX/sdnmYiP8CI9Uj+nYsCslqbn9ECFjGhe5CMBKnbNgcDYiZCTWwQ4nSoQ7rXnVmMONoOi89IL9qK3cii51ZwgU5X2QTrlR2bAYUl1/pfy5RmwiqafZhUuKyNYRTIa6/9P8sZUmNRnlsh800QfMx2OLz2sS+L7jJJQkc8HynDKo0E2H0Lzmr8nWgKkvrMXACrFsMfdKvTVHn8W7TsmpRn8SOa5L0BpwOhd3JqelsEM0m2xJP8kigoHr4UFraCjQ8OBDEqA/wNTwdPiZKaTNu6FdEPYtGS2YNARjde1jPRaBvj4tBVcq8m+/ZR9aS6SPhXBQBvJZ9CTKuZUAb43fb5QC+XRFHgE3sjT3efsLqFYClyuGSMUzsMrZmJ1JlrpHOtRNvYLdcxa8ElyQ5DSK3+mqKNh4gevDiViNsuCIWhgexN2qP5ctgnG2cFJI0EJziCiIGUAN1O54CaOodHZpkuAEuOccHxcTGo9Egj9N34e7Koja5ZmjnjnZQ4uFIEbAZUejKbdxy663j1unRlhPqBIMmEbyd6j95ckogWHTCuGhQPMK9vdstEkJwE0ry07rDXDYVJ0nC2awsIDMfDINawQyvvassFzbmMCKTzcpf3VPi5+QUNomQTaIVMWy6/6Fqyh3DT9+I28eAMhYt7AaFpFvwvZvZp4FWZtv2//yZAFD2wAKClkcCyFgGSFFFmeGoCc+DQ1JPMekLT4s06cP+0Bnaf4JywO5H/+WGlruf+Zk3DSBeKvbx0f9CAed+XTNTQ4ZBy+GgEpERSQo5BGIEPWrFuD0k2GWRp71ofq0a5u/aB/aGXaL+9gvhm2YupXorGQjVtCgRaPJ+Vrv0rDt0/BNXsVWD4fwkhstZnTqO0jmU7zHu9MVr0xou7I0dQygYaloz3B6cbHCCUtalSFi9Y8qKIO/aBBh0Sjj1B+BS0UIJxnx19vbNuo3GKsWcW2rNCRoxlMI/lSX1QpjW72183mNQ+RpMsO1y+0bCw4K7D5he21SRp6Uf/LdPYZZUZgBzzGMi8Yi+RZXs8axCy5TFcoNXNG10tbA4fYcXhA4LpTmsebrHRHKV+ewZPNQYOomZ9/fRpJQmRGT/9JJJLaloAD6Ul3VXMeXSlCoJ37r/VZs+90IwExqUcqV5RoXF9nPQr9NCF0MwphaDK8HX98wiRGL2E8HUDdAkutF/u+l2UcPA0ZMwBg5mmhcglYI57e2ssBQfEqSFcfGRSTqXl+N7af+r0JQGRSphuO9DI/Uu83HvQMHys/W5YTwpNcp3jgHpeGSf0X/AMBoUU6T08PR9OMnOY+XivvojQW1pB6SDpa09M56/waiqbwHsy3fC93P58ZYsUyw+ZDzZYOyFRAPvhVxRgO+i1caWMUFP2pDkIvgdG5I3bH8iX/otM9tnsKjS5t/zgFU+sdWLCn6ROSOySrGJF0iZGBl6q1dxwUoq2EBDTJARFAB0A34EY+Zw6m80mejs1SN6MTJLLs/7tTXfJNQ9vMGGJmBAf32cwCLJiS+dRFBBXnR2YDYlu3YBtapf//VfCjQ8OBDIeA/wNTk0Q1cuCikxNA3/LapvfrsI9PpDwIxr39EIdU8zKJjhg/PmhQW2gvXPl9aOqZkEGWechknQLxxcJMkSDbL6jBwY0dLbxz0CdxAWihbcP2yDKSyq4K526CYY4+Rpfvq6LdQ/trG1bjbJa0+4P/pnuINCSyzT0XgY+H/dF12kv9ITUyckg9UN4GhoLhmbyjGSsiuq8zerHAeQsqXqhnXJzSouA5pXMHXtOyY+TJIymz0YHnaBE70xNynC4s/CPvAY6DbloAllr5XywDRauFbJN5DypB3Oj0wFnFHjzF2Z2r71nCoP8iivl9pJPK/9whIbSiivr0J1Q4tKzOP3n+1Q43zESZgSZNsBLv1GlSKkrSll+04IoolvvM9wD1P65w0N5sOXcITKn3sBQLv35YsgagsdHe3aQlvZu0KWQA9fpf9AHrKMWhl6v+ok68GZQZknIoxTgwkUdkT9YZxTRVnsVxlfwCo1nD6J3RCkAr/q6MRFVhEITzWs5APhtFXKYa+YBAi6OLfZpNVtNUhvkwrtmR9/iPnDgXgSfLMRWqLvdCe+cSQTYhKPVIju9BFE6ktmLB7N5rUVM628f02j1vwZbM+4gc3/KWS7IGmpOtdTNUDm91TZTAKRTxeHE2JcacXXswWd/VdX0RffQvPG2ZQ9jatOjoAi3nQkQFRYFtesPz48BQN0Cs+6UfvxLD/rd+Rbv3uKawi4r6KUIwD19QfXzfxO0PU4Dz8lfl9APJpab4sx6yMy6+LvGT86EfagQ/mWEm6IsOfUo7CUIeqxamuwWLKQGQ4UGEMzQisue9HY5tDc1mON/Ti0he5WdQdHTPzuAkJ/2A/Ar/2AAP0voCNPTFoEF2t1fyBv576VWEENb8vtb51fffbjme9yq3vCWJXyZ0nJ36pEWlsaul+JAahF+eS1MS4HR3aRI5HVh7/DaMbpw6HK0wrHLVjuv+djHOiWTQauZGq0riPxiL9JMQzAPl6Lbf1DcQkraQNdURjCyKYhrWn9yOBTv4qmqCjnOD6c7vuuhg62fgExHm4kW7BnOTPRQ52HI88xjdzQAXP/RbNOGJtA3iTiHcxGqx4RCCNgY0RIsXKAuiFKBmWaqWDvv6QMGSQB1eeWOSk4x819btoru4P5118KaNffkLaL1rXTEcy7HnW7CgaXOkmgumMhxpI9CMEr9R2uB2kfKtQ42L+Trrj72YdoPsrfQzneMMCsHkzGAJfOUABZ7TbpZFoMV0AtBECPX2DYPp82BpkoRSJbbSbJ/CrfyQq1L6plKjQ8OBDMKA/wN5V+7i/pXpVNUfxJaa57Ezqws2Z35CNlEYMYBGbGlQ97k4TtFKU7nnA0sAFpX09MQ0dqNkJreIcFUfOHUH+gxw1InoQIGvFFohl8GQlai6YxTyMBCPZyh1x3eSNd9P2jT0ZeFxEavsshJF/IWrBlrK6qy4lpXz+MjvhnVM1wJ5fu+/9jdhwQYxx8Zoay+NOE9lTMNdcIPzzSkm9+NjjSUfzBci6Ue6nG/fUQwod9JZIEti0WNOS5zocKULxZyvhQZvFEJMUWCP3vU/2g0lQr+gYfepmGuP/7YbYyUtX64IzgxE8QnIxqPrD8v/wvLp8p+BtpLBXJQIBqsEKBSJ6meTvgw2/u+k+dl/v5REcj+1XB007Bzy+QPnu2goQnU9ieYw6ZEU6a6hPR14MP3SXomI6Zm1JL/YAkmlJ/Wl/t+veWpk4bCVieVj+pOSQGDVYaueK3Aeulfnxn4qkEpicFBKo37Nh4A99wJ3CzNOJSEZXMcQJUftxNpwvKiuQz8mG419ouwFv5npgGaqtWtmGl/nuLm0UWjSM4CpemMeIieO8ox57oqMnwYAqP+exosFcw+KfKCZQeP6f4GzPjlC5HtdGBF+t+RAHXS9tsAx9+APhNO1VXZLXNi3k5dMcEznryrb0a7R2z6fsP0CPLviXdQ21btG6C3P5YiiVlHhAdYUDLjpec+xZbOvhqOcuNUPO6LiP4w11RHRiJf5W5nGbZaa5BKwBFhYG1bF0k6cgLKhy8XP6RcarY4csRMpG1QOKlkgEZM0+W2hr7ZT1vQtekaD3bUi9Jx6fRF21/kPCBNp6YCr4AA87G59uljxahSdxZkrW7SdiZPwUkkPXZuST1PG0pCqwKKIv+oMGdhtiSqe6a6U7U/chAFWZ0OdRDeq2Ke6D+SvaF8nzdrjioRFeIYX4Oc6RSVPo05DigUHsSDr1ZMswq5AluLrIxGG5GjEkW9LMeU7dcB1xY/rSXaYMavvUYqS3z4yK31kfSEQQdwukqmyKFSYOh80gerwSBuQWE+CW3jFwm4tg5ljTTbq+HokQO0JkDrtGTxpAj+aXKCo1v/9T98vdwcAQYcCSF8zH4zoio3EUm30eKpYFOeW5D+RtmMesl2U6PfrbQ5v5AqR8P0BNSgeKH+A+fjrKEyl19NLxqpB4bc4FrJYzjK8aWlRSeB2H2/zShxcAQiEiE4OnqgSU+iycfjiJegZc+QDzY+1Ot0tmvljM39FGxrGxYa1gCOyJiDQxptBvMXFp5r3Mzb9KQlvYn27dvCgBfWjQ8OBDP+A/wNCbfozO5t8P/PaWdi/u0yZEkcT1eFWI87E1vX7bedak43ISOYQ7sYZeJxjQbl5PuN2PNy988DpCIYXvKqHkl4hPVxd4u81N/LuUgBM6U8Ge43+feBlW58DivPR7mINmA+G7V/svHS8VRbCrJp8RT7jWuhVcsplgUmsiO4Wq//sJv99TQlCkPUK910cvC2HV2QLjFuNI4/PQrsoTgSUcl4JuiXI2UVnv6st0ZAHgcHMiudOKLN+FTto9aNKXwlkHCKa+A3Mu70aDMVVtWOpt/AV8zkIJeZk9l5ADgaHEeR7ec+5Nsr96KvZPmh+wG6wcwweUJjIYaPDzgYWERVqVl4q5SBwLET0xcynguST3m7RQ0i0LjKV3/xxp6t7bUHH2h3YLVOjnPwIZGz8/U0HmD8njx3UpG7SUm5AVQFpQ+gAQlgTmT2fpdK8dzNsQnQ0zo5LcxEVluD0127Nbku0MFyGrJpVrF/w+xtvSKkIyaYb5/TqQGPuaXDTQYrFQ1s+mhwubl8HhiGOBkOX1n+ETEETpsQpUn1GaND/8mDUMar+ZEEy90qYhk3flJiT36WjXsN5GhrYOREldk8E4XKlhfQxTFhN7r/iBmvusN63IStOFiJVzIC/KjANozgoJ2wu+eZXVPbN5DfqWB+mxobk6AqDLm2UfqSyR0VvMMQEOQpvOWWGOnlR3w0bgz45DRr0jemez9/UcynmWDlVSnLGU/oYVX2EGaolGGCCzAWA46M+p1utg4AuNIRQU9BdF3QUB10MdQmuHi24M4BghjkYhZgLb4fAxcPAFq3eFKsN5rVbZiN9H7z6isKqnzVPJHlXIiGzEttm/7QJAUGw9aD0pFte9shWpHfuCgPHk1+xcM3fDc7DDHJLRadgp6uokuXwZZ7Ez9d6V2ruvneQZJGINqovZGud+a2yQ1y+tR1YRYf29TKKxWUiQryyZoqbzMWjpkMGZu/oBq5KpLXHW9SQN4or6Lr+NQy3irVBEYTnDXxzTbzculmWixTKfyYfPqH+Lq8WUllSbCpCCt3dMJWUiY411MVkYb8biWN8uMx3VsypGbo4VZ4kKPdqAMtvCENpNzRDejXV3QwAxr4mB7Z/Le8/6wJWHrkQGEH0o6xzNvpR6wZBlQPvL03lo1QL5jbYn/ompNVEFVXivUbAE8wAxPhM4+cmNeHROjx5vD1hyxVz5cr4pRN2NMV9QDpPFuK7PfvL7Q3ExChaKVEkqOSev9iMp030f3ivXt/b9/oCDJD/f/9ICSQm3b9f2qvAKDajQ8OBDTmA/wNCV7TYkmCixc5aAsYpKJ0o4j2LNGMafKGxUwLeWmWr92tb/3sekDSMxHsXhRPMS6JnBp6JuezHit8h8UQx+eURUq//jBrD7KbWOdDnrsZtLPaIhIj1vIeyjUqCFJp+o4Y4YTI0bKgQ/AvQVk+ql6SEuOcMUEpAXzkTF5KLEjHeFG7m77uRBLaU7U6SeBYaEPdflbB9TJUIpzF5MEYbo6pCGDKlkVctUINKFl6/KXVS2cJ0zoUVBcKudLggQ3vNi/wOuSvDpQi0s8AWRPjvIHxu82XfYHe7LbY77la+xxzfppjFShJrqzhwaknp0ZqhAa9BoagW3XKfbdJcOjROrUGLAt/CpAtFr2AM0vmkpQYtXvxev5k3Qoh/hWAm2fMgk4L2i35IydmeRcQaU+Vps+2FzjukSAJAJJJtUEqXw+g/U8G3/EbpvrEM/ghBM6lgvIi01fPVLar3Oofuz7DuRVfl6CvF9y25BHiyRE7RoRM8eYOzISHMbtRYpx9LDad0YtaVezmqwv28BDDdF+W0/NHmoYFUW2rGssONFAr3QsbHDhr3pOHCXVKo86uiJkc0t5+OYsbN49WST50cPJu+8pt2czPoZlc2XBtRAephNvTrtOqBTFBAusne/FXY4LWdPqJgnlfJctRl10CbJ7qxU0xSlwIdDLtdGo0q5dAzx60styddpkVyCp0mPcjBalxJus+QKdBODhEBQFDS2hrHlHSqcJlKg4T3GUYCf76P4Tg6vczkQgdbEiz2ROMWPBsjTP/R1fs4DD2Vkibje7Oqh2jRcC+S8fj30RuLAPYGh9bppP30d7TkPhK9XlpPIOmiBSI7rbdtiZCdkgWQFD1AAFPB1oVOqJhWyLA3Ggx624IeEzwlYiVuoWuVR4a9xkemrFX8WIEzOCO1JfQ4dbTDYhUH8a+5M9XgEYtiB21FSU5QAlKA8dW91h5E0GRdWz45sVgdyfnKPelfLAlMg/h0ZPw/KGkjhaBCctGGJkXt8V/aTwtfk159svNRZNXCiwL3NT/pT6LWexa6rwZp5c8ApkT2+jUOQkFV79j84+mWNKpQHXb7Kxh5WcHYrEjOBYpnE08RtwfSKvJxBfZtwDXA7aiopl7QEKehCb/7UlSg2hPcCcGyWq1dvMPEWThaPBsWCmVJMGjFG0PjDCKGRPZ0LvXsDdNaG47TVij23cvaf6bV2ejj9J67ZLFJhfeJePLThMw7EjwimV7DT41TU/lI47zU0JubYPN82vpevXS7beF3URttSk22/b9Vk/1pVX+jQ8OBDXeA/wNCWBOXA2JUrVSxD6W38AxSIuEPplIa+bTA0NQFZyKHh7nB0maYTum3b/4uPBzWhYfQxpZj55Gu57FsgLt2o1gwvG2mNY2FebkGySHQA2pNGANSU4aH5mCJElWdcCBww9siOkqg3PkkTbdfJjCi/myBEsHCQi6W1uFKU5KPvY9bknmAcTUqILR/0L5APKJibfyavVUPT5B5iVmwBZbuFdJP9WCJtjhx2PuCaQRt+OmjAkArPFTbMyFdHAOLNRcdXsiIBCt+/UkRtVDDNmyDOPVj1INT1ogsWlDsNmATtwxKCTj8rfj1NKcNLDgtV0WNNP/zP985/Dt2Pwc4ynuiS93/jLocBdmFJsQRMKh1thCNOLtPEbk/mKO2AKAjSGxtavy1NrpcklfnF2FjokeryYga9+3QLf5LSQLVqm6/6D/Acx/BJka2JwGlSXImOoUqmxgOZaOpJZeLXW2jhxnf9KV74UH9zOyxWsm2Y6oNxRy5CRbG8yG8oE4l63yCijKckjf4Ssj8okqixf2z04a4qcx7XdJ8ScgxpvgZexg3ZPMHs81ZMMdBSrNfCE6bTGSMq0MM5pAwpPyVKbUfCb2xihFTAcYxgw67iN8YRrp7+MmpSzgY9/MYKKoqBQeRtYuNo8LTWEDSDXpXwV923iBxNUll3N1tF7jHxTtqZEzHMQOMSiZmf5tR1+rtGOc8U2HhFCnbdB1BWuFxSfPVO+gC+k+ezqezUOz+XrVp8FG6pKl7n1rYrWq/4D5U2dafLx2CGYDaG/GVeiOeiu2bWkOCUOXDrvXIrLglx2is0xHpb5CElFgeDJH05i+tXcLP8Z60CVM29tpEv9rV2/8PVfzJNob3/n7dThg9nsDF9cfKFprKG5tPgqZC36dDTEehDHaO7lCJATBlmLC6VhvPffPXCVnm8+JsSAr67arU0wuTCkV04RIPbHN1/ww6tE0JmPWT5+9a2gGOCUdciExUmkY/cZ6phoQOdwvhX90c0uohjQz82a0R9oO7g2qUZbRffIA/aGl4GaKWSmnpoaJHKN3YYnFA6jnTAebgwJCa+UEt3PGul/6CiYEs1/1xn6JJCvbFlBd0lG6OLJiaVoSJgjQEmS74GUDT5MxCzP+uGjO4D0KAOB0raUGRw41o4lA0jP90XGQvDLq+MY8hzt7q7FDEiPPEjrdUjlg/03UjGsN/kOSqvljhlTHpiUTLc3Iap0SRXyRSN7c/m5RX3l3uqJ06Ye/BRZBJX3TC5NxiOsw+tWiOibASbNpWyUof1S+FeqCjQ8OBDbKA/wNBbEtrRxAoFGYrZ6wbDclUHclwdRx44Z45w/S5laO/w9c2Ws6GLzATS9PrLC5iZkxImZsvc9PPIAtNxbvXcY7pEGywkWeiJWy3BYmW+Lk6d+3o5o/BIYhTZshtmNhQ23Uww+sDh/l4CvSbXjp3hcAX8h6jKx/ig+Oa5J7i/yW+G0yoj5RxUEWjW/R1hbyGZxFGMCOQlIoV9k1L+v/5AnNBqF+E3FeHHvJTGHhlY8Rj4finote2NxVkMBe1TQnCVRl3tgl5IeCuO5ETOQyAbNoDIQ/JIeDm8SbxMk0ehzYEUL93dyfW7ynoVFeX+w4l4MXFcb77byt4ZnQKjEFHRri1gZ1ulIuEg2eB3qLzfLZ8f9m9MoJDSfKH2bmwaSHboBVXYZT0tlntXcmnZ3nW0GASl8iCbQLWyf/6pLZaX/Ba9AIXy3Xq5VOzrLA7Vob88P0xhrs6ltb1IVQX879eDhAYWOFgF5jy2jORDZvsCyrp0//JTOrJoUX3yL4hhCWlJ/CEm3+M3AzNSFGz4f/vJkfdx/mHgZSEqJMLsmHtBJyX0Arf9rsGd91/7jtPNhLw+Fn0E6Yi54P0q4DMKd7QR1cz7LgmCpxCzjxQVWAysRR9tqflX3ungOkIAdMzEXB40fMqg8MyhEt2fTffy8Q/bX6msnLK7o6rZ/nOtutLwX3TMYsLrKyl3tRHQb9pTqXXiZnYpyWIIY45qrrS1KkFd5hykEY2CNCwT3Bn4HQebhvmq9MF+gXtnHjVh6KJaeSieCG8NLFzCZOlSOG0dSjw33gz0qy5xDkUGoGvc0Yk1Q4y2EyDW0PJKo0gwGZONpf7Vf5P9pP7UgptIFoG/+0EtvTF3ryB4BtV30uMgXcbYVp47Po1v12i+rVQqCeAP0Nq2Ui8+8nksXzWkGdAT7C3cQ21Ha2sFVq89so4j2PR2vK48xefo5oOf8p9LJ2YznnvYVHhlJStSweJvL0N8O1CAugWw4ekipf2azG9L+5wmDjh/8HhOx4hrPdIPynxrTJ7JxyvwbDxoxnQp8GDK5IDuP+eVTeoLy3ZlZu/YnrXUSZ/6ClA2eiSPMS2SEcwSZGsAS2oUGZgbIetOpjW/RXgr9lg7DkpW3mChdyDJSBD2wyvWaWZEGl8rMmEf/ZXYE49Of6FRjHK+svkLc/GCgX+J1aHmeIIF3ObvvEqTHwqXrmH/3ZEfmBYPN1QRo/KdWaScKr779wSYAo8k58iGrzgOFVJCPqk1feQr6BbFJmN6Wxv/bYCTYD9aBuqWquwBNqjQ8OBDfCA/wOJl/ntVA+8cmUKbmtXvbQ3g/EV6w25BDi1vZk/79Sbcpj1wjLuEP+XXlnHS8qdkIxGJWTehO3EOrgEYSpBz5aLyU87rwR2fQqlipRv//+rzJi0bsRGau4ij/RVJ+PfatDveCuAbVmEXkUJnFfsRaZsaiRgEr0tOIyVgTJ2MsBJVGvUo+GJjk4HEPpcdXJm+MXcUSWc4Gqi8ynwBk52RQNwMdbDbBdWGaGqpU3GrHn7J3rxyOt82NaE6xsCqKkZ3NvEAQQCgDw7sI/doEOc8PzbgokX1FABdxKaipCueI1j1FTTMPFBVH2H09UwjQCMmjKmQpsNpvB/MZogOlzIfPlwskguXtTEbzRytFqT6UAH6AoNsAVN1XVU1857pZCdmcW/z95xabKs7o+Lj0h/YHq6RWyE/7bbEqH/hXg33AKwcx8XR+AeI09QOswhWMwYaaJNOZGSkJzUKB+MzEBNkGzMcJ6b74J52eIe3E130jZmpv1YCsflpERght0WqeNlNYSbgCbgHeQoUTEKQUwssDhoy9UhH5LiresNZfJzn2Jyz+U/UL2aYNqqen0sk+h7fzoDfVnN8AOpRuZsSjsXFlqBKOlauGTnQCRJ1Y35EUFvvH8ZM2GNs/8OFn4Sj8ZoaaptaG95Q9ZheBA1GoasPSqD5uAF36zvqPsTQBIGb07EJqdYgZi6wYgec1IzbIdg0j/80dG3Q+z5k0qXdVGgW+0cw9gf4oJ2GepEMV0Y7axz3HnTEuQWQRLEBXFP4kVIksQX0bB9Mf9jKg+WzHUCaEOQerUClSl0Kya2y+Y2aEFWPONfyuY9wEKmc/tlo4WjGm7W5CSUibZPbAJpSQHvr59xYO1o4dvah4E7VZ3Ic9+G4U8uhIBcVCcdFlxitfduzCzKICSs8z8JEDEKZidINs/wrjfrMoge13l77Klxtaxpa0FUbOeH4OiY5rd8WmPSI3RcP6gEvqJvAgRsF+SLzf33tcXJ5aM8yd7uD8YqfbJgTy7i/AYnTxuEX568LqgV2NQ7CUiqqVGAbxk2tVuO2r4Jj/s2yqcVMrhoHwNR+W6WA/vBs61LhYmbluONXjYGhXnQ+iZnHsrM1CirNd4wV01tFCuAaVaBzGnn4P1ASEi+CIk2IN+0xze9t+jABuEGNUuiFAr/M4fyl8qAEfzDSXRcaWkIBzbtUvJgSqR0epT5kyC3/iIX5uUaQL0kX8D5xaa4EXoWmSbAug50tac8Z5rAR6OqKAAn/dWRG/Wd4Kkd9iUrQNrWwD8FBVkon1ijQ8OBDimA/wNTwergR6CMrlfH+TcCzVu/20QilbMc5hP9CVa8WE2d7C4fFiTDJfURzcXkxFQElYdgeUvvpu5PE4HzxeDQVDVrsBvVrxeb4ze60K38GB7X8Av3OPyjoyDd4xzlydDOvzrWyhRrbmAl92O6wWs0IVOJgsI0OyFzD4E1BbODoYruDv1S1oaYPopf70GYkUqjElcECeWSnnta7PfSPaSbdGbbRzlPIWumHro/0FLQd8c81ZQzKd2CGyx6N0y/BZuva5CRsueHmts97qC5Wh/rMugDYLGPtESc/Y+2ROoACk1TZsVs+cnuALWo7QtqABnSpACyhwR1wX3hLJ3gnx0SSnzqyPmPW+Cin7KHTr7VHW0n0rcugOPDtndUmfIX9tknI9H+V6aIYPJBPmtH5oU+K1dqQSd/wEpLWwLapUgDwXwtc1E+lJPCh3jdlYnFVyTu86GaKg0I4YAacbLt1q1612LpBF6W0bgRWoqZSHzcETnHLJQEIM0SBFHb2bfFxcGFAh1dbnMs4+XqDutc42hWSaX3QrPXuhpKLWmuiuMJP9RX+y2myGVO9cqEDbrGv7DbQEWDOLZa3tKQ845hRT5wAtQBV6lKGhwrUNHj1H4aSiP9sfi0Wc8yEVLvYfieUVNSFemX/GQVFeOKlR8bhbC5PpvATl/2/DO8j6uY0tv4lLNSj20JsGntGryU8GVTdAn91ZK0J69zJuVzuu58Feb1HXvabk4lUJSaNFyt1Vfdth/bFHmoyDmdCUxtNpViMdcTs7KyFS6CRCDav2zCVj/rwHjrLxhXC0c+khch01BAtTsIC0H0dyeg18b9DAPZXdeOYSS/bbb2/J/D0kgD67iIn3labMyhQmfxRSjH32nyZySed1aHXvPMd3zHFJLUvUYyizExlQgYn56ZevIGh6Iv5t0EOw4NjGKhuTxy+THqTTpi6ZCD3FoCgGyol4mtwHM2Y6n2F6c80I53VUSSIQVIGBglGAkl1vnfAWoSnrBC3pqGURz2G3Rpx6+wD0y2L8faGVmPeNk4001l6EHJvPsNGRs3GydCZVu3YQvJ5eFDnd0vE3eIV28luttxUgru/MywVoTv29dZLtSnERERnn5Pm++j78pGK171RBQhpQg7QeVdqyfSI3gFoeXNJu4cYJeS9oEug1A4Ds6WgKg/rjwu7O92XAx44PxYZk9y+64StSL6VxOn+J60fjWgFeGSXzqJbwdeTZmt1uC4YO/TO49mURDxJUG5bLgLDJnFY/0aGCFWVXZv9IDZKSq/YPCgJJocU7trjbuLs4EAt4b3gQHxgdc=","startTimeInSeconds":0,"durationInSeconds":0,"offset":0,"pitch":0,"volume":1,"pan":0,"originalDuration":0}]},"seq":1} |