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Sea</NEAMTHM18:region><NEAMTHM18:lon>33.49</NEAMTHM18:lon><NEAMTHM18:lat>44.654</NEAMTHM18:lat><NEAMTHM18:depth>-53.0</NEAMTHM18:depth><NEAMTHM18:hc_link>https://hazardcurves.tsunamidata.org/blk00029</NEAMTHM18:hc_link><NEAMTHM18:p1e_00avg>-9.9</NEAMTHM18:p1e_00avg><NEAMTHM18:p5e_01avg>-9.9</NEAMTHM18:p5e_01avg><NEAMTHM18:p2e_01avg>-9.9</NEAMTHM18:p2e_01avg><NEAMTHM18:p1e_01avg>-9.9</NEAMTHM18:p1e_01avg><NEAMTHM18:p5e_02avg>-9.9</NEAMTHM18:p5e_02avg><NEAMTHM18:p2e_02avg>-9.9</NEAMTHM18:p2e_02avg><NEAMTHM18:p1e_02avg>-9.9</NEAMTHM18:p1e_02avg><NEAMTHM18:p5e_03avg>-9.9</NEAMTHM18:p5e_03avg><NEAMTHM18:p2e_03avg>-9.9</NEAMTHM18:p2e_03avg><NEAMTHM18:p1e_03avg>0.597517</NEAMTHM18:p1e_03avg><NEAMTHM18:p5e_04avg>0.851983</NEAMTHM18:p5e_04avg><NEAMTHM18:p2e_04avg>1.32662</NEAMTHM18:p2e_04avg><NEAMTHM18:p1e_04avg>1.82869</NEAMTHM18:p1e_04avg><NEAMTHM18:p5e_05avg>2.4522</NEAMTHM18:p5e_05avg><NEAMTHM18:p2e_05avg>3.47161</NEAMTHM18:p2e_05avg><NEAMTHM18:p1e_00p02>-9.9</NEAMTHM18:p1e_00p02><NEAMTHM18:p5e_01p02>-9.9</NEAMTHM18:p5e_01p02><NEAMTHM18:p2e_01p02>-9.9</NEAMTHM18:p2e_01p02><NEAMTHM18:p1e_01p02>-9.9</NEAMTHM18:p1e_01p02><NEAMTHM18:p5e_02p02>-9.9</NEAMTHM18:p5e_02p02><NEAMTHM18:p2e_02p02>-9.9</NEAMTHM18:p2e_02p02><NEAMTHM18:p1e_02p02>-9.9</NEAMTHM18:p1e_02p02><NEAMTHM18:p5e_03p02>-9.9</NEAMTHM18:p5e_03p02><NEAMTHM18:p2e_03p02>-9.9</NEAMTHM18:p2e_03p02><NEAMTHM18:p1e_03p02>-9.9</NEAMTHM18:p1e_03p02><NEAMTHM18:p5e_04p02>-9.9</NEAMTHM18:p5e_04p02><NEAMTHM18:p2e_04p02>0.553682</NEAMTHM18:p2e_04p02><NEAMTHM18:p1e_04p02>0.697377</NEAMTHM18:p1e_04p02><NEAMTHM18:p5e_05p02>0.854054</NEAMTHM18:p5e_05p02><NEAMTHM18:p2e_05p02>1.09987</NEAMTHM18:p2e_05p02><NEAMTHM18:p1e_00p16>-9.9</NEAMTHM18:p1e_00p16><NEAMTHM18:p5e_01p16>-9.9</NEAMTHM18:p5e_01p16><NEAMTHM18:p2e_01p16>-9.9</NEAMTHM18:p2e_01p16><NEAMTHM18:p1e_01p16>-9.9</NEAMTHM18:p1e_01p16><NEAMTHM18:p5e_02p16>-9.9</NEAMTHM18:p5e_02p16><NEAMTHM18:p2e_02p16>-9.9</NEAMTHM18:p2e_02p16><NEAMTHM18:p1e_02p16>-9.9</NEAMTHM18:p1e_02p16><NEAMTHM18:p5e_03p16>-9.9</NEAMTHM18:p5e_03p16><NEAMTHM18:p2e_03p16>-9.9</NEAMTHM18:p2e_03p16><NEAMTHM18:p1e_03p16>-9.9</NEAMTHM18:p1e_03p16><NEAMTHM18:p5e_04p16>-9.9</NEAMTHM18:p5e_04p16><NEAMTHM18:p2e_04p16>0.644302</NEAMTHM18:p2e_04p16><NEAMTHM18:p1e_04p16>0.807642</NEAMTHM18:p1e_04p16><NEAMTHM18:p5e_05p16>0.986914</NEAMTHM18:p5e_05p16><NEAMTHM18:p2e_05p16>1.28372</NEAMTHM18:p2e_05p16><NEAMTHM18:p1e_00p50>-9.9</NEAMTHM18:p1e_00p50><NEAMTHM18:p5e_01p50>-9.9</NEAMTHM18:p5e_01p50><NEAMTHM18:p2e_01p50>-9.9</NEAMTHM18:p2e_01p50><NEAMTHM18:p1e_01p50>-9.9</NEAMTHM18:p1e_01p50><NEAMTHM18:p5e_02p50>-9.9</NEAMTHM18:p5e_02p50><NEAMTHM18:p2e_02p50>-9.9</NEAMTHM18:p2e_02p50><NEAMTHM18:p1e_02p50>-9.9</NEAMTHM18:p1e_02p50><NEAMTHM18:p5e_03p50>-9.9</NEAMTHM18:p5e_03p50><NEAMTHM18:p2e_03p50>-9.9</NEAMTHM18:p2e_03p50><NEAMTHM18:p1e_03p50>-9.9</NEAMTHM18:p1e_03p50><NEAMTHM18:p5e_04p50>0.678124</NEAMTHM18:p5e_04p50><NEAMTHM18:p2e_04p50>1.02563</NEAMTHM18:p2e_04p50><NEAMTHM18:p1e_04p50>1.38494</NEAMTHM18:p1e_04p50><NEAMTHM18:p5e_05p50>1.83906</NEAMTHM18:p5e_05p50><NEAMTHM18:p2e_05p50>2.58969</NEAMTHM18:p2e_05p50><NEAMTHM18:p1e_00p84>-9.9</NEAMTHM18:p1e_00p84><NEAMTHM18:p5e_01p84>-9.9</NEAMTHM18:p5e_01p84><NEAMTHM18:p2e_01p84>-9.9</NEAMTHM18:p2e_01p84><NEAMTHM18:p1e_01p84>-9.9</NEAMTHM18:p1e_01p84><NEAMTHM18:p5e_02p84>-9.9</NEAMTHM18:p5e_02p84><NEAMTHM18:p2e_02p84>-9.9</NEAMTHM18:p2e_02p84><NEAMTHM18:p1e_02p84>-9.9</NEAMTHM18:p1e_02p84><NEAMTHM18:p5e_03p84>-9.9</NEAMTHM18:p5e_03p84><NEAMTHM18:p2e_03p84>0.616108</NEAMTHM18:p2e_03p84><NEAMTHM18:p1e_03p84>0.906224</NEAMTHM18:p1e_03p84><NEAMTHM18:p5e_04p84>1.30994</NEAMTHM18:p5e_04p84><NEAMTHM18:p2e_04p84>2.01647</NEAMTHM18:p2e_04p84><NEAMTHM18:p1e_04p84>2.67508</NEAMTHM18:p1e_04p84><NEAMTHM18:p5e_05p84>3.45956</NEAMTHM18:p5e_05p84><NEAMTHM18:p2e_05p84>4.70146</NEAMTHM18:p2e_05p84><NEAMTHM18:p1e_00p98>-9.9</NEAMTHM18:p1e_00p98><NEAMTHM18:p5e_01p98>-9.9</NEAMTHM18:p5e_01p98><NEAMTHM18:p2e_01p98>-9.9</NEAMTHM18:p2e_01p98><NEAMTHM18:p1e_01p98>-9.9</NEAMTHM18:p1e_01p98><NEAMTHM18:p5e_02p98>-9.9</NEAMTHM18:p5e_02p98><NEAMTHM18:p2e_02p98>-9.9</NEAMTHM18:p2e_02p98><NEAMTHM18:p1e_02p98>-9.9</NEAMTHM18:p1e_02p98><NEAMTHM18:p5e_03p98>-9.9</NEAMTHM18:p5e_03p98><NEAMTHM18:p2e_03p98>0.77554</NEAMTHM18:p2e_03p98><NEAMTHM18:p1e_03p98>1.1358</NEAMTHM18:p1e_03p98><NEAMTHM18:p5e_04p98>1.64425</NEAMTHM18:p5e_04p98><NEAMTHM18:p2e_04p98>2.51324</NEAMTHM18:p2e_04p98><NEAMTHM18:p1e_04p98>3.31372</NEAMTHM18:p1e_04p98><NEAMTHM18:p5e_05p98>4.22616</NEAMTHM18:p5e_05p98><NEAMTHM18:p2e_05p98>5.7037</NEAMTHM18:p2e_05p98></NEAMTHM18:neamthm18></gml:featureMember><gml:featureMember><NEAMTHM18:neamthm18 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Sea</NEAMTHM18:region><NEAMTHM18:lon>33.504</NEAMTHM18:lon><NEAMTHM18:lat>44.49</NEAMTHM18:lat><NEAMTHM18:depth>-64.52</NEAMTHM18:depth><NEAMTHM18:hc_link>https://hazardcurves.tsunamidata.org/blk00032</NEAMTHM18:hc_link><NEAMTHM18:p1e_00avg>-9.9</NEAMTHM18:p1e_00avg><NEAMTHM18:p5e_01avg>-9.9</NEAMTHM18:p5e_01avg><NEAMTHM18:p2e_01avg>-9.9</NEAMTHM18:p2e_01avg><NEAMTHM18:p1e_01avg>-9.9</NEAMTHM18:p1e_01avg><NEAMTHM18:p5e_02avg>-9.9</NEAMTHM18:p5e_02avg><NEAMTHM18:p2e_02avg>-9.9</NEAMTHM18:p2e_02avg><NEAMTHM18:p1e_02avg>-9.9</NEAMTHM18:p1e_02avg><NEAMTHM18:p5e_03avg>-9.9</NEAMTHM18:p5e_03avg><NEAMTHM18:p2e_03avg>0.721463</NEAMTHM18:p2e_03avg><NEAMTHM18:p1e_03avg>1.03288</NEAMTHM18:p1e_03avg><NEAMTHM18:p5e_04avg>1.45358</NEAMTHM18:p5e_04avg><NEAMTHM18:p2e_04avg>2.17406</NEAMTHM18:p2e_04avg><NEAMTHM18:p1e_04avg>2.84887</NEAMTHM18:p1e_04avg><NEAMTHM18:p5e_05avg>3.63093</NEAMTHM18:p5e_05avg><NEAMTHM18:p2e_05avg>4.84785</NEAMTHM18:p2e_05avg><NEAMTHM18:p1e_00p02>-9.9</NEAMTHM18:p1e_00p02><NEAMTHM18:p5e_01p02>-9.9</NEAMTHM18:p5e_01p02><NEAMTHM18:p2e_01p02>-9.9</NEAMTHM18:p2e_01p02><NEAMTHM18:p1e_01p02>-9.9</NEAMTHM18:p1e_01p02><NEAMTHM18:p5e_02p02>-9.9</NEAMTHM18:p5e_02p02><NEAMTHM18:p2e_02p02>-9.9</NEAMTHM18:p2e_02p02><NEAMTHM18:p1e_02p02>-9.9</NEAMTHM18:p1e_02p02><NEAMTHM18:p5e_03p02>-9.9</NEAMTHM18:p5e_03p02><NEAMTHM18:p2e_03p02>-9.9</NEAMTHM18:p2e_03p02><NEAMTHM18:p1e_03p02>-9.9</NEAMTHM18:p1e_03p02><NEAMTHM18:p5e_04p02>0.564772</NEAMTHM18:p5e_04p02><NEAMTHM18:p2e_04p02>0.762658</NEAMTHM18:p2e_04p02><NEAMTHM18:p1e_04p02>0.927194</NEAMTHM18:p1e_04p02><NEAMTHM18:p5e_05p02>1.13179</NEAMTHM18:p5e_05p02><NEAMTHM18:p2e_05p02>1.44977</NEAMTHM18:p2e_05p02><NEAMTHM18:p1e_00p16>-9.9</NEAMTHM18:p1e_00p16><NEAMTHM18:p5e_01p16>-9.9</NEAMTHM18:p5e_01p16><NEAMTHM18:p2e_01p16>-9.9</NEAMTHM18:p2e_01p16><NEAMTHM18:p1e_01p16>-9.9</NEAMTHM18:p1e_01p16><NEAMTHM18:p5e_02p16>-9.9</NEAMTHM18:p5e_02p16><NEAMTHM18:p2e_02p16>-9.9</NEAMTHM18:p2e_02p16><NEAMTHM18:p1e_02p16>-9.9</NEAMTHM18:p1e_02p16><NEAMTHM18:p5e_03p16>-9.9</NEAMTHM18:p5e_03p16><NEAMTHM18:p2e_03p16>-9.9</NEAMTHM18:p2e_03p16><NEAMTHM18:p1e_03p16>0.507138</NEAMTHM18:p1e_03p16><NEAMTHM18:p5e_04p16>0.655842</NEAMTHM18:p5e_04p16><NEAMTHM18:p2e_04p16>0.880977</NEAMTHM18:p2e_04p16><NEAMTHM18:p1e_04p16>1.08237</NEAMTHM18:p1e_04p16><NEAMTHM18:p5e_05p16>1.31694</NEAMTHM18:p5e_05p16><NEAMTHM18:p2e_05p16>1.70237</NEAMTHM18:p2e_05p16><NEAMTHM18:p1e_00p50>-9.9</NEAMTHM18:p1e_00p50><NEAMTHM18:p5e_01p50>-9.9</NEAMTHM18:p5e_01p50><NEAMTHM18:p2e_01p50>-9.9</NEAMTHM18:p2e_01p50><NEAMTHM18:p1e_01p50>-9.9</NEAMTHM18:p1e_01p50><NEAMTHM18:p5e_02p50>-9.9</NEAMTHM18:p5e_02p50><NEAMTHM18:p2e_02p50>-9.9</NEAMTHM18:p2e_02p50><NEAMTHM18:p1e_02p50>-9.9</NEAMTHM18:p1e_02p50><NEAMTHM18:p5e_03p50>-9.9</NEAMTHM18:p5e_03p50><NEAMTHM18:p2e_03p50>0.548022</NEAMTHM18:p2e_03p50><NEAMTHM18:p1e_03p50>0.775662</NEAMTHM18:p1e_03p50><NEAMTHM18:p5e_04p50>1.0604</NEAMTHM18:p5e_04p50><NEAMTHM18:p2e_04p50>1.58118</NEAMTHM18:p2e_04p50><NEAMTHM18:p1e_04p50>2.05063</NEAMTHM18:p1e_04p50><NEAMTHM18:p5e_05p50>2.60103</NEAMTHM18:p5e_05p50><NEAMTHM18:p2e_05p50>3.49739</NEAMTHM18:p2e_05p50><NEAMTHM18:p1e_00p84>-9.9</NEAMTHM18:p1e_00p84><NEAMTHM18:p5e_01p84>-9.9</NEAMTHM18:p5e_01p84><NEAMTHM18:p2e_01p84>-9.9</NEAMTHM18:p2e_01p84><NEAMTHM18:p1e_01p84>-9.9</NEAMTHM18:p1e_01p84><NEAMTHM18:p5e_02p84>-9.9</NEAMTHM18:p5e_02p84><NEAMTHM18:p2e_02p84>-9.9</NEAMTHM18:p2e_02p84><NEAMTHM18:p1e_02p84>-9.9</NEAMTHM18:p1e_02p84><NEAMTHM18:p5e_03p84>0.679871</NEAMTHM18:p5e_03p84><NEAMTHM18:p2e_03p84>1.14762</NEAMTHM18:p2e_03p84><NEAMTHM18:p1e_03p84>1.6051</NEAMTHM18:p1e_03p84><NEAMTHM18:p5e_04p84>2.14657</NEAMTHM18:p5e_04p84><NEAMTHM18:p2e_04p84>3.10034</NEAMTHM18:p2e_04p84><NEAMTHM18:p1e_04p84>3.94294</NEAMTHM18:p1e_04p84><NEAMTHM18:p5e_05p84>4.84201</NEAMTHM18:p5e_05p84><NEAMTHM18:p2e_05p84>6.21022</NEAMTHM18:p2e_05p84><NEAMTHM18:p1e_00p98>-9.9</NEAMTHM18:p1e_00p98><NEAMTHM18:p5e_01p98>-9.9</NEAMTHM18:p5e_01p98><NEAMTHM18:p2e_01p98>-9.9</NEAMTHM18:p2e_01p98><NEAMTHM18:p1e_01p98>-9.9</NEAMTHM18:p1e_01p98><NEAMTHM18:p5e_02p98>-9.9</NEAMTHM18:p5e_02p98><NEAMTHM18:p2e_02p98>-9.9</NEAMTHM18:p2e_02p98><NEAMTHM18:p1e_02p98>0.550652</NEAMTHM18:p1e_02p98><NEAMTHM18:p5e_03p98>0.864681</NEAMTHM18:p5e_03p98><NEAMTHM18:p2e_03p98>1.46234</NEAMTHM18:p2e_03p98><NEAMTHM18:p1e_03p98>2.03692</NEAMTHM18:p1e_03p98><NEAMTHM18:p5e_04p98>2.69096</NEAMTHM18:p5e_04p98><NEAMTHM18:p2e_04p98>3.73356</NEAMTHM18:p2e_04p98><NEAMTHM18:p1e_04p98>4.67407</NEAMTHM18:p1e_04p98><NEAMTHM18:p5e_05p98>5.77645</NEAMTHM18:p5e_05p98><NEAMTHM18:p2e_05p98>7.54148</NEAMTHM18:p2e_05p98></NEAMTHM18:neamthm18></gml:featureMember><gml:featureMember><NEAMTHM18:neamthm18 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Sea</NEAMTHM18:region><NEAMTHM18:lon>39.079</NEAMTHM18:lon><NEAMTHM18:lat>44.033</NEAMTHM18:lat><NEAMTHM18:depth>-53.77</NEAMTHM18:depth><NEAMTHM18:hc_link>https://hazardcurves.tsunamidata.org/blk00092</NEAMTHM18:hc_link><NEAMTHM18:p1e_00avg>-9.9</NEAMTHM18:p1e_00avg><NEAMTHM18:p5e_01avg>-9.9</NEAMTHM18:p5e_01avg><NEAMTHM18:p2e_01avg>-9.9</NEAMTHM18:p2e_01avg><NEAMTHM18:p1e_01avg>-9.9</NEAMTHM18:p1e_01avg><NEAMTHM18:p5e_02avg>-9.9</NEAMTHM18:p5e_02avg><NEAMTHM18:p2e_02avg>-9.9</NEAMTHM18:p2e_02avg><NEAMTHM18:p1e_02avg>-9.9</NEAMTHM18:p1e_02avg><NEAMTHM18:p5e_03avg>-9.9</NEAMTHM18:p5e_03avg><NEAMTHM18:p2e_03avg>-9.9</NEAMTHM18:p2e_03avg><NEAMTHM18:p1e_03avg>0.644831</NEAMTHM18:p1e_03avg><NEAMTHM18:p5e_04avg>0.883137</NEAMTHM18:p5e_04avg><NEAMTHM18:p2e_04avg>1.30013</NEAMTHM18:p2e_04avg><NEAMTHM18:p1e_04avg>1.70949</NEAMTHM18:p1e_04avg><NEAMTHM18:p5e_05avg>2.19858</NEAMTHM18:p5e_05avg><NEAMTHM18:p2e_05avg>2.99923</NEAMTHM18:p2e_05avg><NEAMTHM18:p1e_00p02>-9.9</NEAMTHM18:p1e_00p02><NEAMTHM18:p5e_01p02>-9.9</NEAMTHM18:p5e_01p02><NEAMTHM18:p2e_01p02>-9.9</NEAMTHM18:p2e_01p02><NEAMTHM18:p1e_01p02>-9.9</NEAMTHM18:p1e_01p02><NEAMTHM18:p5e_02p02>-9.9</NEAMTHM18:p5e_02p02><NEAMTHM18:p2e_02p02>-9.9</NEAMTHM18:p2e_02p02><NEAMTHM18:p1e_02p02>-9.9</NEAMTHM18:p1e_02p02><NEAMTHM18:p5e_03p02>-9.9</NEAMTHM18:p5e_03p02><NEAMTHM18:p2e_03p02>-9.9</NEAMTHM18:p2e_03p02><NEAMTHM18:p1e_03p02>-9.9</NEAMTHM18:p1e_03p02><NEAMTHM18:p5e_04p02>-9.9</NEAMTHM18:p5e_04p02><NEAMTHM18:p2e_04p02>0.606301</NEAMTHM18:p2e_04p02><NEAMTHM18:p1e_04p02>0.77137</NEAMTHM18:p1e_04p02><NEAMTHM18:p5e_05p02>0.951478</NEAMTHM18:p5e_05p02><NEAMTHM18:p2e_05p02>1.22063</NEAMTHM18:p2e_05p02><NEAMTHM18:p1e_00p16>-9.9</NEAMTHM18:p1e_00p16><NEAMTHM18:p5e_01p16>-9.9</NEAMTHM18:p5e_01p16><NEAMTHM18:p2e_01p16>-9.9</NEAMTHM18:p2e_01p16><NEAMTHM18:p1e_01p16>-9.9</NEAMTHM18:p1e_01p16><NEAMTHM18:p5e_02p16>-9.9</NEAMTHM18:p5e_02p16><NEAMTHM18:p2e_02p16>-9.9</NEAMTHM18:p2e_02p16><NEAMTHM18:p1e_02p16>-9.9</NEAMTHM18:p1e_02p16><NEAMTHM18:p5e_03p16>-9.9</NEAMTHM18:p5e_03p16><NEAMTHM18:p2e_03p16>-9.9</NEAMTHM18:p2e_03p16><NEAMTHM18:p1e_03p16>-9.9</NEAMTHM18:p1e_03p16><NEAMTHM18:p5e_04p16>0.513378</NEAMTHM18:p5e_04p16><NEAMTHM18:p2e_04p16>0.727619</NEAMTHM18:p2e_04p16><NEAMTHM18:p1e_04p16>0.913371</NEAMTHM18:p1e_04p16><NEAMTHM18:p5e_05p16>1.12823</NEAMTHM18:p5e_05p16><NEAMTHM18:p2e_05p16>1.43944</NEAMTHM18:p2e_05p16><NEAMTHM18:p1e_00p50>-9.9</NEAMTHM18:p1e_00p50><NEAMTHM18:p5e_01p50>-9.9</NEAMTHM18:p5e_01p50><NEAMTHM18:p2e_01p50>-9.9</NEAMTHM18:p2e_01p50><NEAMTHM18:p1e_01p50>-9.9</NEAMTHM18:p1e_01p50><NEAMTHM18:p5e_02p50>-9.9</NEAMTHM18:p5e_02p50><NEAMTHM18:p2e_02p50>-9.9</NEAMTHM18:p2e_02p50><NEAMTHM18:p1e_02p50>-9.9</NEAMTHM18:p1e_02p50><NEAMTHM18:p5e_03p50>-9.9</NEAMTHM18:p5e_03p50><NEAMTHM18:p2e_03p50>-9.9</NEAMTHM18:p2e_03p50><NEAMTHM18:p1e_03p50>-9.9</NEAMTHM18:p1e_03p50><NEAMTHM18:p5e_04p50>0.678285</NEAMTHM18:p5e_04p50><NEAMTHM18:p2e_04p50>0.992487</NEAMTHM18:p2e_04p50><NEAMTHM18:p1e_04p50>1.29715</NEAMTHM18:p1e_04p50><NEAMTHM18:p5e_05p50>1.67189</NEAMTHM18:p5e_05p50><NEAMTHM18:p2e_05p50>2.24849</NEAMTHM18:p2e_05p50><NEAMTHM18:p1e_00p84>-9.9</NEAMTHM18:p1e_00p84><NEAMTHM18:p5e_01p84>-9.9</NEAMTHM18:p5e_01p84><NEAMTHM18:p2e_01p84>-9.9</NEAMTHM18:p2e_01p84><NEAMTHM18:p1e_01p84>-9.9</NEAMTHM18:p1e_01p84><NEAMTHM18:p5e_02p84>-9.9</NEAMTHM18:p5e_02p84><NEAMTHM18:p2e_02p84>-9.9</NEAMTHM18:p2e_02p84><NEAMTHM18:p1e_02p84>-9.9</NEAMTHM18:p1e_02p84><NEAMTHM18:p5e_03p84>-9.9</NEAMTHM18:p5e_03p84><NEAMTHM18:p2e_03p84>0.645193</NEAMTHM18:p2e_03p84><NEAMTHM18:p1e_03p84>0.90043</NEAMTHM18:p1e_03p84><NEAMTHM18:p5e_04p84>1.23188</NEAMTHM18:p5e_04p84><NEAMTHM18:p2e_04p84>1.77501</NEAMTHM18:p2e_04p84><NEAMTHM18:p1e_04p84>2.25971</NEAMTHM18:p1e_04p84><NEAMTHM18:p5e_05p84>2.84178</NEAMTHM18:p5e_05p84><NEAMTHM18:p2e_05p84>3.75338</NEAMTHM18:p2e_05p84><NEAMTHM18:p1e_00p98>-9.9</NEAMTHM18:p1e_00p98><NEAMTHM18:p5e_01p98>-9.9</NEAMTHM18:p5e_01p98><NEAMTHM18:p2e_01p98>-9.9</NEAMTHM18:p2e_01p98><NEAMTHM18:p1e_01p98>-9.9</NEAMTHM18:p1e_01p98><NEAMTHM18:p5e_02p98>-9.9</NEAMTHM18:p5e_02p98><NEAMTHM18:p2e_02p98>-9.9</NEAMTHM18:p2e_02p98><NEAMTHM18:p1e_02p98>-9.9</NEAMTHM18:p1e_02p98><NEAMTHM18:p5e_03p98>0.514956</NEAMTHM18:p5e_03p98><NEAMTHM18:p2e_03p98>0.838741</NEAMTHM18:p2e_03p98><NEAMTHM18:p1e_03p98>1.15982</NEAMTHM18:p1e_03p98><NEAMTHM18:p5e_04p98>1.56998</NEAMTHM18:p5e_04p98><NEAMTHM18:p2e_04p98>2.30741</NEAMTHM18:p2e_04p98><NEAMTHM18:p1e_04p98>3.01024</NEAMTHM18:p1e_04p98><NEAMTHM18:p5e_05p98>3.80749</NEAMTHM18:p5e_05p98><NEAMTHM18:p2e_05p98>5.06223</NEAMTHM18:p2e_05p98></NEAMTHM18:neamthm18></gml:featureMember><gml:featureMember><NEAMTHM18:neamthm18 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Sea</NEAMTHM18:region><NEAMTHM18:lon>39.521</NEAMTHM18:lon><NEAMTHM18:lat>43.684</NEAMTHM18:lat><NEAMTHM18:depth>-45.28</NEAMTHM18:depth><NEAMTHM18:hc_link>https://hazardcurves.tsunamidata.org/blk00098</NEAMTHM18:hc_link><NEAMTHM18:p1e_00avg>-9.9</NEAMTHM18:p1e_00avg><NEAMTHM18:p5e_01avg>-9.9</NEAMTHM18:p5e_01avg><NEAMTHM18:p2e_01avg>-9.9</NEAMTHM18:p2e_01avg><NEAMTHM18:p1e_01avg>-9.9</NEAMTHM18:p1e_01avg><NEAMTHM18:p5e_02avg>-9.9</NEAMTHM18:p5e_02avg><NEAMTHM18:p2e_02avg>-9.9</NEAMTHM18:p2e_02avg><NEAMTHM18:p1e_02avg>-9.9</NEAMTHM18:p1e_02avg><NEAMTHM18:p5e_03avg>-9.9</NEAMTHM18:p5e_03avg><NEAMTHM18:p2e_03avg>0.565919</NEAMTHM18:p2e_03avg><NEAMTHM18:p1e_03avg>0.826378</NEAMTHM18:p1e_03avg><NEAMTHM18:p5e_04avg>1.16915</NEAMTHM18:p5e_04avg><NEAMTHM18:p2e_04avg>1.79767</NEAMTHM18:p2e_04avg><NEAMTHM18:p1e_04avg>2.43172</NEAMTHM18:p1e_04avg><NEAMTHM18:p5e_05avg>3.22414</NEAMTHM18:p5e_05avg><NEAMTHM18:p2e_05avg>4.50978</NEAMTHM18:p2e_05avg><NEAMTHM18:p1e_00p02>-9.9</NEAMTHM18:p1e_00p02><NEAMTHM18:p5e_01p02>-9.9</NEAMTHM18:p5e_01p02><NEAMTHM18:p2e_01p02>-9.9</NEAMTHM18:p2e_01p02><NEAMTHM18:p1e_01p02>-9.9</NEAMTHM18:p1e_01p02><NEAMTHM18:p5e_02p02>-9.9</NEAMTHM18:p5e_02p02><NEAMTHM18:p2e_02p02>-9.9</NEAMTHM18:p2e_02p02><NEAMTHM18:p1e_02p02>-9.9</NEAMTHM18:p1e_02p02><NEAMTHM18:p5e_03p02>-9.9</NEAMTHM18:p5e_03p02><NEAMTHM18:p2e_03p02>-9.9</NEAMTHM18:p2e_03p02><NEAMTHM18:p1e_03p02>-9.9</NEAMTHM18:p1e_03p02><NEAMTHM18:p5e_04p02>0.53016</NEAMTHM18:p5e_04p02><NEAMTHM18:p2e_04p02>0.767246</NEAMTHM18:p2e_04p02><NEAMTHM18:p1e_04p02>0.983184</NEAMTHM18:p1e_04p02><NEAMTHM18:p5e_05p02>1.23506</NEAMTHM18:p5e_05p02><NEAMTHM18:p2e_05p02>1.65086</NEAMTHM18:p2e_05p02><NEAMTHM18:p1e_00p16>-9.9</NEAMTHM18:p1e_00p16><NEAMTHM18:p5e_01p16>-9.9</NEAMTHM18:p5e_01p16><NEAMTHM18:p2e_01p16>-9.9</NEAMTHM18:p2e_01p16><NEAMTHM18:p1e_01p16>-9.9</NEAMTHM18:p1e_01p16><NEAMTHM18:p5e_02p16>-9.9</NEAMTHM18:p5e_02p16><NEAMTHM18:p2e_02p16>-9.9</NEAMTHM18:p2e_02p16><NEAMTHM18:p1e_02p16>-9.9</NEAMTHM18:p1e_02p16><NEAMTHM18:p5e_03p16>-9.9</NEAMTHM18:p5e_03p16><NEAMTHM18:p2e_03p16>-9.9</NEAMTHM18:p2e_03p16><NEAMTHM18:p1e_03p16>-9.9</NEAMTHM18:p1e_03p16><NEAMTHM18:p5e_04p16>0.653484</NEAMTHM18:p5e_04p16><NEAMTHM18:p2e_04p16>0.933175</NEAMTHM18:p2e_04p16><NEAMTHM18:p1e_04p16>1.20879</NEAMTHM18:p1e_04p16><NEAMTHM18:p5e_05p16>1.54682</NEAMTHM18:p5e_05p16><NEAMTHM18:p2e_05p16>2.04306</NEAMTHM18:p2e_05p16><NEAMTHM18:p1e_00p50>-9.9</NEAMTHM18:p1e_00p50><NEAMTHM18:p5e_01p50>-9.9</NEAMTHM18:p5e_01p50><NEAMTHM18:p2e_01p50>-9.9</NEAMTHM18:p2e_01p50><NEAMTHM18:p1e_01p50>-9.9</NEAMTHM18:p1e_01p50><NEAMTHM18:p5e_02p50>-9.9</NEAMTHM18:p5e_02p50><NEAMTHM18:p2e_02p50>-9.9</NEAMTHM18:p2e_02p50><NEAMTHM18:p1e_02p50>-9.9</NEAMTHM18:p1e_02p50><NEAMTHM18:p5e_03p50>-9.9</NEAMTHM18:p5e_03p50><NEAMTHM18:p2e_03p50>-9.9</NEAMTHM18:p2e_03p50><NEAMTHM18:p1e_03p50>0.631842</NEAMTHM18:p1e_03p50><NEAMTHM18:p5e_04p50>0.880988</NEAMTHM18:p5e_04p50><NEAMTHM18:p2e_04p50>1.35147</NEAMTHM18:p2e_04p50><NEAMTHM18:p1e_04p50>1.81011</NEAMTHM18:p1e_04p50><NEAMTHM18:p5e_05p50>2.38991</NEAMTHM18:p5e_05p50><NEAMTHM18:p2e_05p50>3.26823</NEAMTHM18:p2e_05p50><NEAMTHM18:p1e_00p84>-9.9</NEAMTHM18:p1e_00p84><NEAMTHM18:p5e_01p84>-9.9</NEAMTHM18:p5e_01p84><NEAMTHM18:p2e_01p84>-9.9</NEAMTHM18:p2e_01p84><NEAMTHM18:p1e_01p84>-9.9</NEAMTHM18:p1e_01p84><NEAMTHM18:p5e_02p84>-9.9</NEAMTHM18:p5e_02p84><NEAMTHM18:p2e_02p84>-9.9</NEAMTHM18:p2e_02p84><NEAMTHM18:p1e_02p84>-9.9</NEAMTHM18:p1e_02p84><NEAMTHM18:p5e_03p84>-9.9</NEAMTHM18:p5e_03p84><NEAMTHM18:p2e_03p84>0.808907</NEAMTHM18:p2e_03p84><NEAMTHM18:p1e_03p84>1.17638</NEAMTHM18:p1e_03p84><NEAMTHM18:p5e_04p84>1.64524</NEAMTHM18:p5e_04p84><NEAMTHM18:p2e_04p84>2.46138</NEAMTHM18:p2e_04p84><NEAMTHM18:p1e_04p84>3.23697</NEAMTHM18:p1e_04p84><NEAMTHM18:p5e_05p84>4.17343</NEAMTHM18:p5e_05p84><NEAMTHM18:p2e_05p84>5.68285</NEAMTHM18:p2e_05p84><NEAMTHM18:p1e_00p98>-9.9</NEAMTHM18:p1e_00p98><NEAMTHM18:p5e_01p98>-9.9</NEAMTHM18:p5e_01p98><NEAMTHM18:p2e_01p98>-9.9</NEAMTHM18:p2e_01p98><NEAMTHM18:p1e_01p98>-9.9</NEAMTHM18:p1e_01p98><NEAMTHM18:p5e_02p98>-9.9</NEAMTHM18:p5e_02p98><NEAMTHM18:p2e_02p98>-9.9</NEAMTHM18:p2e_02p98><NEAMTHM18:p1e_02p98>-9.9</NEAMTHM18:p1e_02p98><NEAMTHM18:p5e_03p98>0.64092</NEAMTHM18:p5e_03p98><NEAMTHM18:p2e_03p98>1.09641</NEAMTHM18:p2e_03p98><NEAMTHM18:p1e_03p98>1.59026</NEAMTHM18:p1e_03p98><NEAMTHM18:p5e_04p98>2.28002</NEAMTHM18:p5e_04p98><NEAMTHM18:p2e_04p98>3.54148</NEAMTHM18:p2e_04p98><NEAMTHM18:p1e_04p98>4.71847</NEAMTHM18:p1e_04p98><NEAMTHM18:p5e_05p98>6.04216</NEAMTHM18:p5e_05p98><NEAMTHM18:p2e_05p98>8.07513</NEAMTHM18:p2e_05p98></NEAMTHM18:neamthm18></gml:featureMember><gml:featureMember><NEAMTHM18:neamthm18 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Sea</NEAMTHM18:region><NEAMTHM18:lon>39.671</NEAMTHM18:lon><NEAMTHM18:lat>43.575</NEAMTHM18:lat><NEAMTHM18:depth>-43.95</NEAMTHM18:depth><NEAMTHM18:hc_link>https://hazardcurves.tsunamidata.org/blk00100</NEAMTHM18:hc_link><NEAMTHM18:p1e_00avg>-9.9</NEAMTHM18:p1e_00avg><NEAMTHM18:p5e_01avg>-9.9</NEAMTHM18:p5e_01avg><NEAMTHM18:p2e_01avg>-9.9</NEAMTHM18:p2e_01avg><NEAMTHM18:p1e_01avg>-9.9</NEAMTHM18:p1e_01avg><NEAMTHM18:p5e_02avg>-9.9</NEAMTHM18:p5e_02avg><NEAMTHM18:p2e_02avg>-9.9</NEAMTHM18:p2e_02avg><NEAMTHM18:p1e_02avg>-9.9</NEAMTHM18:p1e_02avg><NEAMTHM18:p5e_03avg>-9.9</NEAMTHM18:p5e_03avg><NEAMTHM18:p2e_03avg>0.518484</NEAMTHM18:p2e_03avg><NEAMTHM18:p1e_03avg>0.739419</NEAMTHM18:p1e_03avg><NEAMTHM18:p5e_04avg>1.01003</NEAMTHM18:p5e_04avg><NEAMTHM18:p2e_04avg>1.48245</NEAMTHM18:p2e_04avg><NEAMTHM18:p1e_04avg>1.92814</NEAMTHM18:p1e_04avg><NEAMTHM18:p5e_05avg>2.46327</NEAMTHM18:p5e_05avg><NEAMTHM18:p2e_05avg>3.31056</NEAMTHM18:p2e_05avg><NEAMTHM18:p1e_00p02>-9.9</NEAMTHM18:p1e_00p02><NEAMTHM18:p5e_01p02>-9.9</NEAMTHM18:p5e_01p02><NEAMTHM18:p2e_01p02>-9.9</NEAMTHM18:p2e_01p02><NEAMTHM18:p1e_01p02>-9.9</NEAMTHM18:p1e_01p02><NEAMTHM18:p5e_02p02>-9.9</NEAMTHM18:p5e_02p02><NEAMTHM18:p2e_02p02>-9.9</NEAMTHM18:p2e_02p02><NEAMTHM18:p1e_02p02>-9.9</NEAMTHM18:p1e_02p02><NEAMTHM18:p5e_03p02>-9.9</NEAMTHM18:p5e_03p02><NEAMTHM18:p2e_03p02>-9.9</NEAMTHM18:p2e_03p02><NEAMTHM18:p1e_03p02>-9.9</NEAMTHM18:p1e_03p02><NEAMTHM18:p5e_04p02>-9.9</NEAMTHM18:p5e_04p02><NEAMTHM18:p2e_04p02>0.715776</NEAMTHM18:p2e_04p02><NEAMTHM18:p1e_04p02>0.905081</NEAMTHM18:p1e_04p02><NEAMTHM18:p5e_05p02>1.13123</NEAMTHM18:p5e_05p02><NEAMTHM18:p2e_05p02>1.45835</NEAMTHM18:p2e_05p02><NEAMTHM18:p1e_00p16>-9.9</NEAMTHM18:p1e_00p16><NEAMTHM18:p5e_01p16>-9.9</NEAMTHM18:p5e_01p16><NEAMTHM18:p2e_01p16>-9.9</NEAMTHM18:p2e_01p16><NEAMTHM18:p1e_01p16>-9.9</NEAMTHM18:p1e_01p16><NEAMTHM18:p5e_02p16>-9.9</NEAMTHM18:p5e_02p16><NEAMTHM18:p2e_02p16>-9.9</NEAMTHM18:p2e_02p16><NEAMTHM18:p1e_02p16>-9.9</NEAMTHM18:p1e_02p16><NEAMTHM18:p5e_03p16>-9.9</NEAMTHM18:p5e_03p16><NEAMTHM18:p2e_03p16>-9.9</NEAMTHM18:p2e_03p16><NEAMTHM18:p1e_03p16>-9.9</NEAMTHM18:p1e_03p16><NEAMTHM18:p5e_04p16>0.598157</NEAMTHM18:p5e_04p16><NEAMTHM18:p2e_04p16>0.840867</NEAMTHM18:p2e_04p16><NEAMTHM18:p1e_04p16>1.05979</NEAMTHM18:p1e_04p16><NEAMTHM18:p5e_05p16>1.30148</NEAMTHM18:p5e_05p16><NEAMTHM18:p2e_05p16>1.6791</NEAMTHM18:p2e_05p16><NEAMTHM18:p1e_00p50>-9.9</NEAMTHM18:p1e_00p50><NEAMTHM18:p5e_01p50>-9.9</NEAMTHM18:p5e_01p50><NEAMTHM18:p2e_01p50>-9.9</NEAMTHM18:p2e_01p50><NEAMTHM18:p1e_01p50>-9.9</NEAMTHM18:p1e_01p50><NEAMTHM18:p5e_02p50>-9.9</NEAMTHM18:p5e_02p50><NEAMTHM18:p2e_02p50>-9.9</NEAMTHM18:p2e_02p50><NEAMTHM18:p1e_02p50>-9.9</NEAMTHM18:p1e_02p50><NEAMTHM18:p5e_03p50>-9.9</NEAMTHM18:p5e_03p50><NEAMTHM18:p2e_03p50>-9.9</NEAMTHM18:p2e_03p50><NEAMTHM18:p1e_03p50>0.572296</NEAMTHM18:p1e_03p50><NEAMTHM18:p5e_04p50>0.766905</NEAMTHM18:p5e_04p50><NEAMTHM18:p2e_04p50>1.12008</NEAMTHM18:p2e_04p50><NEAMTHM18:p1e_04p50>1.47178</NEAMTHM18:p1e_04p50><NEAMTHM18:p5e_05p50>1.89386</NEAMTHM18:p5e_05p50><NEAMTHM18:p2e_05p50>2.54495</NEAMTHM18:p2e_05p50><NEAMTHM18:p1e_00p84>-9.9</NEAMTHM18:p1e_00p84><NEAMTHM18:p5e_01p84>-9.9</NEAMTHM18:p5e_01p84><NEAMTHM18:p2e_01p84>-9.9</NEAMTHM18:p2e_01p84><NEAMTHM18:p1e_01p84>-9.9</NEAMTHM18:p1e_01p84><NEAMTHM18:p5e_02p84>-9.9</NEAMTHM18:p5e_02p84><NEAMTHM18:p2e_02p84>-9.9</NEAMTHM18:p2e_02p84><NEAMTHM18:p1e_02p84>-9.9</NEAMTHM18:p1e_02p84><NEAMTHM18:p5e_03p84>-9.9</NEAMTHM18:p5e_03p84><NEAMTHM18:p2e_03p84>0.738892</NEAMTHM18:p2e_03p84><NEAMTHM18:p1e_03p84>1.03226</NEAMTHM18:p1e_03p84><NEAMTHM18:p5e_04p84>1.40423</NEAMTHM18:p5e_04p84><NEAMTHM18:p2e_04p84>2.02903</NEAMTHM18:p2e_04p84><NEAMTHM18:p1e_04p84>2.5897</NEAMTHM18:p1e_04p84><NEAMTHM18:p5e_05p84>3.22143</NEAMTHM18:p5e_05p84><NEAMTHM18:p2e_05p84>4.18328</NEAMTHM18:p2e_05p84><NEAMTHM18:p1e_00p98>-9.9</NEAMTHM18:p1e_00p98><NEAMTHM18:p5e_01p98>-9.9</NEAMTHM18:p5e_01p98><NEAMTHM18:p2e_01p98>-9.9</NEAMTHM18:p2e_01p98><NEAMTHM18:p1e_01p98>-9.9</NEAMTHM18:p1e_01p98><NEAMTHM18:p5e_02p98>-9.9</NEAMTHM18:p5e_02p98><NEAMTHM18:p2e_02p98>-9.9</NEAMTHM18:p2e_02p98><NEAMTHM18:p1e_02p98>-9.9</NEAMTHM18:p1e_02p98><NEAMTHM18:p5e_03p98>0.586182</NEAMTHM18:p5e_03p98><NEAMTHM18:p2e_03p98>0.960004</NEAMTHM18:p2e_03p98><NEAMTHM18:p1e_03p98>1.33344</NEAMTHM18:p1e_03p98><NEAMTHM18:p5e_04p98>1.77476</NEAMTHM18:p5e_04p98><NEAMTHM18:p2e_04p98>2.49945</NEAMTHM18:p2e_04p98><NEAMTHM18:p1e_04p98>3.19647</NEAMTHM18:p1e_04p98><NEAMTHM18:p5e_05p98>4.01584</NEAMTHM18:p5e_05p98><NEAMTHM18:p2e_05p98>5.27826</NEAMTHM18:p2e_05p98></NEAMTHM18:neamthm18></gml:featureMember><gml:featureMember><NEAMTHM18:neamthm18 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