Analysis on the Relationship between Location of Monuments and Disaster Hazard
Tables 3 through 6 show the aggregate results for the current disaster hazard for each heritage monument. These tables indicate that over half of monument types are still at risk. Notably, 70% of the locations around tsunami-related monuments continue to face tsunami hazards. It may be because of the challenges of implementing hardware measures to mitigate hazards. For example, the percentage of flood-related monuments built before the 1990s, which are expected to be inundated by more than 2 m (14 ~ 19%), is lower than those built after the 2000s (22 ~ 50%). However, this trend was not observed for tsunami-related monuments. It reveals that, although flood control projects can help reduce the damage caused by floods, constructing tsunami breakwaters to prevent tsunamis remains difficult.
To examine the differences in disaster hazards according to location, we analyzed the urbanization status of disaster monuments. The data for urban conditions were systematically arranged by cross-referencing the geographic coordinates of disaster monument sites with vector data for urbanized zones, as defined by Japan's City Planning Law (2018). The information was obtained from the National Land Information Download Service (National Land Information Division 2024). The results indicate that a more significant proportion of flood and storm surge monuments are situated in areas currently at risk of disaster when they are located in urbanized areas. It suggests that urbanization exacerbates disaster hazards.
The sediment-related monuments' years of construction and location do not differ. It suggests that the unique characteristics of Japanese topography make it challenging to mitigate hazards effectively through landslide countermeasures.
Table 3 Disaster hazard at the location of flood disaster monuments
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)
Table 4 Disaster hazard at the location of tsunami disaster monuments
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)
Table 5 Disaster hazard at the location of storm-surge disaster monuments
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KcwzxhfT5uLFZHMeNTII51wLltfw7zdetPJ80b1bFSXXlCJaZ1xYlUGq3jc5hvWJ+dMq+vHSw+VprFULNuEnrArcMCWsfnMH9i/eG0eW3t0OQ3rw2vds4dntY4Lh9iDrR1bCVI5iAc+SWOsnVGHgaVeN9xwrm8adUrptMUcxsRiWldMKNiGLMTpvV4KWVvgYZqxLPOnh0xhHWcGeGgvRnMb0ZCyTp75kcGt44XuHWc6TPcQfuv7w9tcseq4i3Nql4BbxsW/uNV+8cu1s3536DZOcCMYZ1VF9a1T4glqz6139bxbjyeMvfNuuJznni4YrKwWE6BgxdTe2nd5DPeg+/eLAYF3pXJMnwcPLw0MsTWWQ3Pw0UDvIdC2fMq+M9/dL+QW4fSsSsY7nbO7Ktb50/PtE/Ig94+xrrLYlxrr4xBN/Yz1iFhrLNvHxBHe2kdIkaYWAhiHSR14miYY91AIrVujn/g8UXsHQNMNeucR6VRtiZiXHhCf3kc8zpcQoiOunXscs5kk3neH395HPM6XEJQIznr/OVxzOtwCSE6yVnnL49jXrf5U9XfDCGjyyL8KkrjsHGFS8e/prJzgKlmnbXmebWcKAcnDGIem2u5YugZlRjWfdzy7r4uiv7yOJtt4VKCIorWXd/2vG+P8aJvHVsW5rOZbfdtpdeXmHXB8jibfv7dWeVfNSEjqkVK1ukh7ggzQVRjnQaUrSP2DrIuCcg6IgpkXRKQdUQUyLokIOuIKJB1SUDWEVEg65KArCOiQNYlAVlHRIGsSwKyjogCWZcEZB0RBbIuCcg6IgpkXRKQdUQUyLokIOuIKJB1SUDWEVEg65KArCOiQNYlAVlHRIGsSwKyjogCWZcEZB0RBbIuCci6XRC7EhAEsVf82Hdvz/H8+0GFYl0SUKwbLMg6bZB1Msg6gKzTBlkng6wDyDptkHUyyDqArNMGWSeDrAPIOm2QdTLIOoCs0wZZJ4OsA8g6bZB1Msg6gKzTBlkng6wDyDptkHUyyDqArNMGWSeDrAPIOm2QdTLIOoCs0wZZJ4OsA8g6bZB1Msg6gKzTBlkng6wDyDptkHUyyDqArNMGWSeDrAPIOm2QdTLIOoCs0wZZJ4OsA5KxjhU3yrxQcL2aw0tGZsFtWJ0VSnRZFD5N5r5XO4EVVz2vNs6rfBStu9D0aof9gvt/jIpn4BVGbl5R5HjWZa42G0eMzNet9SP8ODcX43SK1rFfPbzIn/WXT731Y/BrOP5Vi98bRnZuBO+io27dJ5VX4PZfNlsPXsWufLnN76Ers4PzmdIniVjH7rge1yHfyBhll1tW9hbgvqNCjU6L2IrrTWHBqp83CvXDBpvJgB5up3Zq1v2sYGbqVZCtVD9hZOpTJlurjK5hhWHdFvJFJ5Z1pe3fjZsGu1cZu1cdg2NrWcinhpp1bLnpXcIX8da51PGNLw4a7O7SgbvVg1CTvnVU6Rcdw7rs9zfBur+Hrjz64pDBVpcOrlYPQX36pvgcGCYSGmE6LlpnNeCWVasMpHPz3RWKdFvkNLnci+ADeGE6qLPTnOpoo2Qdexd+qgQaG4sVKMGN05wwS03Qma10hdIoxLGu1DyDL8TeOgPdOAn63QYH1VEdYdqbGOvYL+Cm+PiYaW++nSpunYbuLJ9S7Y6qdek/Nj99xWD/CF2Z/OY1035yNjW5+SZ05Sb0Z9hI1Lq8h6phbBOljgpVZNZZdbwtN0QQgqOONmqxDlnE05Ra503r83Ej15owc2jdXOfJoxHDutw2l47f57bAuln1biDxrONcn0oZ2WfvpLJP4V0+AweKqFo3nd8A6zjXpkYg8p1NZZ+AddNwMHRosA5uWbX2gestsLAC2yghsw4CEdzmUQo8ehR/hAmf53PzOJ5ka97qVcgY0TqMdcpJHaBuHbtXu9z0fjfGrcNYFyupA2Jbx2bmD8AgD6zDWKec1AGK1mVLRx8J69j0PIxx0TqMdUOY1AGJWue4FbiF0Oa41YxR8CphBbZRQmZdvsWt47d+jApRtM5p+rMy7H+2cJ7Gz+uclVF2tdU9X9M36tbZW1+8bpzbXkr5eZ2zMsY+bq1DzFMkrnX2prcOY0o/r7OXD7CPtrFCATXr2G8PWsI6+0nrAY5xRV5n3zrEPnz+AGLeUKFuHat6q9ymC5C1CeugqmBkqg1LRLeK+1ZQge2UeKl1IAbeBajGOiPb5CPWuUKBF/gsKY41IYfkGV901K0TA8wbEORwDvN1608nzRvVsVJdeUIl/gjz508bx0w+h/mG9dkp8/raQUz0xGORULNuciKV9mOd8Q9PGq9BV77cfvAT6w+nzWtrhzDR4w8NC+rWlQtGtlbLGk4RDoR1Blvw3GK1EuRzMNT0K5SRWSdGmGU+d7lztkPZOrTYNErVUTj9kn+Subxp1XFqpXO+pm/iWlfykztjdsK0Hi+l7K2Lqi8ugbwOR5eiNAMGbCyN2Jt8fjMqStbZMz8yQuv46FKUps+k0g8/fcX+6/vDldwpW8c+wIlJp+bVMJD51iF5GE/6aZ4YWfp3asis65xNmduRMqpbZ9UncMEA3+5+bCvB2NWqT+29dfYWPiGfRgF4Nx5PmftrXXrjbVEsllNwcDG1l9ZNPuPXJfhOjCTTD/0PgMnyCBxcGvnbsa6btnUZsVjA8zm+YsArlJFZF64cCOnY5Q6r1a3DWRnG1+hywjo+dt2XWAfpHPxsaQ0X6gx7Be72P9bZ/yHyOPv2AVRwb2Md0o519l+EfZDUoYJ/S7Gum8C6dHGjgPd5rwx1oERQoYrUOqd5XoS6uRZ+BPLVbB8l65xHpVG2hrMypRaukPP5GX95HPM6f7Y0IurWwRDzIoQ2PsD0l8cxr/NjnwLxrLP/ozzG7orFAn95HPM6XEKITjzr7L9MHWCrF7lj/vI45nWbP1X9zewPyVhXgfd+wzKshruQETUF19vIdlYo0mXRIj4NuuCIb4Rd5tJ5sVfJrTXPq+V4Eb8R9t/wHEHCyOZaLiR8CsSwzji35W3keTf85XE223L9NE8BReuub3vet8eM9J9b3rr4HbBlYT6b2Xb9EWdE4lmXXt32HpzhTxwsj7Pp598Fed6wkFCs00ZUi5Ss00Mc6xJGNdZpQNm6HxJknTbIOhlkHUDWaYOsk0HWAWSdNsg6GWQdQNZpg6yTQdYBZJ02yDoZZB1A1mmDrJNB1gFknTbIOhlkHUDWaYOsk0HWAWSdNsg6GWQdQNZpg6yTQdYBZJ02yDoZZB1A1mmDrJNB1gFknTbIOhlkHUDWaYOsk0HWAWSdNsg6GWQdQNZpg6yTQdYBZJ02yDoZZB1A1mmDrJNB1gFknTbIOhlkHUDWaYOsk0HWAWSdNsg6GWQdQNZpg6yTQdYBZJ02yDoZZB1A1mmDrJNB1gFknTbIOhlkHUDWaYOsk0HWAWSdNsg6GWQdQNZpg6yTQdYBZJ02yDoZZB1A1mmDrJNB1gFknTbIOhlkHUDWaYOsk0HWAWSdNsg6GWQdQNZpg6yTQdYBZJ02yDoZZB1A1mmDrJNB1gFknTbIOhlkHUDWaYOsk0HWAf1bx4obZV4ouF7Ngfu8x8kbRqbm1TL8sZCgdW/joKY/drMos+A2DvvlTlStW2x53hT8bOa+VzsBx3gvzp+bVzxlHOsyX7fWX/fvj/Ca3FyM08Wx7vhXrfU34FeA98f4ryI7N8IfUULVuk+ee9778LzHv9x+8BPsDty/KrozOzifKX3St3Xsjutxj/KNjFF2wZsK96hhGVajYBTgvoOgdW/jsKY/drGo3FqQn0LROqcJvZswDat+3jxXP2ywtcroWnUUHrFuy+TuhxjWWY+xG0cMdq8ydq86hjXLQj41Ylhnbfxz6t1vjpns7tKBu9WDUJO+dVTtl8xRtM5+Ah+LZ1NG+uF/Tf1i4zWTrS4dXK0egkfSN8VnwTARYYTpuOiR1YBbVq0ya5bBYb4CRlUZ1EChE966t3FYI1q9FLlFZXfCL+1E0brFsvi5RTANjDOd5oRZao5DV1fgRo0Y1t0A08C4lL11Brpx0jTY7fE4b60Y1l1fO2CAcSP25tup4tZp6MryqThdUbTukykRX6+tHTLAuFfsJ2dTk5tvQnduQp+GjcjW5XGUiNEqzcWZd4RIRrk72InWvY3DGjzuA6lF+dZu0ilaB6HudziutOo4yizVD8MzmDm0bs7XUQF166zHohtHcttnzNwWWDer3g1E3Tpr4yK8jOLjY7ln76SyT+EdPjMVY6irah2Euk9wmJt+eAnsm/zmtdz3Z1PZJ2DdtK/jUKFonbiF/5QFBvW8ZodIHdZ1Nu6ueTkyi9ha7QPXW8DxXw9q1pVg+ILhE0McpFDNcbQOY51yUgeoW4chDrqxdTIP1mGsi5XUAerWQYiDroBuaB3GulhJHaBm3eQzz/sOBpgY4qA7T95E6zDWDWFSB0S2znFxKBkEq3KPWgG8dW/j7pqXI7PIaVZPGIVWRSaEmnUGcz73GoeNHMgGb/fWhJ/XOSuj7GqrpjbIVLcOQxy/HRV5nbMyxj5urUPMU0Tdutxzbt2zd0ZFXmffPsA+2l5XH2QqjjCZ/cftb18zsyAbdOf7s2Mir7NvHWIfPn8AMW+oiGwdq3oFI1MV40l2B+wJrYOHVrlNF2A8yVv3Nu6q6QOZRWKAuejKZFC0DjjXmjJD60w+l2l9Po6ZHow4/TaRSMA6k89lWn86aUKmByNO//HIJGBdis9lWp+dMq+vHYQRp+rvWdE64N3v3x8JrUvxuUzrD6dNyPRgxKn8374vRLbOYAueW/TnTpw73C+0DsJXuWBka7Ws4RTxIeHozsZdNX2wu3VlaXKnbh3OqIgRJp9GQebyplXHqRVMsyITd4TJp1GQ2QnTeryUsrcuqr64uCNMPo2CzEyk0hs4tXJJ9cWpW2dcmxoRI8zJp35wmz6TSj/89BX7r7imMEREtw4JkjgcM4azKZkP0Cqn5tUwkLVbdzXm7MwBX4DMIqeJZ8oHbnQRz7pwNoVXlMq4lDC199aFsyn8iHcDavbFunA2hT91sZwy0lCzb9aFsym8O5PlET6/8rdhXYZ75o8ZX7RygOxoDAQ1/SCzCKf2QWK+nLaTGNZdBteClQM8hqQO3nX7EevClQMs2ytj6OE+xbpw5QDLkNQZYN1+xbpfHzXDlQM8hqQOZzX/NmJdurhR4AV/zAgPFHoWDoLWPY07avpBalG+NQUBT7p6oGQdu5w12CSOk53medMPdf7yOOZ10qj6UmJYZ2/9E3SDhzp/eRzzOlxCUCOGdfbmP6f8UOcvj2Neh0sIaihZx36TS7H/PgG/UPvJf035oc5fHse8bvOnqt3ZH/q3Dr9dAmpZDXch+PZXMGbEUeWOb4SJ1r2NO2v6QW5Roelt5PxyN2rWXW15q7heBy/F/0ZYuDzO5louJnvRiWGdYfvfCAuXx9lsy8VkT40Y1hm2/40wgy0L69nMtvu28mtTs+7D596f/44/u/3v4hth4fI4m36OawpDRYRYty9EtUjJOj3EsS5h4liXMDFGmD8cyDptkHUyyDqArNMGWSeDrAPIOm2QdTLIOoCs0wZZJ4OsA8g6bZB1Msg6gKzTBlkng6wDyDptkHUyyDqArNMGWSeDrAPIOm2QdTLIOoCs0wZZJ4OsA8g6bZB1Msg6gKzTBlkng6wDyDptkHUyyDqArNMGWSeDrAPIOm2QdTLIOoCs0wZZJ4OsA8g6bZB1Msg6gKzTBlkng6wDyDptkHUyyDqArNMGWSeDrAPIOm2QdTLIOoCs0wZZJ4OsA8g6bZB1Msg6gKzTBlkng6wDyDptkHUyyDqArNMGWSeDrAPIOm2QdTLIOoCs0wZZJ4OsA8g6bZB1Msg6gKzTBlkng6wDyDptkHUyyDqArNMGWSeDrAPIOm2QdTLIOoCs0wZZJ4OsA8g6bZB1Msg6gKzTBlkng6wDyDptkHUyyDqgf+tYcaPMCwXXqzlYeM/13CsMCpmaV8tgTZugdW/jsKYv5BYVml5t3C93o2gdm3w0xX8yKGTue7XDWGHk5hVFjmNd5uvW+uv+/RFek5uLcTp1665XRjoKx79qrR/jv47snF8fFXXrPqm8IgrXsHD8y+0Hr4quzA7OZ0qf9G0du+N63KN8I2OUXfCmDIVMA+qsRsEoNCzezCdo3ds4rOkPqUX5+gk4h1Q7NevYiutx2YICW6uMrlVHoca6LeSLTgzrrMfnzXP1Iwa7Vxm7Vx3DmmUhnxrK1uWefyrsyj6DAru7dOBu9SAcpm8dVfpFx7Au+/1NYR0vsNWlg6vVQ3CYvik+B4aJCCNMx0WPLFSHVavMqFTgEG8qcMCqeNQBb93buF3THzKLrDqeQ0ixE8VYZzhNEev8gtOcMEtN8JqtyGNqH8Sw7gaYBsal7K0z0I2TpsFuj8d5a6laZ33WXOLWpT9rgnX25tup4tZp6M7yKdXuqFqX/mPzU25d+o9bULCfnE1Nbr4JXbkJ/Rk2IluX9/Jwi9Gq7BUMa9URIkEw6wp2onVv43ZNf8gsyrcm4FYe7BKyLteaMHNo3VxZ+f9U3TrrMfahVD+S2z5j5rbAuln1biCq1s3kvhHWiUL22Tup7FN4l89MKb82Veum8xvCOlHIfn82lX0C1k1PKQ519xNF6/CWVb3Vq5DOOS6v2SFSh3Wdjds1/bG7deJ2Jwlah7FOOakD1K3DEAd92DqZB+sw1sVK6gBF63KlIxvcuqwooHUY65STOkDRumzp6CNuHRQe+tZhrBvCpA6IbJ3j4liRByv2ez6JIheJt+5t3FHTFzKLnGYFarXGOj+vc1ZG2dXWLhM3L0PdOgxx/HZU5HXOyhj7uLUOMU8RNevYzAGLW8emRcHP6+zlA+yj7XW1Qaaadey3By1uHRbQOj+vs28dYh8+fwAxb6iIbB0ErYKRqeJ4cr5QcOE+tA7jGbfpAmRtvHVv446avpBZxNa880ZmrSGb5kjIOj6HecL6fNxYrI6W6koTKglYZ/K5TOtPJ03I9GDE6T8eGTXrihOmsK44kUrzAs5hvmF9dsq8vnaw+FhpFkPNuknoAbcOC2gdn8P8ifWH0+a1tUOT37ym+N++T0S2zmALnlvEuZNylfHQJUaYEL7KBSNbq2UNpxi27mncrukPqUXsKj+H7KGkrOPM5U2rXjE7qyIQd4TJp1GQWXj3P15K2VsXVbqBKFlnz44Y3DosCOs4M8JBe/OSygtUss6e+ZHBreMFbh1n+gx30P7r++pD3v0gunUIJnFi1rLcsILZlMwHODHp1LwaBrJ2667GYU2f7GpRHuc6eknSulLZNKz61N5bF86m8CPeDajZa+uKzz3EPV0KCvzpi+UUOHgxtZfWTT7jPfjuzWJQ4F2ZLMPHwcNLI38b1vGFNzH9nweRdl85QHY0Dmr6ZDeLMrh6ICFB6yCpw1WKfYh14coBlu2VMfRw72MdIkaYQBjr7NsHxNFeWoeIESYWglgHSZ04+luwLl3cKOB92SuDTVDnuIWehYOgdU/jsKY/5BbBOc77xR0kZ52/PI55nTysvowY1tlb/2T6oc5fHse8DpcQ1EjOOn95HPM6XEKITnLW+cvjmNdt/lT1N7M/9G9dBSI7qGU13AX/21/4Ja/3sICjSr8uQLTubdxR0xcyi6z67udQtG6xBd1Fy8JCsDzO5lruhNJJY1hn2P43wsLlcTbbcjHZUyMx69iyMJ/NbLtvK72+xKwLlsfZ9PPvzsb4Ve8HEWLdvhDVItVYp4E41iWMsnXJo2zdDwmyThtknQyyDiDrtEHWySDrALJOG2SdDLIOIOu0QdbJIOsAsk4bZJ0Msg4g67RB1skg6wCyThtknQyyDiDrtEHWySDrALJOG2SdDLIOIOu0QdbJIOsAsk4bZJ0Msg4g67RB1skg6wCyThtknQyyDiDrtEHWySDrALJOG2SdDLIOIOu0QdbJIOsAsk4bZJ0Msg4g67RB1skg6wCyThtknQyyDiDrtEHWySDrALJOG2SdDLIOIOu0QdbJIOsAsk4bZJ2MvwXrsjXPfeFOy2SdNsg6GcNlHW6mjJf6zsMdXjOgL/KNDFt4YWuyThtknYwhi3WZmrgSjhPhMgF43Y8XQ9Zpg6yTMWwjTMflDs33e3Fhw7+Szgsh67RB1skYurwOr4tj5Od5+T1XXNAjU/P49eLS8zWnFjqWWfW81QwORvGCIC+CrNMGWSdj6Kxj1YZlrXCLyvMs0+BX2KkwvAQqq3puoRAYZjXwKsSuQ7FuPyHrZAyddUbeq4jxpbUGfpW9PPiFl4VDtyodQa2CV3AEGcm6/YSskzF81hkVT1wRlY8d+ZQm2LXK5zQ7rBOXLIaaDFm3j5B1MobQOnHhfVwRCBTL1Gpv7Yx1/mVSy2TdvkLWyRhm62BwybEa870jTEj28I6s21/IOhlDbJ3julm4fc/Iu44sr+PlSpnyuv2ErJMxhNbl/QvyG2VM68C4POR2BbfqZHB+UzwEOG41YxQaVqbReNk1wMk6bZB1MobOOlYVqiG4Xoelea+Wqbjv4UP+Iwiu4i2I9Tox/bIrZJ02yDoZQxjrkoes0wZZJ4OsA8g6bZB1Msg6oH/rWHFDJJUFf3DbLsCAln89rYOgdW/jsNAXUovyLRw7exP+YSfq1i1W8EcvNL3aYbjP3Bf3hpGbVzxlHOsyX7fWX/fvj/Ca3FyM0ylax3718GLwrNcrI4Zx/KvW+jH+68jOwaEK6tZ9UnkFbv9ls/XgVejC8S+3+T10ZXZwPlP6pG/r2B1XrMrnGxmjjDlkWMAvoIXfRhMErXsbh4X+kFq0yKVrCCu6UbYu31qCH/1ZwczUq6MGW6uMrsE9vLjbsqfphxjWWY/Pm+fqRwx2rzJ2rzqGNctCPjXUrGPLTe+S/yKyzz4dMdjdpQN3qwfhMH3rqOIvWtm67Pc3wbq/P5c6/uiLQwZbXTq4Wj0E9emb4nNgmIgwwhSL7/yLL7gkERb43xOx6o5pG966t3H7p/pDZpE1iz+d57FpJ6rWWZ+7cD72C/jxUv2w4TQnzFJzHLq6AjdqxLDuBpgGxqXsrTPQjZPQsdvjcd5aqiNMe9OPdenPmmCdvfl2qrh1GrqzfEq1O6rWpf/Y/PQVg/0j9Gfym9dM+8nZ1OTmm9CVm9CfYSOydWKBHqJVWOAiGeXuYCda9zYOC9imD2QWpbmyc9JTqFo3l60HFi+WTSPXmjBzaN0cHCiibp31eAqetVQ/kts+Y+a2wLpZ9W4gsa2byX2zNAIB751U9im8y2emlF+bqnXT+Q2wjnNtCrry/dlU9glYNw0HQ4eidXAbFsTSPa7Xd9JhXWfjsIBt+mBXi6yrOP7rQdG6fPmwbx2bm4cTo3UY65STOkDdOgxx0Ietk3mwDmNdrKQOiGtdtnRkw7cOY51yUgcoWpctHX0krGPT8zDGResw1g1hUgdEtg7/rogHq7AgF4m37m0cFrBNH+xqURk704uadWx21BLWOU2vhgNLkdc5K6PsagsrFFC3DkMcvx0VeZ2zMsY+bq1DzFMkpnVs+oCF1vl5nb18gH20va42yFSzjv32oCWss5+0HuAYV+R19q1D7MPnDyDmDRWRrWNVD/94r2GFhdA6qFnlNl2AISBv3ds4LGC7PtjNIrYi91bNulLe8K0zjJ83cZoG5zBPWJ+PG4vVUUz0FEjAOpPPZVp/OmlCpgcjTv/xyMS0rjiRSqN1fA7zDeuzU+b1tYPFx0qzGGrWTUIP/Fhn/MOTxmsmn8P8ifWH0+a1tUOY6PGHhoXI1hlswXOLOHcSFMQIE8JXuWBka7Ws4RTD1j2N24X+2M0i5450gKlmnTNntq3jo0tRmsubWO00Mc2KTNwRJp9GQWYnTOvxUsreuqjSDSSedfbsiCGs48wIB+3NYH4zEkrW2TM/MkLr+OhSlKbPpNIPP33F/uv7w5XcRbcOCZM4LASzKZkPcJbDqfEdJTpadzXuLryc3SzaZYCpZl1JrP+5YiRp1X3rSmWUcWrvrQtnU/gR7wbU7Jt1xefi1yMmC4vlFDh4MbWX1k0+4z34Towk0w/fEc88WYaPg4eXRv42rMtwz8LC7isHyI7GnYU+2MWi3QaYatYh7VjnPBL2QVInqvfcunDlAMv2yhh6uI+xDgljnX37gDjaS+uQdqyz/yLsg6QOFdz3WDffd74UoGBduujvDRgUHLfQs3AQtO5p3C70xS4W7TbAjGmd86g0ytbELL2/PI55HS4hRCeGdfbWP5l+qPOXxzGvwyUENZKzzl8ex7wOlxCiE886+y9TB9jqRdEVsTyOed3mT1V/M3G5Am97ndbhNrhweqvhLvBvf4UFcKD3G2GidW/jjp/qi10s2m2AGdM6a83zajl+imB5nM213CDPi0YM6wzb/0ZYuDzOZlsuJntqKFp3fdvzvj3Gi751bFmYz2a23beVXl8869Kr296DM/yJg+VxNv38uyDP23Mcnk1FJkKs2xeiWqRsXfLEsS5hVGOdBpStG0S6/qo1AmSdNsg6GcNlnb/tbLDbbLALLd9w9k6G4R+8NjIFDHhiC1psmVkQ84kvgKzTBlknY6is87edBbv4brPBLrSGs5E1+FbsuFdKXiReuAztvgUti3yH2hdC1mmDrJMxTNaF286KnYjCQ1bFaQWcROH1eBNsQcsPeib0d0LWaYOskzFM1rW3neV2hYfBpmF+PdyINWsskXX7C1knY6isQ6c4wrrgsNc6f52sTNbtN2SdjOGKdV12hYftvC2wLtyClqzbZ8g6GcNkXbjtrLArPGRV7woDC/OhdaJgVMq8QNbtH2SdjGGyLtx21l+XCw79DE/IdiGNDwZb0PKWVuMleyWQddog62QMlXX+trO4Lse/sB/sQovX+8fVOQx/DrgIoU1sQYstG07jZRcxJ+u0QdbJGC7rNEHWaYOsk0HWAWSdNsg6GWQdQNZpg6yTQdYBZJ02yDoZZB1A1mmDrJNB1gFknTbIOhlkHUDWaYOsk0HWAWSdNsg6GWQdQNZpg6yTQdYBZJ02yDoZZB1A1mmDrJNB1gFknTbIOhlkHUDWaYOsk0HWAWSdNsg6GWQdQNZpg6yTQdYBZJ02yDoZZB1A1mmDrJNB1gFknTbIOhlkHUDWaYOsk0HWAWSdNsg6GWQdQNZpg6yTQdYBZJ02yDoZZB1A1mmDrJNB1gFknTbIOhlkHUDWaYOsk0HWAWSdNsg6GWQdQNZpg6yTQdYBfVvHFjz/ygqZWnBJ9J5CSNi6t00huEJDX8gteq/p1Q775W4UrbsQnDAoZO4Hz5CbVxQ5jnWZr1vrr/v3R3hNbi7G6eJYd/yr1vob8CvA+2P8V5GdG+GPKKFs3fGPthqvmdnv+eV0zqaOf7n94FXRndnB+Uzpk36tY7MZEAcvbILXPS/ghYV6CyFh6942+UbGKPMLpPSF1KKfFYxMvTrqH3WhZt3PCqY4YVBga5XRNf4M1m253i8nhnXW4/PmufoRg92rjN2rjmHNspBPjRjWWRv/nHr3m2Mmu7t04G71INSkbx1V+iULVK2bfPbJKXjaa89Rum9fY6tLB1erh+CB9E3xWTBM9Gudg57w68BWqkxcFq+3EBK27mnDL+DMqnDUHzKL2LtwU25IbVCyjr0LP1WqHzbYL/yC05wwS81xeGgFbtSIYd0NMA2MS9lbZ6AbJ02D3R6P89aKYd31tQMGGDdib76dKm6dhq4s47tfGUXrJp++g7/O9G/R++yNV+wnZ1OTm29Cd25Cn4aNSHkdKiOue14OLoDeWcAmHUB9bxtxldn+g92uFi3iCXtRi3XIYtn/USzkWhNmDq2bC2qjo26d9XgKnrVUP5LbPmPmtsC6WfVuIOrWWRsX4WUUHx/LPXsnlX0K7/CZKfVPE0DNuuz3Z/mz/if+aT19CkaaZ1PZJ2Dd9FSM4e5+Eck6Z8OBCIba5F2nt4BNOoDWvW2Ede0LPr+MXSxic/PSAaaydeEJRQGtw1innNQB6tZhiIM+bJ3Mg3UY62IldYC6dRDioCugG1qHsS5WUgcoWcdWa1eetj7BOAekPzzINcRYN4RJHRDJugrEl1Cb3gI26QBa97YRF1KPG+ucpleTj/wUrQtP6Bf8vM5ZGWVXW7s81ctQtw5DHL8dFXmdszLGPm6tQ8xTRN263HNu3bN3RkVeZ98+wD7aXlcfZCpZZz/54u/Md7+/+Qo/miyPgIc8r7NvHWIfPn8AMW+oiGKdcwcvgd4jUlhgVW+V23QBxwHYWtqmYGTEZZ77YTeLss0E8zokPOHPeQHnME9Yn48bi9VRTPQUSMA6k89lWn86aUKmByNO//HIJGBdis9lWp+dMq+vHYQRp+rvWck6McC8tsXtYjfReZzD/In1h9PmtbVDk9+8ptqd/SGCdeyOmCNBfyBY9RbKBSNbq2UNpxi07m2DawpusWvq5YXsalG+NeGXulC2Dk8ofhZHl7xgzOVNq14xnSamWZGJO8Lk0yjI7IRpPV5K2VsXVbqBxB1h8mkUZGYild7AqZVLqi8uhnWTz3hyZy/j1CVn+kwq/fDTV+y/vj9cyV0E6+ZRnBfMpmQ+4CGu5tUwkPHWvY3hFt7gMVcOEKuesHVwQvGzYaFUNuFgau+tC2dT+BHvBtTsi3XhbAp/6mI5ZaShZq+ts59cAq347IkYYAqwlH54aeQHbB1qxK44fa0chK2lbTJcwf7Y1SLnkTTbUrcuPGFQgKQOFdyHWBeuHGDZXhlDD/cp1oUrB1iGpM4A6/Y+1kEWB69g8h4GOXYrSCohqYPu/KBj3Tz/TgC447gFEbR6C22C1pI26eJGQTTqB5lFzqMiY2tyc5Wscx6VRuGEZrsA+MvjmNfhEkJ0Ylhnb/2T6Yc6f3kc8zpcQlAjhnX25j+n/FDnL49jXodLCGooWQdDzPdHcIkOiuEA018ex7xu86eq3dkf+rXuCtfIw7c6jiH5d7t6CwHt1jvbWA13oavpS5BZZK15Xi3nH+xAybrwhKLATxEsj7O5lhvkedGIYZ1h+98IC5fH2WzLxWRPjRjWGbb/jTCDLQvr2cy2+7bya1Ozznh3s/XNGf6kwQAzWB5n08+/E4t5w0OEvG5fiGqRknV6iGNdwsSxLmEUrfthQdZpg6yTQdYBZJ02yDoZZB1A1mmDrJNB1gFknTbIOhlkHUDWaYOsk0HWAWSdNsg6GWQdQNZpg6yTQdYBZJ02yDoZZB1A1mmDrJNB1gFknTbIOhlkHUDWaYOsk0HWAWSdNsg6GWQdQNZpg6yTQdYBZJ02yDoZZB1A1mmDrJNB1gFknTbIOhlkHUDWaYOsk0HWAWSdNsg6GWQdQNZpg6yTQdYBZJ02yDoZZB1A1mmDrJNB1gFknTbIOhlkHUDWaYOsk0HWAWSdNsg6GWQdQNZpg6yTQdYBZJ02yDoZZB1A1mmDrJNB1gFknTbIOhlkHUDWaYOsk0HWAWSdNsg6GWQdQNZpg6yTQdYBZJ02yDoZZB1A1mmDrJNB1gFknTbIOhlkHUDWaYOsk0HWAWSdNsg6GWQdQNZpg6yTQdYBZJ02yDoZZB3Qt3VswfNqDpYyNa+W4VXFjTLet2tCwta9jQuuf56+kFuUue/VTvjlbsg6GWTdYNGvdWw2Awa5oIvVKBiFhgVVd1yPixTWhIStexvnGxmjjOfpD6lFVv28Uagf9o+6IOtkkHWDRb/WOeiJ44I4lSozWLXCK/G4q8YnbN3T2GrALatCdX9ILVqsjhpsrSJ7iKyTQdYNFpHyOlSGa2OUeWjrEMmv6QTqexvnvTzW9B3sZBZZdXFWWbAj62SQdYNFJOucDQfkQW3yXBshUmdNJ9C6t7GwTtz2g8wipzkBt/nmuDjsgqyTQdYNFpGsq4A3ndq8WCRo3dvYcXG4GS/W5VvcOn67E7JOBlk3WESxzrkD2VivSGENq3qr3KYLmLVh697G0KZgZKo9w9HdIOuSgKwbLCJYx+6IgSIqJIJVEL78mnLByNZqWcMpwjFv3dsY1xTcYtfUywuRWSRGmGWXRpj9QtYNFhGsm0eDXjCbkvmAh7iaV8PHeOvexpzeHHBXZBbRbEpUyLrBon/rUCN2xelr5SBs3dsYyHAX+0NqEa0cRISsGyz6tm7eQ0Aixy340SsQqaMmIGjd29hIFzcKvNAXUouc5vldQh1ZJ4WsGyz6te4K14h/vQTHkPxLXhWoEIPHnd8Ia7fe2dhquAvdXx57MXKLHPpGWCTIusEiQl63L0S1iKyTQdYNFmSdNsg6GWQdQNZpg6yTQdYBZJ02yDoZZB1A1mmDrJNB1gFknTbIOhlkHUDWaYOsk0HWAWSdNsg6GWQdQNZpg6yTQdYBZJ02yDoZZB1A1mmDrJNB1gFknTbIOhlkHUDWaYOsk0HWAWSdNsg6GWQdQNZpg6yTQdYBZJ02yDoZZB1A1mmDrJNB1gFknTbIOhlkHUDWaYOsk0HWAWSdNsg6GWQdQNZpg6yTQdYBZJ02yDoZZB1A1mmDrJNB1gFknTbIOhlkHUDWaYOsk0HWAWSdNsg6GWQdQNZpg6yTQdYBZJ02yDoZZB1A1mmDrJNB1gFknTbIOhlkHUDWaYOsk0HWAWSdNsg6GWQdQNZpg6yTQdYBZJ02yDoZZB1A1mmDrJNB1gFknTbIOhlkHUDWaYOsk0HWAWSdNsg6GWQdQNZpg6yTQdYBMaxjC55Xc7CUqXm1TGdNUBEfuUWZ+17thF/uhqyTQdYNFurWsdkM2OWCZFajYBQaVrsmqEgAqUVW/bxRqB/2j7og62SQdYOFunUOBjXHLRtGpcoMVq20a4KKBJBatFgdNdhaRfYQWSeDrBssYuZ1VqPM/xlG2Y9tcNRdEQ+ZRVZdnF8W7Mg6GWTdYBHTOmfDgeiWh1Iex5qiprsiHjKLnOYE3Oab4+KwC7JOBlk3WMS0rgJRJ+9xyfgtr+muiIfMonyLW8dvd0LWySDrBot41jl32A7rsCasYFVvlQe8C9BMDbIuCci6wSKWdeyOmD9Bycp8QMlrwopywcjWalnDKcKxGjKLxAiz7NIIs1/IusEilnXzPLx1Tp7wmqAi8wGGOKfm1dTnVWQW0WxKVMi6wSKOdagYu+J0LBT4NbRygJB1Msg6IIZ18x4CgjluQYS6oCasiI/UIqd5fpdQR9ZJIesGC3XrrnDFPBzs4SAy01njVySA3CKHvhEWCbJusIiV1+0BUS0i62SQdYMFWacNsk4GWQeQddog62SQdQBZpw2yTgZZB5B12iDrZJB1AFmnDbJOBlkHkHXaIOtkkHUAWacNsk4GWQeQddog62SQdQBZpw2yTgZZB5B12iDrZJB1AFmnDbJOBlkHkHXaIOtkkHUAWacNsk4GWQeQddog62SQdQBZpw2yTgZZB5B12iDrZJB1AFmnDbJOxmBZJ3Y/IAhir/ix796eQ7FOGxTrZNAIEyDrtEHWySDrALJOG2SdDLIOIOu0QdbJIOsAsk4bZJ0Msg5I0Lp5f7fn9HxwXYOgJgZkXRKQdYOFsnUVz/MamSrc8guRe151AR27YrGqF8hG1g0IZN1goR7rMo0qMwzHxVuQsMLvHAxzlfiyhZB1SUDWDRYxRpji+iFlfolIvFIywKpYR9ZxyDoZZB0Qwzr/4pAeXjGrXDFYocYHnA2r0sgs4DXroMaCJE8cKELWJQFZN1jEsI5V+WXqMItj1byRxwIPcxW3yBwXr0+OiR8/UL6WHVmXBGTdYBHDOn5RZOfOFRhihumcsI57CKIFNTGuIEnWJQFZN1jEsQ7jWbmMgQwGmGTdTsg6GWQdEMc6Vm1k7jh4CwNMsm4nZJ0Msg6IYx0kbh8sMKPsvbcGrpF1OyDrZJB1QCzrrAZOYDoun8Yk63ZA1skg64BY1hkVXKxjVb5kx9fqwLEL6WoDv61SZVjDa/FA/EBkyLokIOsGi3jW5UGp9nI5hDzHdd+qel7Dwa+IXfG834cHitqRdUlA1g0W8azTD1mXBGTdYDGE1mUW3MZhXlqs9DyqZh272vJq452FzH2vJp4kN68ochzrLmx560fgPvN1i99DN+ZinE7NOvbRtrd+Cl/9L59668egcPyrFr83jOzcCN5FR9W6T5573vsjBvvwuffgNHbly+0Hr4quzA7OZ0qfDJ915dYC/84njG9bCVnHZk6AZu54R2GtMrpWHYXHrNtCvujEsO6tgpl5XB0z2L3K2D24h24sC/nUULKOTb9uHv+qCW/xt86ljm98cdBgd5cO3K0ehMfSt46q/KIBRevsJy3PO5ti/+MN8/iXzTdNtrp0cLV6CB5J3xSfA8PE0FlXdif8kvW5m5B1DmrsNKfMdqE5YZaaEPTYCkY+JdStY7+AV1GqHzHsrTPQjZOmwW6Px3lrKVlnO/CU9ubFFPsFvJLi42Omvfl2qrgFGrJlHgJVULTukykeW0WfnlwasZ+cTU1uvglduYmRb8gYNuvyrUA6Yy5bT2qEiVj1KfGzWMi1JswcWjdXVj5hzLzuBnQnt33GzG2BdbPq3UDU8zpr46J4GdenUkb22Tup7FN4l8/AgSJq1kGo++SN4FeQfnhpJPv92VT2CVg3LXQcLobMOrZW+8D1FnDoly9biVrnPPKjGhbQOox1ykkdEMs6NjcPLxKtw1gXK6kD1K2z/4NHNTYzfwAyKLAOY51yUgeoWTf5zPO+O+v/Euy/vGmidRjrhjCpA4bMOqdZPWEUMJ9jc6PJWrcYhBMs+HmdszLKrrb49Ep04lhnb3nrOLAUeZ2zMsY+bmGFIurWYYiD7mzyaRU/r7OXD7CPtsU8S2QUR5jM/uP2t6+JZ7wG4c3P6+xbh9iHzx9AzBsqhsw6McBcdMeNch6GgglaB4J1FnAO84T1+bixWB0t1ZUmVOKNMH++1Tgi5jBft/500rxRHcNETxFl6+zbEOKQnz9tHDP5HOYb1menzOtrBzHRE49FQtE64N3v3xe53TJOouAc5k+sP5w2r60dmvzG93FYGErryq0JB4Z+SVoXzpp0Tp/M5U18Dpxe8WuiEDOvw9GlKM1OmNbjpZS9dVHxxSlbx5bD+IqjS1GamUilN5ZG7M1LKi9Q3Toe46BPt9pBdvpMKv3w01fsvwofh4ahG2GW4TbfHC+3cKN6D4JeN6rWzeGX2kQhPEMJhpo4tbI/1lmPfet4Nx5Pmftg3cxE+IzpjbfF6ymWU3BwMbVf1oFp4hCyvfIIn1oh6xJmh0WQb0FFma+kJRnrUDp2GRRG6XjBH2ruX6yzH4o4Y6+MoYL7EetQOvaB3w0xrSLGnPsT636Na4QoHfsN7xMkdTihqTXWsaLYEUjC7jvgvXRvvCGzDoaYUxDwxOpBctbN8cgJLocFOLtYHse8DpcQoqNunf2wNMruCdX95XHM63AJQQ0162a28ZfxxQH7P8pj7K5YLPCXxzGvwyWE6ChZx36TS7H/PgE9mH6Offq3juVxzOs2f6r6m+mA+dtMGnm4D743XOE1UuRuXYHKH5x1RqHpbeREMTHrLovh6pQZFuD/wM/v2FzLbY+zoqBunXWv5a3n+JMGy+NstuUGeV50lKz7gEvnXUql/wzdEb+DINFjM9uuP+KMiJp1Hz73/vx38My/fsb7hKEtWB5n08/DNYWY5L15fs8WgnwDv5Wxm3VS+F4mL0XJOpWwywobmJJFJapFarFOCzFHmEmimtdpIMYIUzu4JQlnvv32jmYd/8O2l6NkXeSwC5Q9j6zbL8i6vuiyLj1fc2pVVnbfWvDcK4aRqXl8h8lgr0ncdxL3PAcqwYN8kNrIwCNGZtXzVjNha3HeALURZsSwywlfUiTIuiQg6/qi0zoQyC0UGlbZW2DsilexGhW+wyTW870mcSdK6wqkf2W49x8U2yfwRxoFI1PFPzaV7UxJ1mmDrJMxPCNMFCh4q1caTqMMxuEkS7AniXicb3tudT2INxX0DG0LWnex07qdcZRXgt9or1fxoy50pTvshq27wq7xnuvVMv5Za1n/JXU8Az9X0IrX93wJhKxLArKuL3a3Lo+blDirfGoz8Eg8jsIhHQ/CDToKwFHQuosd1vXEUVHNk0Sn8Xs/6kKS1hV22607w65RnmeZBvYCXw1IxTvS+QziXKIVr2/u6B1ZlwxkXV+80LpMrfaWJNZVsAre3R0Pwo0fYsCC/qzbGUcF3c/UG3bD1n4DHnZxvz5+8REebvOBdV3BOGzF68UfknZC1iUBWdcXgXVsAd+Z4v0p3uplN9uY73jfhi6IPYOsrgfhxmlwc/q0DtgRRwVdzxR0pSPshq1FAx52cbERKMOLweWP8IOkKxi3W4l6sk4HZF1fBHvZOXfwTrw//QBTLcB9r3XirW3kux7EG/HDlXLYuovevG5HHBUER+JkbeuC5mFr0YCHXbGBmGgHt4F13cG43UrUk3U6IOv6I+/NwxuzsIHvV3/prQBV7ErDwqFawa06mWCvyTTcsyq+pzNXwgfxTY1bU1qOW80YkEDJd6bsGWHujKOC4EiY0ht2w9a8gQi7QjZe4JFMWLcjGIeteD2NMPVA1vVJdhXGXas4A8iq4uthRrbmeQvwdp33apmK+x7W870mgQpesBjvgwfxXe46fI9KnBxcAEWlO1PusK47VO60rsqEKb1hN2yNBT/sQgeycPuer7pv3Y5gHLbi9WSdHsi6wWKndTvjqK8oaMaKG16tJqzbGXadoDX+WBB28eso4vOijM0XXO/3cLbuZ8BTi1btIN0FWZcEZN1gsTOv2xlHfe2smreQvrMAFTzK7Qi7xbD1lc6wy1fieHMoVN/aKPJzdTyDOJffKgzSXZB1SUDWDRY7rRs0yLokIOsGC7JOG2SdDLIOIOu0QdbJIOsAsk4bZJ0Msg4g67RB1skg6wCyThtknQyyDiDrtEHWySDrALJOG2SdDLIOIOu0QdbJIOsAsk4bZJ0Msg4g67RB1skg6wCyThtknYyhtg43dm7TfRQFbdYFG2Mq7j4bQNYlAVmXCN0bO/e3zbMUVevw7348F//ytpMO+wPrFHefDSDrkoCsS4Lgb9ME3UfRULSO/4E6brPp/7m4QGp/e78UFci6JCDr4oF/6ObMVj3PA9PE1pL4l2qeu+FvWek3ueK3fxlq1oF0PMqxqvgTOYHcfrJu/yHr4lF5z2AVf/+ScJ9nsX8C3PANwfwm/aFkXVs20C8dbFHL7Ycilx63o8UdiPzdZ8P9aKNC1iUBWRcLqwFDOutKYF3HbpS+epWwSX8oWee4+ISI1XCdDt95P7j0uB0tD3N899lwP9rIkHVJQNbFAuLJAsYM/v4G2rtRhtYFTfpDybp8uOURPFk+fGZe6PxcCHafbe9HGxmyLgnIuniwBUjl+LZ7cNC5G2X7ve836Y/Erev4XAh3n+3YaTYqZF0SkHVxSc/D4I17Fm4tyY/C977fhDd+KTFHmDzDC5+Z96P9uRDuPhvuNBsdsi4JyLpYsA8gyOQ3HP7+DreW5EfivV9lQRP/J16C4mxKMFrkk5nimQPr2p8LuNmeH+tUBpccsi4JyLpYsOo8w42c4T19gYVbSPIjf8vKatpv4v/ES1CyTsgGsApOZgrrAv3anwvh7rPhfrTRIeuSgKyLBbvwVg3Hb7ixc3sLSX4ktqycTwdN+kPNOgiz+AyZGvYi2KKW7wx9wZc+gxOb4e6zVzCt422jQtYlAVk3WChaB6NI1/P8fWUD37n9vvR8r/f27rPhfrRRIeuSgKwbLFSt2yvIuiQg6waLIbQus+A2DkMcbUouqKxs3WLL86ZMg11tebVxOM7cD86em1c8ZTzrMlebjSNG5uvW+hF+nJuLcbpY1l3f9rxLKeP4V631Y/xXkZ0b4Q8ooWjdv2y21l+FZ89+zxehzqaOf7n9ACuganZwPlP6ZPisK7cWcKz6s4KRqfdcAkjVOqcJ/5UTJps5Ab654wZbq4yKCwxZt3vV7o9Y1pW2fzcOHwL3KmP3qmNwbC0L+dSIY529Cb+ad1Ls7tKBu9WDUJG+dVTtl8xRs+7vz6WOP/rikGFce47SffsaW106uFqFCiN9U3wWDBNDZ13ZncA79i7clDDmdaNo3WKZ/5yDPjvNKdNpTpilJgQ9toKRT4k41pWaZ7BD9tYZ6MZJ0O82OKhOHOuuT/HXYW++nSpunYauLJ+K0xUl69g/Qh8mv3nNTP8Wvc/eeMV+cjY1ufkmdOcm9GnYGDbr8i0uncB3pRM16yDU/e6EXzas+pSZa02YObRurvcp+iWGdbltLh2/z22BdbPq3UBiWAeh7trr8OTZZ++ksk/hHT4jLFRFPa/7ZGrE+E98+m76lJn9/mwq+wSsm4baoWPIrGNrtQ9cb4EPLNncfM8AU9G6EmR1IoYCzqNxA63DWKec1AHq1rF7tcvwOTDGrcNYFyupA2JYV4Qhnft2iluHsS5WUgeoWsem5zHMIekPD0J+J2LdECZ1wJBZ5zSrJ4xCqwK1EJ/4vEc3atYZzPncC4arGEH9vM5ZGWVXW5Kn6Qd16+ytL143zm0vpfy8zlkZYx+31iHmKRJnhMnsz1rfHjP9vM6+fYB9tL2uPshUtM5+0loPhpKT5RHDz+vsW4fYh88fQMwbKobMOjHAXHS5B9lmYnkdcK41xX8WTINbnMM8YX0+bixWR0t1pQkVdevEAPMGBDmcw3zd+tNJ80Z1rFRXnlCJYx3w7nN/DvMN67NT5vW1g8XHyjMYyiPMf3jSeI0/KbuJzuMc5k+sP5w2r60dwoyPtxkWhtK6sp/cdSV5AnXr/Cyxc/pkLm9a9YqJ0yt+TRTiWlfykztjdsK0Hi+l7K2Lqi8upnXBjIphzEyk0htLI/YmaKiGel6Hg0q8t5dx6pIzfSaVfvjpK/Zf3x+u5G7oRpj4heo8znMAVj1568A0cQhve6jAqZU9t87ewifk0ygA78bjKXMArCuWU0Z642JqX6xLP3yHPykOMAVYSj+8NELWJcwOiyDfgoqyv06H8x47iGHdZRxHonTsMj8tH2ruS6yDdA5+trSGC3WGvQJ3+xzrfnOEPzMkdfDm369YZ/+Fp2/sVpBUQlKHLlKsS5ydFuVbUxDwJkC4ImNrPDp1oWQdu5w12CT+NdJcCxdhO5fHMa/zQ2tE1K2DIeZFCG18gOkvj2Ne58c+BdStYx/kTParCf5S/OVxzOtwCUENJevsv0wdYKsXuVrhANNfHse8bvOnqt3ZH5SsY8Vd/3wv2AazB8XdaHssKjS9jRy8Gdc8rwb3O1Gz7mrLW8X1ustcOvxqWJjfsbmWO6H0fxrDOuPclrfBh7rB8jibbbl+mqdADOs+2vbuviG6sCysZzPbuJSgiJJ16dVtb/2MeM5ggBksj7Pp59+JhG94ULKusvtf7exqneJutFEtUrJOD3GsS5i4I8wEUR9h/oBQG2GWFf5WDjcMiw5ZlwRk3WBB1mmDrJNB1gE7rRPbScNIer6WWeAlgAUbzUKtU6sysO6tBc+9EjYPW+Pms9AQEX/UKv6oPdyNVpSDZ+DnClrx+tir3mSdDLJusNhhXbCdNHjmFsXG0oi/0ezvobaAW7KUvQXGrngVv3m7NW4+a10BlcrYKth7FsMcSMWt63wGcS7Ritc3/edrQ9YlAVk3WPRY528n3d74ixMc4T0gRpiVhtO5+3TnNmHOhmO0954NdqPFR7qfAScjRSteL/6krROyLgnIusGiN68T20m3PeIER75Uwjq+4V579+kO61AheJhThlCHS2HtvK7jGTpaiXqyTgdk3WDRm9eJ7aTbHnGCI2FK27rO3ac7rKvgGcK9Z8PdaPlR1zN0tBL1ZJ0OyLrBomeE6W8n3faIExwJU3zrym62c/fptnWY1AWy8QKPZMK67mdot+L1NMLUA1k3WOywLtxOuu0RRxzxHS/x0M/rqoWgedgaC2JECXf+3rPhbrRY2/0M7Va8nqzTA1k3WOy0DsIS306az1oKXRDQDDeardWEdQXcXvaK2FMdmztBa/wxVkW9Mlfw6yhi79lwN1o4W/cz4KlFq7Ae69qQdUlA1g0WO/M6fztpVvW8htPwgov3iI1mF6CCRzkjW/O8BXhINC+Gra94XqWCGoXrdbx5uBst0PEM4lx+q2Aj627IuiQg6waLndYNGmRdEpB1gwVZpw2yTgZZB5B12iDrZJB1AFmnDbJOxmBZJ6YgCILYK35M1hHEHkPWEcRe82N/nEkQxB5hGP8/BcTlLT1r68sAAAAASUVORK5CYII=)
Table 6 Disaster hazard at the location of sediment disaster monuments
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)
Potential Use of Voronoi Diagrams as Disaster Hazard Maps Based on the Location of Disaster Monuments
The Voronoi diagrams in Fig. 4 depict the spatial distribution of the monuments for each disaster. These diagrams reveal that smaller areas exist in regions with higher monument concentrations. Nevertheless, peninsulas and islands exhibit smaller areas, regardless of their traditional monuments, a characteristic inherent to Voronoi diagrams. When evaluating these areas, it is essential to determine whether there are associated disaster lores.
Figure 5 illustrates the current disaster hazard, measured in units of a 1 km mesh, and categorizes the hazard levels based on the severity of the hazard. The legends in the figures correspond to Tables 1 and 2. There are three levels for flood, tsunami, and storm surge, and meshes without colors are outside the area or have no data. There are two colors for sediment: high-hazard areas are purple, and low-hazard areas are light blue. The distribution of flood hazards is widespread across Japan, with particularly high-hazard areas in the Tokyo and Tokai metropolitan areas. As expected, tsunami hazards were limited to the coastal regions. The concentration of hazards is noteworthy in the Kanto and Tohoku regions and in the cities of Nagoya, Osaka, Tokushima, and Kochi, which were affected by the Great East Japan Earthquake. Storm surge hazards are focused on several key locations, including Tokyo, Nagoya, Osaka, Saga, and Kumamoto. On the other hand, landslide hazards are less prevalent and not present in Hokkaido or the Tokyo metropolitan area.
Figure 6 illustrates the correlation between the size of the Voronoi diagram area and the disaster hazard. The vertical axis of the figure represents the percentage of hazard to the number of 1 km meshes corresponding to each area within the Voronoi diagram. The hazard count was 1 for minor hazards, 2 for moderate hazards, and 3 for significant hazards for floods, tsunamis, and storm surges. The number of sediment disasters is 1 for minor and 2 for significant hazards. The data presented herein pertain only to areas that are not exceedingly small, possess at least one 1 km mesh, and do not have a disaster hazard of zero, which is often the case in island regions. Figure 7 shows an example of this calculation for floods, tsunamis, and storm surges. A Voronoi diagram comprises four 1 km mesh areas: one mesh had more than 2m of inundation, one had more than 1m and less than 2m of inundation, one had less than 1m of inundation, and one had outside hazards. Because the diagram consists of four meshes and the total disaster hazard is six (equivalent to 3 + 2 + 1), the hazard ratio for the Voronoi diagram was calculated as 1.5 (=(3 + 2 + 1)/4). However, in the case of sediment hazards, the maximum value of the ratio of disaster hazard is 2, given the existence of two distinct hazard levels. Note that the sample sizes for each hazard category differed from those in the previous analyses, as the count was based on the number of Voronoi maps and not the number of disaster monuments.
The relationship between the area and the hazard ratio depicted in Fig. 6 demonstrates that the disaster hazard ratio tends to decrease as the area increases for all disasters. The regression model in Tables 7 and 8 illustrates this relationship. In each model, the negative and statistically significant relationship between the size of the area and the hazard ratio indicates that the Voronoi diagram based on the disaster tradition monument partially accurately represents the current disaster hazard. In other words, the areas with small areas in the Voronoi diagram are where the disaster monuments are concentrated, which means that the current disaster hazard is high.
Figure 8 shows the results expanding the regions where the number of samples exceeds a certain level, and the accuracy is relatively high. Floods are on the upper left of the figure, and it shows that the Voronoi area is small in the coastal areas of the Hokuriku region, where the current flood hazard is severe. The relationship between the two is solid around the Shogawa River in Takaoka City, Toyama Prefecture (the circle in the figure). The tsunami is on the Tohoku region's Pacific side in the figure's upper right. The tsunami hazard is high on the Pacific side of the Tohoku region in the upper right of the figure, which was greatly affected by the Great East Japan Earthquake, and the accumulation of monuments and high tsunami hazards are seen along the Sanriku coast. In the case of storm surges, the relationship between the two is particularly evident in the Tokai region. The area circled by the circle was severely damaged by Typhoon Isewan in 1959, and the storm surge hazard remains. In the case of sediment, the Kinki region has a deep relationship. The hazards are widely distributed inland. The areas with tiny Voronoi areas and serious landslide hazards are the Rokko, Kizu River, and Kiiyama.
Table 7 Result of linear regression model
Table 8 Result of linear regression model (continue)
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)