Symfony Profiler

App\Twig\Components\CategoriesTopBarLinks {#1594
  +view: "navigation"
  -entityManager: ContainerS8Pi9Ix\EntityManagerGhostEbeb667 {#316 …}
  -cache: Symfony\Component\Cache\Adapter\TraceableAdapter {#844 …}
}

[
  "loading" => "defer"
]

App\Twig\Components\NavSocials {#1732}

[
  "content" => """
    <h2 style="text-align: center; line-height: 1.5;">Introduction</h2>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">Bungoma County is located in Western Kenya and had a population of 1,845,000 in <a title="Population of Kenya 2025" href="../../../at-stats-kenya/about/population-of-kenya-2025-population-by-county/110/">2025</a>. According to the <a title="Population of Kenya 2019" href="../../../at-stats-kenya/about/the-population-of-kenya-2019/44/">2019</a> census, the county's total population was 1,670,570, consisting of 358,796 <a title="Number of Households" href="../../../at-stats-kenya/about/number-of-households-in-kenya-by-county/43/">households</a>, with an <a title="Number of People per Household" href="../../../at-stats-kenya/about/number-of-people-per-household-in-kenya-map-and-data/42/">average household size</a> of 4.6 people. </span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">Bungoma County had a total <a title="Kenya Total Land Area" href="../../../at-stats-kenya/about/kenya-total-land-area/50/">land area</a> of 3,023.9 and a population <a title="Population Density" href="../../../at-stats-kenya/about/kenya-population-density-by-county-data-map-and-charts/27/">density</a> of 552 people per square kilometer. </span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">Bungoma County is bordered to the West by Uganda, to the north by <a href="../../../county-information/Trans-Nzoia/26">Trans Nzoia</a>, to the East by <a href="../../../county-information/Kakamega/37">Kakamega</a>, and to the South West by <a href="../../../county-information/Busia/40">Busia</a>.</span></p>\r\n
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" alt="This is a map of Bungoma County located in Bungoma County. Bungoma County is bordered to the West by Uganda, to the north by Trans Nzoia, to the East by Kakamega, and to the South West by Busia." width="975" height="513"></span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">Bungoma County has 13 sub-counties, including Bumula, Bungoma Central, Bungoma East, Bungoma North, Bungoma South, Cheptais, Kimilili-Bungoma, Mt. Elgon, Bungoma West, Tongaren, Webuye West, and Mt. Elgon Forest. </span></p>\r\n
    <h2 style="text-align: center; line-height: 1.5;">Bungoma County Economy</h2>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">Bungoma County had an average <a title="Gross County Product/ County GDP" href="../../../at-stats-kenya/about/gross-county-product-county-gdp/45/">Gross County Product</a> at current prices of Ksh 268.7 billion in 2023, representing an average county contribution to Gross Value Added of 2.0% in the same period.&nbsp;</span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">Bungoma County's average contribution to <a title="Contribution to Agriculture, Forestry and Fishing" href="../../../at-stats-kenya/about/county-contribution-to-agriculture-forestry-and-fishing-data/41/">agriculture</a>, forestry, and fishing activities was 3.6%, while its contribution to&nbsp;<a title="Contribution to Manufacturing" href="../../../at-stats-kenya/about/county-contribution-to-manufacturing-in-kenya-data/40/">manufacturing</a> activities was 0.9%. The county's contribution to <a title="Contribution to Service activities" href="../../../at-stats-kenya/about/county-contribution-to-service-activities/47/">service</a> activities was 1.7%. </span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">Bungoma County had a <a title="Gross County Product per Capita" href="../../../at-stats-kenya/about/gross-county-product-per-capita/46/">Gross County Product per Capita</a> of Ksh 150,357 in 2023.</span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;"><img 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" alt="This chart shows the Gross County Product per capita of Bungoma County highlighted in red, alongside Trans Nzoia, Vihiga, Kakamega, and Busia highlighted in sky blue. " width="975" height="513"></span></p>\r\n
    <h2 style="text-align: center; line-height: 1.5;">Bungoma County Poverty Rates</h2>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">Bungoma County's overall headcount poverty rate was 49.2% in 2022, representing an estimated 880,000 people living in poverty. The county's overall poverty rate exceeded the <a title="Overall Poverty Rates in Kenya by County" href="../../../at-stats-kenya/about/overall-poverty-rates-in-kenya-by-county/62/">national headcount poverty rate</a> of 39.8%. </span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">In 2022, 7.9% of Bungoma's population lived in hardcore poverty, representing an estimated 141,000 people. The county's <a title="Hardcore Poverty Rates in Kenya by County" href="../../../at-stats-kenya/about/hardcore-poverty-rates-in-kenya-by-county/101/">hardcore poverty rate</a> was slightly lower than the national hardcore poverty rate of 7.1%.&nbsp;</span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12pt; line-height: 107%; font-family: helvetica, arial, sans-serif;">Bungoma County's estimated food poverty rate was 35%, higher than the <a title="Food Poverty Rate in Kenya - Number of People who Cannot Afford Food" href="../../../at-stats-kenya/about/food-poverty-rate-in-kenya-number-of-people-who-cannot-afford-food/104/">national food poverty rate</a> of 31.7%. The county's estimated number of people living in food poverty was 625,000.&nbsp;</span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-family: helvetica, arial, sans-serif;">The map below shows the <a title="Poverty rates in Kenya by constituency " href="../../../at-stats-kenya/about/poverty-rates-in-kenya-by-constituency-stats-kenya/79/">poverty rates by constituency</a> in Bungoma County in 2019. Bumula had a poverty rate of 30.3%, Kabuchai 27.1%, Kanduyi 26.6%, Kilili 36.6%, Mt. Elgon 28.8%, Sirisia 39.6%, Tongaren 23.9%, Webuye East 31%, and Webuye West 30.5%.</span>&nbsp;</p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><img src="data:image/webp;base64,UklGRirVAABXRUJQVlA4IB7VAABQ9wGdASp6A54CPikSiEMhoSER+ez4GAKEsrd+PDzy9GZ/+tf8XtbZt9L/yf8t6QPJveF88/CeaH/uf5Tr36Y/9P+a9VjzP9o/7H+C/Mj5yf8L9q/cX/X/+H7AX9h/zHqs/6XqR/wv/m9QX9f/23/p/6fusf3r/Xf4L9/fkt/Tv8D/q/73/of/d9AH8w/sf/B/OD5iv8P9630K/2X/I/7L82foC/i384+939////+Nv+1/9/+p/2n//+h3+q/6j/3f6r/ff///sfYR/Sv8B/5f2w////N+gD/c//D2AP9f/+vc2/gH76e6P0Z/mv83/V/+jeh382/n/9d/Wz+zf9T2H/EPlX5h/aP1X/sn/H/0Xw4fsH9E/U38kfk76P+5/3L8iv3w+S/4d9OPo/9R/wf98/tv/l/1n3Y/Sf6Z/Zv15/rf7h+0vv1/WvyL/v37e/YF+LfxX+n/1H+/f3r+y/+r/b/X56l/Yf8B+1n958a/P/71/m/8x+tXwC+n3xf+uf1v/N/5D+4f+n/b+tb+lf0n9av73/1/kj8Z/pv+G/I7+6/9n8AP4t/F/7N/T/8J/kv7n/4v9F9S/1n/X/5b90fR2+jf2b/P/3b+/f8b/dfYD/Ev5r/iP8B/n/8//fP/7/pvw+/RP8N/c/8X/s/7v//P+X8Kfx3+of5r/Df5v/f/3n//f8P9A/4v/Iv79/av8Z/uf79//f+N9v3+//Nn5e/sh/v/zy+iD9Yf9P+cX7///8carEb4zbEmR94Tq3sjR3Iz2j9zmxt/QOed3w1Gc4ydy1NM8PM3cPMcARZhD9Cpp5FeKf8rsGjVx5MzTWhh//yBGp9nkHyesXXvOffPI29wZ+ixF+IvBwUlR9A4Ddaiuvi+7ct+TiKgANDb3R/A+kEuKzSB+FSqoArJP4OIa+4Cwk75xogaSaZlQCax3l1wOyHArQ9ws9HylQAnfQzZDKN/RNHVwxqbwOCJEYX4rA5KENbv9iToGvhTq3sjgviPFM7o63jukLdGoVJZdIZCz0lZdpAnsAZ4RuuFV8a17u7u7u7IWux127b+hqh1EduygegKgzEMBsHhrCJXFy9wNQJ9BCwEM/B/QHYeI0XIcX+ljBVjZPbSnUz6vioELFXsM7T9K7G82qKKlt8MRwfoSJN0xTa5SldEP3M98AhPT23sC+rjZwVGApNwpSeAUxqgCXPJmoEb9+etnGXd8mHg0zDeOIX2jNXNjJZ0K7S5mZmQUwooPf/Ikpsfij9KkVtR1wsDPKxNgJcvdjuEoDesSUJ9h0D8qqqjwJvEp0jTIeq2albFFhRm04kbkunhz2trnoYYFWh6m/chGgh+aQ+yChNNpUugHSfGSD198o86Q1rcpB+FzwGh1TxGXYFh6UdxRqj8KzXeO5tuT5SDBIGDrmBoCAc1WMaX+tIpn0O1iBaxa1CkPcMVYmcunZsOwVCJ4tQJ1sHSpE/MYoeeqGfWlHsmzyyqBjvepmHivealW4xRoWWtNWHfLeXW63HS7cgbTqqpeGkhzwBiKyhkEOM/w+Zw965+Z/gSZjPwRWZtnVN7RcVEhdBoGlZ/IiIiIfIH+4SruGEI+4VBdj8KoR0AGeEpOmRLdVD2z8xUN9dleq/mh6MNNwuS277hrI5eMclOdOJnktEem39YQPa0YGIQGFqCYLKmE5hznETRWiDOmA7vB7GmU9/kyf7sEhYBjcC4HlhbizgiN5ljTzhXQ10C5262oDKcjIoUcvpiKMpkZh9CpHku3GFTPJaJlt2fHISSRAnFcWnBV+w6xfApXJC7H4KxMaO+49HoRDfsdLgiXU3VOpKKX6IiIiIh9TVLEJaq3LDnT+umjp0gyPTpaTsTcgbTqqql59gehl/zhv2KgXbHLlnFygh74JwW3NNt8L8H4rz3H7TzZc2h3WOGUCS6NepnoMKZXMwnWQL5Euk1gDDf6MQu8n6C0pNaB2EVpcPsTFwWlRX25pCNot5UK/7P86XGPnxeNOBFWdLw3XtHxUVG3fST+lDUucwUabABQG6ZPlE1VVVVVVVVVUlB2HQPyqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqSg7DoH5VVVVVVVVVUUvyvSiHp0G1H8iIiIiIiIiIiIh+xxmo/kRERERERERD6UymTeOPtCMIfQbUfyIiIiIiIiIiIiH7HGaj+REREREREQ+BgGjJIBUHJvVk+LmT5kwIYZCtdR/IiIiIiIiIiIiIh+xxmo/kRERERERD3H35NZoonsf5hKDadBtR/IiIiIiIiH7HGaj+REREREREPmTrjKqqPrb1Bxuv8iIiIiIiIiIiIiIiH7HGaj+REREREREPrpVjPu06B0XWqJliwWQNp1VVVVVVVVVVVM8MoG06qqqqqqqqVNbGkAqB+UeQ86Sdy7u7u7u7u7u7u7u7tFsMzMzMzMzMzMzHuOAGHRCOu5XZ3gjiWPWtLdNV5VciIOqew7XvCUoETwbTqqqqqqqqqqqqpnhlA2nVVVVVVVUqO8szY8B5K6Wt4dvTrK41KelvO5sC85a7u7u7u7u7u7u7u7RbDMzMzMzMzMzMgwnQ/+XF3O9L5ZSAYlDHmEIw5XYgveRAPKDTUW2yBtOqqqqqqqqqZ4ZQNp1VVVVVVSsn/MU7Jyqqqqqqi0Rw9mePa1H8fBabIP/mqfENvqlwoNp0ERgvoNqP5ERERD3ooNqP5ERD3s9NdPaZr7Qg61h085elNZg3K05FMwAycAGYxAVp1VUzwygbTqqqqqqpRV+UwoNp0G1EwZpKoq35pEV9nHhNvzcCqGsjNXX+PsRQnUnd3d2i2GZmOI/BD6sQRHrmiKxSZA4FRumZ/3no8EltErBrjGx99bBRO3iMVw9Zga+u9aFQbToG1WFQDLgqx/LvxfKxu63f44kxxQXh2mqrfc1wgD5cGJ1TFFXVlkRD0x2f3ZNe1qzt1Z+UTBT5FAiGNYoR5OJwQP1n9JZS896JRj5j7QUi+duZ00zXR0UgUv6YDH1ehf4TrnxB3TwV0FOGXBJemb4hnX4Q3yl5q/rTPt3gowEbaIKfxaINuhkoklObAs+Ji6gflJQdh0CJcBORYS3tnqkDXzP4OpRU5P2oumpUl+qRTxYo5s+aXd69eJ0ik8xTO2oX00hQ/WmCYHXdPIrO9QM3AQ9P7bMxD4liXMe3PFZ1xrgnLpnMO0DT/PdYCEOi5utzmNZPkNm7mkwsadiF61Izrdyfv1Qvik+d1VVTPDKBs+Lv8r7M8V4cDyYU2YtyhwFNcHx02KzkkUMujvKeQ9GT7LRKdEF4cEGuFYrgHzwTq/3RdfmcggvZtYBEV6ik+/gkBQ2LJ55YQQ5K+brqla8zMoKeFxHIl4B+2MzV3q8mR85Hdlf8DwyMr3bcY+0AuJ1fLJ1rU0PFa0p6BSO5byV/byePf2nQar7wg2itAdbNGd5LIGzhRZ3E5ZrBX5jtQlBvKoO7q7cHvnhFXKFZmbJTUrOcu0NjDILTiVAFt8IX9XZllyNxJorRMPJjRO1thzTN+UZ7+/OGSct7RsZGijq7QyotwciiO11eZmYbwmIiIiIiIiHvZuB+OSY91TM6WP5bZppBlzXFXDsN7MgKiNCLg6Uu1/9qB25bjR6inUSp+OvAQSoDbBphbW4jCBlidg2c34VEy5jcPSwaY1mHuqviQBzadBEYL6Daj+RERD/2xDjqnhwnj9P5Hx7XIomo0Hub8IhCiHBDs9OEJiUv/laF6X/p6elw90/0WMLhurIfA0TXxWweMPyZpijOTiWk/RwlwqQd+Bt+DgNmUb2zqGfdXdXhOxY1kG1FdvCDaj+REREPcXPvtq7XrXumCGhD1ZdXuvt2E/ecfiswifAnF0cr0d5GuAoTzMMI6fl3VkTXBKUaxNDussl9kiDIChf99ZnqpYe7YtXxgd/4R27ccNISDHn22d0ArBAR8JHRkHDOZmRrCE6qqqqqqpUeAazrvTs+uS0HSbK9g0xpA4FQbfnbEVslHOVmY881Z2dWdXWwft7qMYrkpovvDTEhVyMvnJy5KPWP7Zt0JGDzRTCUvkZnIC+AMtlZIXadVVM8MoG06qqqqpd8RXFQZtrZGvy1qTdHaEFQJQyyzEDy/DjFFKSTvPhvaTHM24qbDTuvv9gQHo5ZDSNpn/KM/PX6OJ1qB7qKqyfLD7hJIxu8vtfjVhC1FTAY11PQJrVzDXWpC27u7u7RbDMzMzMzMzIU9H+ztifYX+tJeohC1L8/ECpIrBlaB0RQxhF4F9qJeM1S2ZGSwrHMthM6PAZwgTiPoCQe+J1qivF1t6IpnVHs1EDp7arSfgo/KqqqqqqqkoOw6B+VVVVUbxT4igpVABGbC9BtPHSR5KjngOm3pcx7JUAqFT0VUxBhtMZ3QwOioLzh/rH1qnGjPWHKNS9vzTZp8pWIXxCplpFdthQv/ytEy45t4b40qB+VVVVVVVVVVUlB2HQPyqqqqj0pTWtP9SXaRc2PHA4lEOIgUhud//LuigWemPLej/s+lZz3+FIemZt3KkFrc8je5rDwcy5mZmZmZmZmZmZkawhOqqqqqqqpce7bQQcgHEzwV+bn+b3UGAMImIvNovjZbekqfyqqqqqqqqqqqqqpKDsOgflVVVVUPevjiCzaEHUXYexs1bqx4Nb0o/jLeeo+4FBtOg2o/kREREREQ/Y4zUfyIiIiIeqMB5Qo5CwusskrGt83HI9jnZWCBrkeoX1P9qUMBVrta4mBhXsZ6O6WQNp1VVVVVVVVVVVM8MoG06qqqqqqqqph+XUZrKkPM44WnxbaUSzkOElICfFg7hiVBtOg2o/kREREREREP2OM1H8iIiIiIiIiIh913lSc1n+REREREREREREREREQ/Y4zUfyIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIfscZqP5EREPf+jNOxsWPJhdzPjTNvYH4EO522qV2hNbqacbFY+xrzekqOHS5jkDadVVM8MoG06qqqlyZPDZBOjL91Lpcb+xXwzAUuAmEABTT4vGrV3U+/cmcpEduKFcM2ctJ+tClTH+4Fy9hjgHbiOw/RbCDuzAOIqwL5t/1iv7xThyuuEiCmRZ8+Yr/yOhagtcEy6pet/aadDn8lAuB5mF8U8reAdFSbX9N9Yi8NvL8KagLxKylXoNaCOxZ6SDA3My4KY6HCGES8vwVY+nM0vc1vVJZObEdbI1k0wxhOhj/5bgBzOUO06Daj5Y4zUfyIiIfZbYTaQTDQ579ezxgBJW/fdd5WD9cqAV4GQ3uuheHMuEAnlUiGeidWiO9LvmOMD050NREKsse7mZmZmZmZmZmZmZmZmZmRpwj/JA5Ux3xJkfeE6t7I4L4kyPvCdW9kcF8SZH3hOreyOC+JMj7wnVvZHBfEmR94SCTuy4QAA8y1Nh923R5HlqIiX75KeZLwLb3dG8+jFB3DCcjZqd49Ekgsg/4pJBDKdliQiRDXJeZavlccb7vhkDs3UGgE2P4n42bpUvXYMFg9wI3gLiRfHdmqNK7F2n9gUwujk83XVNJoujXRGmS6ZXQSxGytUNtHtNVZGr3s9EX3Bzm6MQ+6nlGFvF5VnVHkEWQLPL2d45YLYET7CGjNpr94CVmlSOKrv1szXILq32ISc+fFeDpz2ahHxKLY8CGOJGZPIii5HazfKfPpOcWfo2GonvLB85yCPdp0CJS1xygLVdUmfTu4jMnufjsiiqsbKMKR8GVldyiVBy0e5ltV+otoYocWvyUmQlPsbd3HwF6lhoPgVfH+1Cgi4jbJELMjUnz6387yb3JN7V+bSq5103IzEjMbxvIGV4i4WuoUbnhCpomayG+Ufy6SfMES8cGLHikcyGg5qAttEjYIt4554HAJAtmT7OB68i6WBcItsz3RUWD1uaKLH6DRjcY/V4LSye021zjQLw87/6LjvIa/vDNL3K49luOgxNg92Y8bn3Vb6v+A8qbjQGAmlMQNWXQ0aq1WaUveEeX7oSg96aj6Pa7o4B/XfX3l/yQaAXf21l+EW057Ny1rl+61jVqEmXms9nJsi9FlRTsF6LJQn+pDXIX8RFdPZzasHIXBK4mPquw606eHpkOvAL3MRojLCxOP5hdFdgBcFXoRdXzMvbc3VO6cM5wLqnHABcPz8N/HuKFjseVUgcAjH79g6loHkDW3ZteoNQ8CXabVcByXpoEil6DS5vm6HaZ/1LD7Y1CgKsW2v3gFHN4Gd+gzRdhyBK8R6U7IdLOlicn+WW4jvY6x3nWwGRq+jlAyz4VgRIUhuK1n83DOX4GpO7z9S0xt90H0yfrmJiYYr0Qi8oOeCAXqSRYaRx09FMvxjjafQdvwXUr1nt/LjnGNI/Jkv3nfLHw+YSHriOCpZV7LfsVoNvU1cwwcRwXpfqeaRRbKyyISdfT7/kqt1MKTOd8M9HEzPGuFt+TPim59zr8+6WNiBb31dZeX6ijP2Ut0IDt52JiysJ727KYD9pypjDe6HLkgndGfN2pbTjC4a0apP+UTaKC6zldcVPLlToIGTuzbnJPaYpF861CNwHVnpi9GzY+HJvvSf3qvYIv9haY7VIlb4vRJL1pjhovjSGo3ZtGL/hic7FQ1Q7QZqJxqoztLa8CJLhYkRM6FtIrDyaIZ9xV7uWPPiGLBMszshA7IqhCW0S0Gag7wYErh5IN1kp9tIsGvghv/R0Nbw06Rg9pc5MTTAHc4HgXlVRZLC9FCeAAgj84oDrVeyGXjVVAy92mFzSBD+VhFk0+MrdNzT+dRmav7HH2iJXh+3OnRChBkowVlrEmnJ+2gp/7R6Yt9XmYO9sa8a+FpR7TlJsm7F4OjkhHD10ot4X+nsExmcti8Fuyo1T7hbFKVP8f2P7X16PF8grqCCJ4XBcDQ7lkNV7hDcPFPaM3ORhvFumVPp87oDv4Pb7wNUWi2XFcmy/AzkuyeA/CCGvHdhC7xIFThJ0b79ykYZ4J+EX2N4A1wKhPQcTdMd/oTp/tCAnkzQTkhoFiPXTAIqoJoncWDDuurHf1KclX0pMUoVwp5qZa4ztu42IFi3USwrixGoAy2FsTH40Da1yJdZWjXP6XuxZ9UhW8U8MtWiDk3TzkMAF+6wN1HBX22KJF4XiTEk28NpZfi+X3AFczH1wZqrfUlfC8Uifm5o/4DDtnPC1PrdNLJ+ej+fOn8Xk/jIa8EYc+4exjsiRMcVElYvPVs7YCe7XNG/LRl5l7J4QzamnYvNcCV0sjx8rj33u6WVJv5OIUK5vnx+IFMc4UddryB03GMTGAaM+BbrQ1LkQuIWF5osLPvhEHcAFqfpMfFZQ4pjgBG5bejG/VYPv42OCs4Cxmc+pds/eXmNxkXHFu3sMjE9+RtZPSToR9mjKcsj7izxu2IWxG2kri/Wi6GQeEDLzpIdRsg9W0Ft4QNZ6/l7fPG7LQmb/UkqhWyoS2AMNT1Rw4Scmx1cD0O2TRPCSOzWZe7RL8JSHf1PwvXq0AIfwiSRZrHd5jWO2+T7EOfs/PJbJdBr5lovJdqRI2uiEA4kE5+RJq7pxhYPFRqJx437JGg1gXThSAA98MGQi3kEAGfyvGg4+DaNHys4Betou4RO0YZpwWuPgedwcmay6xo0xKkgz2fXHjRNtv+LAV/5Y9UUhIBrGVy/kBponn8b3cEP8t/pzvYv4Yrr474D/WA+6O4pUdmA0HmGz50I6aTgsVynPWx7Z856GhBfeDNciBl6lgW9XUWulMiuObzTatTF/EphQhpt6Nyu/nYmLWW2UHJ8sOeygS2B/pQ5dFEiCZz95VYtBkRkVFUAGyts3xcV0uKnGK98qWSbbwtVU6uvx+jzPo0vD+Ow75ySML996jkyXoJNbvnkr/zOWaaNHPL+HtHC8EmqPzZfLB2Ja5csqO0FwYVf4Y4lO3DbzMeMu+GwG2diGy3ZLAxxOVCTeRZlABnR6xYGZC7ihUTY3quZjkRc7dhngFxWepRNg+LP3/sN/e66ihFa4SccVOmDIFQ6ZSIJVF91AvaVLRmnJBIeTp1Og+0x+bhmyJb3K1C5SDCyw2AKnFC4FBdtpIVn1k3sA01LXUqFu3ywPSnGfZ82ZjYBL4SMxsgyllK8AYg145ISdZ9B/fQMe2fJKId/v6ZF31UI2AA1farrzku+BgtJbM+JlA6RUCgicGZ/uDbsjNSNsujFTihQzbbkiPRVAxjz/PEpOtGMHRI1ryExj7VcVkcNhveOXZccevJBE6tkAFe+VnrQyycF7FxghrvESyxsCzGVMQAV7C0Qp3l0yIZMffqgt7CS7+ujCYytliDdBPBGENNMPdiJMTIRobdQTkM+/EhBMKvdiW2jQ9t87tCryKEnbeRvwSk1hNGSXWsF0ohohc7pCT7Gy96UTKZm6PcwxhS7m85n8dh+XdEASbI7PxkJ1/kCrJgSMkOKxpANWht5Rtf5gG54HuX00EmF1vi1mqmpPnxHFX/oRdipEVRFC6hQvs+VXSf/6iCBKMeZiPVAxKmMBXFZCRrZjlsZSe3diOgqnTCTomSfWgvJYtew86JZYzEecg26l0jqsi2N47uMpu8glBA0BOS9S+HrrCmxFWl0Mwq2P3gseioy1sGLIfEDAmMPPITsEM/P61Q6r7f7MI0U9L6yvE0xDH/x7dbEmwHFDsoRD5ZKpIvDdD1gJgtRI1LEgmfRjly5hIDIP3oxOyV6nd+EaTh7Fe8TtwV6YuuvmwiCrm7yBp9dYsRtqQ7fIfPJvR3pAOJCNK1PSw43uJ275nt8wsQ6UMYndoFodu9/S5xzkJxxdwljQpasRWYeRZwETcJgc2DuV6jJnhkgF/lCpUpalOVJ5IXNKJux4B4PODqDE1kbY0Ea1irAJcuZOEWY+fWIlQLrfJ5Bk35/Rhp0q2+5Wcwq4v2BEoXgBq0XPAA4WIIPjzr8IZMtVIiswzsEokoIm7+q7xRA/19fajqaTkiALBQR+iig09/Fj/bMsoHYJignBJp6womadAzbSw4+ZIvqg8wZKoBjNWFhH8eedY723qa6Oeo/rERKVo22TZgXtO8irjWBVMOJTQ30pJgmmIXPstIrSOR906faw5U/ygNcUeX17Ea8Z3bQxDO/RKw64i78orkncwPaCqbiQ3c0KFTt/2TiWOhooAOmb2MVrZEf3q3AM6UzMDgpr04452WexiwewoHWk7A7cquoKrxVDB/EoiT1uSlsGMHY1mlxBtPXPE7JLlXESngLon+oP8EwB9S3wX6UA33BwBFIG9SdztxyjUJ3nUBihMhgPnTeDFyMqpXSpHBRQIoyyI9aCsJ5fMy5rf+kw/mSoyAqkqtghb3MsOTFgD7umBKRYuwa/oHqHFmBPAIf25jNyG0lOmB1NGzuGG1eGDXIOh6mBxMXyeZlowyY34LvHUginmItTtT+7iQiVwBrAcKnODayJg9hqk6Ml15a31KbDNaiWFqNuKQOPNAJ1C6WETedzjQvAmnLRt88xUNChQeKyn5IgjN5/8hxDcP96b9rcRsw6cX3kFpdz6XF2ADTBpjNY2MvKGzfCOVM2PQPM2FYAuLY3gEy05z718pugzw7OuiU4YwSth3NgEvlyIHgQCrYmEnEx3NGHPe6+mDwqeBc1CTkbTTcZbs23T7HcbIfTe8rCoF9wNfgjBg3Rhh/rt/6MvB4Y4SWl6kjmhf1wscqkBXxqH57HgYKHr2UJp+cBSat7HxcHA93+jF/z/7vmwuGwp9WzvTvzcBfxQiXuaiSbqVgA0p9EYJJoETyjPfgjLr6+EVvM8u8P2h2p017wmky7C2juLAArkKvJAgV5EdkyZ+X74gaPqD4BSqL8TEYCe2yzv2n7qzu8UP/jDGc2G1wcfcXs3BLiYr6smcTQYjBS4yaL9Mig/38No1nHfMAm0i0a1xYJ8anC0t8tKVOPDtuncDnf/aAcJ/1GH4hgskyAlR6XtMDS3+bBrrTceGHR/R6WbCAOVFufJBesPhqxhQ/Z3qN0Ssiv2XUAu216pks9SQzEIuBrTgvI6mD2C0a/RGPkmWaP9IkOOsPNKastd6lBUICNa2oq/TV9tEvCMTbYlobMf8NzQHm+WU9fk3jY++wsuhCV7LotZVgOq8UfeGrsEzoYJBOpRK1X+3RqHmrlCVKFTdfBOynuekLqRtoeVUnt4RrKe1cqOkjm7iKHySqte37obzhmeaZdS3MS76/y8Duk/NKo+VH01i1b4HXT7YBmS1Vr07L6V8VF+lRA/zHFk9seey306zivkI+z4SoAhSI7sAm/8Cd+kBXWxQR/D1iO2WwIb/sw0afCNWBPmQgjhIaX3zvwWRQI21OopvYCz4ZIblL2XKwq3VW7TRCecsAQ4zj6uaqkmBBYZeJzwJjrwvufI9xqsOK0OH62vx/9lkpOYURf/fTLdgnF1vlcvdynj6/esbNKU26BIIn7lFgrszFfoTw4FqxnXwjPTxDVoqLuyZdxhtTSlkiY6WFVihA+EQFPhpnbxDsrlhc196H93CVGOQbzwQ+YywZBvf0Qd1raBzhohp8zmGkgQl8806YxIXgyA/o84C+ZgQwGd4NTgNa1hJ7yQun5FaUYCIm+t0RKIwPKlHs0fJ2emaK6yTSMOIujx4tvPIrpwwomzQ3TyDXYHr/IyosV1pvATPVUQsoQejeFKWdqmYyKuY4GMmLKzEBCucb3RedXDh0hE+yFpF568VJ00A6J9wWDzX9y7QI7N8S3nms0DuOMhL+yz61ChUDtLbZfn5wK140ehzUsEpOHulq9RerDMYhCJLKYv1DNTHhTGdAnL6jab8mvWqo7AKtfWA2uRqRZwQ2HThj7rii2xWBKeyNdTSPZIiTLnHKmdWHxclNTZUDpMwB3kclj970WF5Y1v6T+lfiVZXeB8Gp6PxnX0wy+vgqRu2Ojzp9oKEmlkGCzrKITw5VRiuCxsVV1eQwZAp1VX6U3AeNFTFqWyctEnGRToTyojLqL8BtzD2NvGD9ovPFdiR0HD/8GVleoQ8Dxa2eS/UR5A9AwAILX6xltttBKUdF5OcJBSDJSEVO5j8Ot1+vI7L2GYg62doOhExH49+mUDjDkg/pSVssSNWp+T6lHqhROcLbAWsh6NAumP+fNBz6xrZAZRDGLBg9I29LdclCrTfPeeLto14Y7GKXW8mbJjeao4FbkoCyc9z3VUCtgmb/jUsltZ2h0VQlzikQ6zOXSL/2xP9DNZ9IZ9S1z5i0nnfqz8QRKNX8gxs8iy9VTuXnLG7FLvPbM+ZvA6gDF79ST7wmIeEQbxRC04zW9GPy1aCljJVDvb68l/9R3+6vH5ZCDX8B7UgddDfNUWVNQpzWQJtWWsFyZDAPfi2S9ZcQVuYdltOXZu8Wuo6+Ok7l89P8pgZfn6cBDw/rS7hgIZWwFdBaOJokJOZNR3hxoIyVzrpST1SbAy4krN2Rg/mbBAk9ehyCr96kPSVeYKBZMbwWiRJzL0HpXtVHoekWuUjOpeQfuzYI6eD85z1XZC2CD1/n32UfKxyNG5cbLxoq9fGiIih2uvgvP6WQ/taTvAepI+BY7IbeSfnAOhLsTiI6qpnx71iEMi3GLmq+nfWemrD9fMoJcjKHWOiU20yDS0Iw5HycTDy6y0ZKxSq0+RKfnbc9mIJw8xoHKLrvKallKqLp6RP2dLFggIoj4DegcnDZ4iKqrf7KG6GQtBD93QwA5ht8jY8HwpciOGxXoOHic2RkXHbtTESYZBkLo2t7N78eqF7gX4fKS8s0J9i9Ef/g48aFQensABmAhgwwdSU+4cByMITc+MxLKwbppO6IM4M/8xU6DSeNJiuA8e6aYazcOTkhOhp81Oo027gJfyg9L++KIFhmvgcwGG43L0AoeAyIYgLVaWm+YAxjSyIWW5Kl7IN7NMWdvosSegzXGN7pD5WyfNNUeeS9UNhd3L2RuINJC4bKNAX4uuDEJM3Qr6CPYjCkmYhv+bfOGxPUrHhKnfT4/ycQknCIVaSIj35hNTooW/agzuVnmP0ci4Csz2nZ82m0rX4+gX9t096FxEx3woLJqlXZlRblRlW+v6El5WsBg/JjtCn1emCEpaDxkpQcJh5hm3mqyKAGhSwnUUVO5kpYPNc80rqo+iNQZEX4IhgJo5kouIK1yB/Js014+mBRurXSXMy6/+kNpcQv2dbVsg+eYvKxjralSQk3ngq4HOY6v8oSKJvqpSd6lq6FMLYUYtsOoxJIfTs23AgsPb7a3lsaLrQmqTRB+fOKDRbBsieeVVIVvixhV/mAHdqAVihbAviGhlhC05sxRaHDNEW1Y/V24UNr2OAJ90HPphocVgQLarPIotduqZ340iQsaxht0Qf/Nj9VjosKSQNrXJ1GNVbIC93ex8+HXX61nMsB7LYiy+425hMNksJQONysn3Ziaf2OqNCsSxNlK3AMAjpaz9UefAI/qNqVnUMAjN7nCYowrqcm+mmasYOfdn5Yx72eqDkG6DKG6dWDtcJm47HC6tRcgKcPEP8Td//79JOCl/dOLCKFwZS5qdSWjTzgpey23Ysgm7OJeQHNatDS7IMJXOcxhcmz/Kx3iNcasaDwCemj6tAeQqJEiTJ+IwKuz376ucpCE11ORjjFmgWQ448co0U45FWd+m5+mJuC+bN6BuM/d2YSnQ9pT33qpw3dquxA/JlkGlk9ZRbxzM9sZ4Y+aqYNE0cqtUIwRNKXO1rhel+GpUj83yDC4TvuZDvI6hi6EyxRXbCt3WZWzFiPWj54jXhmIzYfD/Z6b/QQm8T6WbjvdseaFz4qAFBrvC2fjGWVLZYv0OwwYPSkyDT+mbwWVXGSFvwQrjAOS8mvPsDJLYr3CjMoSDNTIblze9Rv3nqre7Ksuic+fVD0NfaXSLJlS5pJ7QPql08v3AFoDRK/SqZ+lbr7mUnZqqSsWfx/qn3I/WKcyisd4KtzohmvG3j0GBFrIaG6X5/joObY4A/kkYG1yc7HSVXCl3ChLBvxwlLPyxQVLL+0gjnnXjbIbDyzQ+iZCtdirugr29KicBm8NIR9NNQL91zc8CX5TJZH/C8/MiaK8bVVCELOOCJuQLOvoXUuzpXOFvMQkQFYYl9kDjC5s7JDWzKj1JNwY+zOE5LPzvfKrmGv/N+PZ9YDgL5dLL69vJIyHFz+znXjHAk9YuqXettAF+ZI6W6tDaQlvRv7hnP92YAQyatBb7eN/HNRdV07sZP6x6i8ZulzNxZFUm64mr9D3lyysF6palngRNrSRtzBPqNDaGChS62+jGTq7lIoAIN0l3W3rVUtuaS+tal1n2xsE3iW4lA3nks7i5bSyCQyQGSEIDZ/JppliprT3rgrIONjfQAaiOkEhNFu7q2bSC5x5y9LC2EAn2BvciHrWrGsdENeKIZNk1E53p7R1rCW0UxXheDaXxYUnb5rALpXPwOnzeNzF/Pyzcdr3zGnVRIvm2aXgaXd7fxa2nszYoxgxVJhcgrifA9+4c4nyfng+ANdI5rBzl4mnHC2j+jG+tkz9JBufWse4MUSFutjz/nAg9yuzPpEWt5umfIWC6Kxvo21r9s9yJ+2Gokt8D+PrD3tvf7d9JJon37yR6ra+TUTkWV4mIcBTvOV0NFMzL4FcgmOBW59mCPxYq2Sue2nWNoR7W1R5oYIN1yHHgaJBzFkdOd7yL5JYwRqEj+dKXPoGoZ11/o3gcofSTBGaHmAYAwPzTUsGw/6RM0F4nKk/i8FBYrd7jU2uydKFGhEH9Ryp7BnFgcvMdNEB32LxhKIt0aKWjxI+Ht/tnluxaoAUulC1h+Xc9dGnuNpqHpZOMbbAIoD4KU/W4v2cQM6moEvNY+ojQUcgFpHRoqOnMqf6pop0VuxPMt+/G/B+q9hCc5M0/KpSHOnEv+MmySDC0UkvbzkHvIjlfCh9lM78BqYmqve+e9dHOaI2DW9VI/Jblh7P2vGuZBdOWv7FZoOR5Nf90icmAZ9hFGEupNqBj47tDVWXd/hdMakN1mOQwCkF/OEIlkdjInpOFJP58tIlbTs08wAaN+UErY3RCM5UAjGTn9a3sdt7BMy2/w/n5YM5eZqpGuLk4O07K26Bo3TgD/Q2PDJ7EW/oOwyh9zCJdGgLG9d0VmoifgiKoHR97p6bFGMUXDgPP+JU1ioHh18RQxsmOkzQbsTBpaW9el2tl500ik+UqYaQ+/vcAx10XOEZSx3wzqH/hep/HvqbP1i5QBWUEUX/jxSAkqzfQ55Z76NXq53WsfiS0J00ErtMFWRVjLF/PxwHZ+7zcLCIDNDu5qnyl6J7ikhLyi8WwkXuvjt7mlbQQdlxrq1hd4hlNCIn0yaQyHN/g+0M6SyHq3KEC8btRsWUB+J4VvVdeI4ZVgexR0bxryUn6gsGax08UydVign2l20aL8OSXbIjKz5DD9oBKNk8Ddu5nN7bEwd+Ry7LY6up+BPrPgskmYm5nJWenq7VKcm/K6EtbAezJrvpWXwBUw6wTDWb1U2VD4eic6BnBc691Iim2F90F+MhiI6KZfuA6ZwNSlgAZZtzbD1aH5pJ9W/eHa3KSf8mddqfwMIjXSixsZd6Ox1YxnfhO7i9Uweojm+N4Ettbw/jTUcj1OeIg6DpvfMKnMX6sVkQ6ke71Wgx8709OtRjwf4dNZiR526WPqWI/3EwfLwk4W5hznG2YGl/uHE8uG0hggfr1Io5yWbRrGBsfMLtLphV8Zpq4SoNkClP+5YDadn61UzxSDwjw8rNFcC2oo9mrImvHBNXHMWFrKgnyU7Jp1UauZWJJnWZpuIwaI+n0HhIM9Wobfh8py/ueCDASGTo2m+T7w3gwiUDxE8+VDsDKVhIQhyzx7vYgvEerW0fPwNzjdHYzFjygh58JmLsj474hiPh5tNSasLwglQRfH6knA2mqDhwn92BlTBYDqDwUdfKa6FwZrJZuhpgktLEJrv+aoZl+euk/mLIB1pUWs+NgjoX5dyf71RZqDh2ZnGM6H4pAr7XXY8sxNifPjZbyHb+jJWQGZv8JA1IeBmHjE9s/qe5hdrp7liXTXWdOEqOBGhhR+sL1zOy/82H2Pwn6W5VtK+S8/AkpJcID4ISSd8Tx/lHVOj4X/F2D7h58eRBztSZkiy+aLM7WLADDcKlm2OBhoK+Zu0+bfPPLEyW4eGpFKoRHYVJUAuZzGLjIa9T0oYANkPvek6S7I9+lFNjCpAPiQYNoD4RxTTe4hNXRFOpdkq0Qoa1CU6WUZGateHkqtXycVQecUUprab6C8c8ZYuz/FDw8gQ2FaTxw0oZsO87SnV2z0PWm9e1Fq3aJT2dkX/LbtlnhELuLl/Hl3s2Ci2CHANYUU6rkdDSpckbYPFXPNFz+KGyKFvpozIfLeO8I9LbsRsn7i4gq0sbk4PWYvQ4KyG+gjPE1oI+ssOnawVQpZqccXKrN56yVb1bcXZbBX3MAO7o4XGfVsL+dZjAeJdYc2ehgLIx1v4CXsP7kT1aLTEE9MyjfDIn/h5iWnm22VLj0QTvLaM1lcaYylO6r/p42pkCi23nIOnx07XD/o7tzrg7x+4YMjLs4D9h726iGOciaaex9D/bKZe6T/YnrAhYCcxPkEO6vCbudFJ9Rct5X8+d/tKwroFQD5WcuPBxKs8AmZ45SsMfCpO++eNiVgFYAVu2XBzZmDNChpLoZGa4imtq5W9zEmbrjoHUtgdLHgLa8R1E9TEVbyWum5/k7+j1EXL3ndwJBk4fC8QG4P1GiaG3dwfu56UcU58QtXz6sdu7Rtet8J76XQdyEw+zKfDPDP5wE+ekj8/SBS/QtrGmnR18H3aAZbDrMitcO07ZJo392r/qzpZKD3fNFZGM/Jt/RuLZ3w25t9MWWPJVLG4GbXKmGDRwBG2HokEjReHlylNDSTnY2j5AuhxJCv+tDP2b/oOFmnIkLIdmMDLuJtLFv4VkblvZUC4ZfPn0WYBMScmjEo6kBgRiFR0PrIel1plq2fhl7NJ4a+i2vZnRQWrdHNEpjVXhi3pR68Ccf3B7WfhVo4YaTlrb3Ud0JJJScEfZk3qecRP2V8S0/iAP+OWsbwouFenx1s2s9HhnR8U7kmtcjCMy5miiR9uG5d86isoO7tMSs5ZQTsDzJh5nFvfvTnVPwy37YNxv2DVzl78xkbUgK306/BpHM3w//VY+xWDXXAownNNpZ1vRxawi/Xs3CwIVJBGgYrURK1kP8sMYxc6iiFm2DFcrXaMylC1lQT5LHT3M2yJgNCcKBv5e3eq3YUy+Wk6qKhlApmPUHaeSZTwPJ9ChLjdWFZP9umfgmfhtUTFQ5cEfpwmvSVnc4RN0Wjilw+L6tz3mOVvL1vjc+aUwA6WY4ZXy2fwXW82BXwrs+tE/XdIkHWKpKbWG86ycSPL/15NP7ppSvcvhcZGforZuwSceIHICpDwcEvJayLeGHaK44Dikvi8Oj52rg04ChhfGnOXjf8bmyEwOgWAoqWTyKnFHKlsAThltyTqIIoR23uSuhU8NYXbfe4OLr07XmiZht4/uRWXNNQIgtDlHT12GcKcEwrQDYofkKkzEZKbHzvxe+WTsCr/23dWbMJ3Qt5c/eLYVknpYrqfUUF+EUOqlELGo70qlwlpg0J+jsto5mV6heF/P2uljvpRv6GnSZ2C1Yp1ynGHqvT3+s8gQizF3a/G2o1pYu0RfxANedfAGnJk3YKyrURj5/L4v3qkgvWqVwrvLm80vCtsdilFJNrrH/aFPk8TFeFj9sCthhGSBxblzJNNdjtsbpFkPsFVSasa2f7k7mQdiNrEMzLAFsPij0fpGYGOU7PDQhq6WQyDYPa5hvWbatEdss/QOSoZzSFHW9YfvaNUnOxpIddsninuNdXfNfALDh5jjdJAZlhcWyLR/vEgDNm/83xkeh7GLpYAVu2XBuM0RQIQmOxs5FS7zSi4w4PEaY8B3nU967aWtyr0Aas03Ozw4G5/wKZ2x6BlUNgsa/nCa5u70HkD1BDVU/HOJMJzTz/JsF6tMSblyMdgr5UhSNXoFaDWhgfI2nHjeovhSG+sRFshvFDM/UiOtatmXOZw0cW+rzaU6xbPnO5C39sz/zvjqSwgJm6TpUut6RhCTbqebmM9z4hOrR8TCR2R9K7vRVR/mcAfKjXalpQBgyd0MT+om1OwVrbNsKu0gyfQTzqnuTfUUuXWBGxnMOGYeWJAujenjn06S4GLVLGVkruSyI0HrWk2LA7YHe6DcdAl+OJksxSGDLtG7a2YU79hyCU6BWq3RhxjDlzRiTrLpjAeTRDydVepB0ZVkvcllgymI0sebYjKJyndRUzUjn+O+pv215z/wo75v+tmTF5eefyeacGR15JyuulvDrqePiQifRs/zUatGaqsiWFprd27zfEHouGSpluIzz8KBtP/2YXVR78lB95Byl/OVy2yqCxBtpiTy9mM1++6Flt7B+7AV9Ql4+3llrGCOCsD2cL8wCiyk7fD3/va66JsEmw5QPsgdJ4QOhLCdzaOeBlb7ufKbI28VP2mkpg3uAw1r0E36bj2LgBuTVbn+2rtnTOtPvjklNXSkap8WsiMplwhRKNv6BfDuSdurOtT2+VLHY4Tg5qfOVWb8we6OMaTrh8Oq1DCa5zKKbGFR8n9Omc0fnNsAPiU41pdnPn571KB0nF8yWtDh7H9OMD0EzNZWj96iwUyaFFdLe7mpdmkXtRP+IljlWlzINOBgCaH+AQ7dqbvjH5ehDkHM/T0on8KCS67zj/xGhNWv30LrxT7h5ykMqyvDF59OXiksnLR3gDl/1+m08ogDGzo7wpaMoG3lxYKGCw/HJUH+arelPXwimtZY4sJu9t9G5y1ItvT842hz1qgcUCd6NgnfEdKrdqMrOxSLUol1Hqa11TX6LyET9agLP+DyyZO1/FftjBLT3jKIciR+oLuwzTNC3boV2o8EO0RUC6GcyRZpnH0JiK58AIlIa9/JNQVufMQGkDJeOaNFwEuWnT80uvs+W8HZ13ZcApv7260BQOHYoJMJM8/DsCuhwKNXMMeZFu6zJR+Qw7Venn9HQebRLRsrz5O+T+rqLW11jIPP+yTSTZDiqQ5XF4UDYWbJYPlZg5ITnsMnkf48oaP0B5KCEJf/E1AcYBja621wznWXILO45qOP+aDG8CeJmHl6mFa39aaNiH4ZKGbS1tTp6fm/jUBnBJjtR33z0pONgQCNohMl/ZV17FzKZjpm3JnCHxukZvZE0yRmQG2iiXQzi/XE6joyI7we7BLfoCPoB9nPW+GD48YaBYXkBuMHMdp3Neuh2UjAvuayB7EUVCVN1nCqVtJD9BeEqqzEoEiW009npthUglO11nv4le6Pb/ig5dQ4mzL2+GJA1REcNevIZsSHflyNxyQXV5orPxkw+yiZGoqUHjQC6D7A5V/QtXTyMUV9ap8or9mxWuFdOLlrmU8p5lcJcPt8Zoynh5Ybx3m+MpkM3VZtOGDZH6WxrimdWS66uRySb8lSo94EVC9aBZ/NjayQcnut3f/jtjsGa/DnNo0AviGTX+rbZ6+1KPfVzMRXirteSzFyMWV9j+x6w55mwdoxD2O6bocn+D7F359napMjQfVOnWxyDPXWDxLZ9PtIVX3OTaOVcvK4wpcZwJlH6RTj/GmlFPkETb6hsXQgmHzO/DU/2SIoDJ55ddzfRjM831FV39g/ttSLTaGplZj6x2DaO0WfaTyiPbAcRuKFAF2PpSV/YpYT+RPUKa/oB2x3lFBV6vcLIesNRpIbWp8GmJ5RL/+1zrC5EVN8S/c+2toKhaqFglMEF2dIwrCxbWqsge3z6VSolSlusKPnhhQzwwYa422Ss+bIlBGMooGcZ73RmLeD853HfK5VfmaF8C/KCYTpHD+/R5/N0SQntgJLmxC8Intm+10JEEQ7nVCXKle4Xwh8g+oI0LKwXwqF4qS+3j2xsyuf3x/Us22kaH4LSDQSP/sFOEsPpwHJesXa6nZu/zmLoWSBrpRY2Mu9HY5RkxIiWp1fVrVyTdfASKgfTVaK0h9AD7dpRl3nz+3M44/NK/YD/RUseTg/OmNvfpBC+EKnj0KIkszxw4y+jv3B4z/7R9RZMWermJioEzBGRFieJYk0MJzHLIP3P3k522nVbW4dKuFFT6LdXiA34ueE/ZJQvydBLEKDw4rZik5iTCLc6TODGZxX9JA8FuouWBT2r9hDrSuJMXcm62Q3dAa3I2hdGP8tzL19gOYdU0j/OGvjLgX0pD7wO1+a9+ybRhodXu4kxwVCHGRax2Bu8UsjXlYcTxXW6O930z5Qr+gleazuzKLwZcMoLHfMHHZDs79xFvUOZS2998lziozEbMVIvIblEW3g/Gi9SdcFbNz67UJjTQST0ke9Lkwi2QVii3SfifXYFt3pM/3DkIaDCzZGAFH7e5RiNeXEGzQH8/pK8Zws/WV11SacoiHKqhsvoT8hAOh903n3HR0AiCf7+eHGd7m0wB5UkvRCN90PRcEztE1uvtVBqWXlJAe2/2sFR6PO9ejff8yX7uf2PPPRUYdfLFm/XY+4Z9VDnCYjYzylEJv/LC1R1TIDCKvS0lRoE0i2n6l9oZQQm3+y5aQz7j5jp2T50zjFfaA1NGY0ke1PF+gfSpLQpEDOZaGgqwLzV3kAUpQToJryvgKZXLY/5j+7exR1UOA29QDyvpPjpP5XjZ9ezYuQTpFx01A1XC59zHvK9qQff7qig4TyioISHRF5xo8TILjQ1al4UmRMRefVxaXD1CWTN+Jj9MAiX4v4O/Oa9TDiN05bkIhWw+UU2MZ3zz9bEZgZaB7HeZRSM8EAbiKGamy34v1kLTG5EHoupYRzNvc1F3ee/oUM/AX2VLu8zegu0CMBwc9IHs/kl+0TxrqDqUDmc5nTZwYucB26dFKxWKoHaHWgba+AGFxkR6wnbF9Mn4uPwtsLx3lRytitQ4bNXarm0gaFI90rkKc4vs4FVTjRpF7bi95O2h+q/e+0uxeywVjLpX/O34qPcBiblLJVaFhC5RHS6DFR44tiAEtlpJzG2avKGpUWnHEm7RI6/xHyO9NrNOy5JYl7JIr0leYxR8pou82sRQbNV8tSVeMBxm1iLzm5cRhlWl+Z4UmnHInqseAIKBJFUp73eq0XuqDT01YzfgaWPy8bJPOT2g+fBaa/YbhkH9vaaLmVHtEcGkiUPQqKSMPv0HDHFqpBEh/luKMt8bUqUuhtjVB27Z0pzFdeTmaFJJXvdsSkzpx3+R7ei7gnEvftf4nOE28fKscr46xhb9BOZh5wg81zONZ4PowvDc88ZK3bHLWMCST6fn6aU34t7uaaePIFdO6pHP2oivDHFUjHvflW0oRpmKPx9zzXYtiSQaqe/9tL7r52Jiz3gP3GSOJqHVHaW1pk2+DE4lJqLWhJJByXx66z/dT688ot+fH5B/5kdE1gmIk28rMffE+gTymnMxsjb54KtyWf+0OWesVA1VEuT+dbCe6aQAOldSOEJRaZQZZMY+vcLnq6pHVhYXVjqTARRWI7ohyzO0W+1yPt4i+Jh2j05dpfbOSZ6O1KLKewulXqmkg8f6vDh/HqqAO8uS8dbRI55tWNHMuJBVXXUIcBzCWw70mUaQvOEfCeGU2Ldg8MidIqhTrXQOHjAoo+HF9aS185zvhUtdpKrAsxvMAVTik1cRCVAwcvwG+0KFZKEbeJJPqwWW69vypB54oA8dUxAM1DC8kF3FJ+V42hOgdsZAsheMFNDIyR0M2Geqzv3M/z9GwZZEI22GT7qC4HdlfM8UjhomIkiSWeWVCb2CnGJKUc4XPCrk9PakOW7hFtoZuhhk13M605eIK7bcjeH4MKiY2XwhVXCor+zhCI1wtvdV2Q/0Y9KIknoU3HGl6Y6z/b30WymWSjoVKwi9ZVvZxTfhGXTM/w2PHGdbcNmyV2S8Sa+vU7EySmBXj3f41LUnIE1T8oS3CopBicup0ux2WO5wibotHFLh8XvpCSyZBPVfG5bGm6ksACHoNcpR/UjwxZsx4Ka50m84u2MsddLWim4sSXDjVT9jfQb8akdJqkAaMKZ/BuujL4ZScoRUrPTHdAQpsUISg63l86mtorDD48DfalBS1+Iaot5JGAHQaXgZpRucrIUbVFViHV7F8OJrmGrbnDIfYE6oHbVivQ6QtX8u2sS49QmTBrhiR8WzYkq+6BU5RGcyNteZqBGYb7JZxtVEWzOZW9VLbixdDyVPfWr7NWS/GXyNwXp/TFjFhXy7sQx0twQLOqJlE5RYBxCL/2XS2zAIw8xCfXZWdSZhUcrQ8GTf6Kg0sHVXDObzeTYlL4Q+LGjYEdH9YS8UfeGHGDIsAOW1ljLaNLw2aVZD5p9tldxJ9VXMsoIqy9ENkOzE4wgIHRC7ougB7gbL2eV0CjbKD0+0MQC3D6vVeS9EgyRBVY9FK9xoHG1VDW+QfSqOe9Ub+RbfH45Bc/BFXjq9h11CCUAQwDY1CsnYx07mr5dEmUqXX6eGOg/nK8FSLlMRAYO4lcWXcdupInAAAv72+IqsPkyKM7o+qHKN3pi0RmOM6A5Qw0OgT9OOLOdPqFGMmbipsM8cKzjlFIpdbJxFwG/w8VhaV4m1vP8O5S0+vLuQ4/lTcVm3rwHNkmFklJZYpf7mJNcOkcQD6IDh4/QzMfacF7U2pMPEul/aKBdqMkXRC89ahXmSCGW6PHdtlkAKPQ1Hca9UgyCi/FPOzm9lh0q8HBtQBLDAogwbFdpvkUFa4JdIkO3OGNpHPARq94PU8MmHWf3LRTx64ZpvABplgtLTnVPwy37rkjhTK9WwIztG7v5FYm3Q/LRvF2AvdOh4E6sx1wk9Mvy03TI54V4V+cpJvI2f+LfRCQx1r7xZbYk29SLcgTNSka5nf5l97JOCIHkwFrvPFWFr9Wi9MHVgZGpHOxFkKtK4UF0t9iGDDC4f7LW32oWZhIMur0DYx3GmgbBv2buchkrYmmTkNunIRhP+mh6Hgo5QzMZt0gp5Mf2maOLWEX69dLpAysNBsFgHRxJhc+WNNc6VaMi+g4oNKtCDZytgpHUSwxEOiSKtetzJFbq17stdLFCPfh53vunK/HgbvJKA3WgkZlA6yHzwtOQYBLPPZ5+cR1H4vAULZdhCjhwCl/XyXiDZOIuA/JDknmMptsT+/cZLheWcT/he8Zcs3tzUHCuhJSlvYrSPh+FOZVWshJOTm9V6PhabyTPqw5y3zoiWdSklWoSwITKE2DKxynUOKzqWF1YLDkBfVuyc0jfZyZ0k/Ch3r7SLhdToriexaaAjF2IBZOC9HPScsUUdmqY2g5/Fmbrd9JZPgnCgJqtYdHpcA1IVp/wfAwLU05f59OnHyOi5P7rTmX/MWMZ0W1IingG95wG0QWMilS/2Dqc/d2cMmuJYtfAhc90XlFnJrdPVM+438NKqc5ytnvekz8dext79NGY4Y5nbjwB+OQ2TcUY4guXqZYUQQI2s7cGWlAVTjWWMcJt4FcXdtGJXPE9BRC6nC99dQy6kBn7BDZEhr4hGShOMPGqBonM0sRTRV/oKaZrFbxFnChFsAM+LGjYEAUIxfL1ESuMGto8z8pD8e2Ykbv71qolw+dE0bCKFV1jEWwxwpHV/C/A441uOFTGAHuvCiZ9DImUP/d2PKjuiC9tti6onBlvlwhW4ZW4u+YQ11LAw+BMh1uXVN7bOQfG1k43iv15IkIXZRdamRTEixVciRPaiJFADUnbzkmcCeB7R9seatxaMJXXsfqReD6Xvs0VCvCUh2p68cIwO9EoYrTF6ATVbT0i1XEBPsiqJdGySxaVC9gCT/rRLOcymtMwdk32KEx4ZTH9uNsOBp3auNPIjEYgcF4unyd/+lBd+cyvdqNtiVI4Wsc4SHZixY4GSrkW0B3Q4RihIN48tjJJGwpDdc4lyVccKEi2dzfWTr8oH3NurLg2Y8o+38MshUgNqaMhG/8cFb+NrKDuhb6zfZ7b0QmCtr+hU/Br9QopXm8YB+pp3peVpOub1VDbf1PpsJYsz2kCKj2lr5znfCpa7SVWBZYJvWYhCacsWFFcwHGb6NZvULCi8hr0TWWYeaxFxlrdTeIkEDrPJd//9TkaJ2PFOnnU+Dul5qA6ZbU7x5b0bzpdyWdr5klvIwEA19d28R9y8aZUz7RnId++XqIlcYNbR1n2tos/ZiRufp+Oc4mPsJyH6L7vqIWwAKqbIrJrm0gMJ7P4luxtZzWmzkkz5aFDQT/Wfy4dcdLyi+aN/b8vyy6QLQ9i3B8HWtemKZdXqDR5hE2TAuvmmhJ2fpAwAdlxJp3/vnDZpX6PhuE4c7dYTk+egFTHzwrvypVTmXbnTMmPuRzRRjgxBksK7jF5Zf0dBzPPvXH5Gbwn+caJvZvCvZgvLy3F7ydtD9ZtrHzcM8tA3/JXd8YeAUOQEhRUlEzBkOfnP03qBiI/VzMGwbV6VdHRzdvU31dvRMqFHQLUklOvHJddTur1VnAhLLqjD7pr9wxy2PBhFK5DxobaeTbgSKv5lFeQXLRYmbcmojXitSuqcJnH7qJAO/m5k2qpa2jKweed1FYIj+2PqK3S8RoypkudKsI7e5nLgNMKHHngnq81LGjomXHjfv3QYX8YC6pyOQdjMTAATgFItPheeQ6Tx10qgxrTptgIJlYexl91rYVzNveXHaLcjA/r+oA9AIX6W0cYP771wbg6SIsMB7D+HimSZNq66/8I2bedp8ntOj64PYB8rgtijIqfXtZ/wePd7EF4j1a2j5+Bucbo7GYseUEPPhMxdkfHfEMR8PNpqTVheEEqCL4/Uk4G01QcOE/uwMqYLAdQeCjr5TXMGr2hmsMrmebZ3fbLEKl1eC5j/dTxCwwC1ciWf2WppmTk7hw6Aowjj2HjLoccynOmyCY3PHbOt8EIPcrCKFuzdtognQvNMhB+6W4agsiOitPBqv5miwfI9ILQdCVghL95w8L5rEC8m8NqjLMJbt0F1sAQGCCxzhuXCOIpZXqAuR0b4dYqE5MEayZTQeLfNacIdmR+w1+6NZ54KFxD3GskrsgEoYllpEb9dlvODHS+eEVX2TgIsz2Dw2AHbHYQcNGNRSj0TYGUt23ptMJMXAfaRkpjdvdn379Q1YWlBtUBe/kDHLV29/z5JOjDgQMdIOphfO7nuF19zXrrMpB4SOM+c6Atnfd/S3NneCEhqDejU3PJwXJJdKQGVTrlEhx35E1fZxatN6E0F9OYUwkONIFlxfjRUVGTERGXgNudwuFT8TGa+j5puLszRTf9mgolug/Fx+FtPkKzLFkMoCzq2zFYS8UKtiprPQt8cl0iOnc4ZBevcUmAg5VO7r4A9/SnCNHjbt+ybZhDgbedT0t8Vi3JSpUFHMgCOnjfcF5en9MWMWFfLuxAtBzUesQBdi/jXl4Hs0jrGAz2EIjzTJymz6pGBSZwucwvvxsZzebybE1cNvZ4xZbU6Fb6GNjIXNUVtrJxo1fS6t1oHaUPx7cOzTD8hhL/T+PAMZoj3kb4EitmlFxhweI0x4DvOp7120tblXoA1ZpueShjME8NkgmHo7s48sJoWFOVZOH2/h4bEqBU1Q0lRNHyqyHP620SGrKezT9tBvRwAHQf//MZ0fr515f7lv2GvivhCWklL+hKW1Q11DM0XZdGYLOupQ8x8SuDO3PmOqX17B8gzrN0Hz+qcjdObNIWc/3J/nOuD0mP3BitEHaAAcyx8q9lMHvuRGObJMK7pqt8ZUEM1i7uctLE8qAE1VIwUiL7iZQby65/wwAw49zxFDryTkP9oc//nEPvZ+MW1fIgT8YXPjZAWFmQVEVYd3y2v0GfXACYqqO+nRLy5q7IBZ39I2vy+J+GJAMAmhC9byQtzElpl+d2yMr1Tn23+KF1ydR4hucPNF0spA6BGC8O15LIyrJXUB6LLQHaai3ta+nJuVJNjmUu8tUIbRm2OlOFQ/RjfD6CH5yxhBw4JuWNKGiSPs+3lCN4hUdVIS3dVp7GzCaeyY+F/oR9I+385hR0zdue3LZvYpOzFyj+JzE9ZAWlRBvQYo5FJpys99dHCGrQfDzSY7BmriyJwx85v9nVc1rCkriENF2xoUrmEp5C4GyNZrkyL3Ix71InRO8WnzzItfyGmPmX2lkpP4fpnt+ZNlU4UoezGk4qm3j5VjlfHWMLfoJzMPOEHmuaIGSnm/mqI6RNCAIluFq7hRoRmPfTPB/R3nIYLkKT0Mkvgs0bjAXDOkikTFWktvl/bcwvomp/0Q+tlfm/erKAyQl/hccb9e6jwfxiUyusUOXXZw4v5pZZqftBPbmZpEz4FUFE/lZfu2Aw98m0J4i+/1VbrenrqWFXd1zoe4YjuZGXK4ojanf634T8f24Ij++3jdklAx9f/4bS+yuHrdkCd069ITfedK9Z1p9ekMIWTw6mzDn8ExR/KcNAbZkMQKZuQ2m0ICjKL9rZPtM4K386BUS/B2NWHDgB53lRytizaogoXTkaHP/UymXL5WwB4ddQirm4U1vqoUUGIUZOe1JndafTgoHTquY8V9iqwMTcBLdLYzAnmh1837gh6PK8UltB0Jl8noWCKL3N3IAkLZMBUnNJzflofhyyTXuQsHwGEsaW2iZe3VMNUIwOcrFvl1lKPcKjVQAJ9HtZYBdDJKKDx9z2NVOVpswozhsPwP2FBtW2BvBH1mqJ8/Bg0uqFKW+SXNfVcJeQ0XoTXnmDo/Txuc2+2wSccMa4/85cwniuN4RuZm/M6UU4buFlruJ6h25L7y4IU3CoWMdg2cCfV6cUGs74w62TRnFhJx80rQXzp+Ykwg+eHvkce2kVWVYFXlCs4mywgPU1QGQ055GFTos9mHWe33GkulR6TSgK58VyRxbgboE4j0+ulOsrBwTx5DGgqxUzV4RQ8mxAcoxoudxvsnedzv+mSzsvMCqWP7mPFUhd1amuopFPAg5ONRR1dIPmf2T1wKworSmA1QtMwaiq467hveayqN/B4I14SXRZI5MXzEfBFfZUE1eoflzLna6RRRUXXaNNtqggVyckRISAGfkgIK16p5r8l81MvC3PqZdlg4KosV0JsFPQy9QGZ2NrZ91bSIJHtxqQZXb8J+PZ57d2AksAGvbCcd0/wvH9cSz/DtzxOeW0wQDHqq6xZGnkJ3Q7AYh3qdCeP6Dkjig2IRai9poCwbBrcAsADCnKLxrK4H9H578+cynlXY/ucWyTBlllpDBpR+QYmqvZgKW6xsPCY2LrSF3CXhQqhlUlFyHXWDFPR+YcuP67rmjTogg2zLcpef7YJ4iNBOEZNRLyZIOF//v/0RghV6KtxOQr2IuA4i3p2mVi477bRLgvXpHR0PO+SElcDRDE4zIWk0VZWEJRaZQA43XF3CsExBf3M4N/NPJETz10NQmNCR4E9La3grH7ItTP8yGa12r1glTTEPezqagvtmobdPeyHWAHZKXMU951LpqUrVcK2eYfIDnH+HAELC7O45Dm9yYHjvwjlHiRttMmQePUlChLOFQrl8OfULs8OdxgMtrGAD6f02DxWP15Pu2rQUPmY2joLeHH1pTWVUiv425c9vtkfXZwA8ORE1569BGnmxV8H6UVgkgufq64I2O18mgs7vydoAPC2JPfJvwmhjNhPeONHgD9DFK7v/lSbswtiju6Ul/EaCoJFSRv2QGxRCZPygcdmLms0twPzahR1StXsLh7fpRBxr2XkVWKLGipOYfMIyeIUc9eZAwZCKvdp3Ktp/+5lTh7U+OTy0ehJCU8qd+xec+rjjfr3UeD+MSmV1ihy67OHF/NLLNT9n3rwtkHjeoJ+mSvzhQb1nhBeLKm/W5934WTbNExlLgOVtK9DHY/93XPBbw0xb2QiTbQDUarwIsso/YFZFPPY3DZBWQGRGEoUoysrkd+CCn80nFaQdaSif3Uj+xlNs7Ai4Pb5DXsNZS4NvJKNfyHHWaV9Z+w+xVYGJuAlul+jGbVO8SoHaSVMmjt6JoXRRGljdMtPzYcqIgmoCnZaEKf3mKlQ3GKmO79BoEqjZXWRMPekZujrUipRoZgT3+6zIumA3qygMkJf4XHG/Xuo8H8YlMrrEy7Sk0zDDXsvIqspOY7PmJAokk9qt//ow7l2V1+vZ9+y9QHpSy0NEhGYUzibLCAUBbh7xrJSHN/Xav6sK5Mn4P/mZUPrMxMU0MAUpa0XfCXqaJO5G0OMoEP/7w9jsf/AnT7JIQsmjjMDfea5hRVtNIrkL8FYJRMCSHZT4SUjPB5k56gJbHjmaUwXLYtc5/3eMUZbuWcyC04vXo6JrjQ6HJE6J3i0+eZFr+OXCcL334mcqntaP6/Yf1mjYFl7xBte/IZOHA78+JXTgTpfwpRWw8bHXGzeEHboXohiA+6r8jZ6w0dHTw3AE1FpzOcqwXNbOARxTCNeS5aDD9fzYnt678cKxdmUAf0RghV6KtxOQr2HyJ/Gz2axjq3AQIBgI3RR4uKJ2C95IbiZPHEyjuh1kYvqS9r844O9M0DMg8D+b3Ei/9Bi2ArKaloVRgEX9cSbttjVSCAIkMNTNaYf4pkM87V9oN/LfSN1ZxMkNcVeAfWGAbGORTB3OqlA2kygMFX4hIwH3V2XsIWo+ZhmtSuvT2+TcIfkozvTfV2GFiyF4wVbuata1Oz80uOmV2z/TWOIj/icXESXaz6WtTqk+64RS3N+74wZRBW7L/1q3h47xqYLwWD6DsNpY55f5mojwhey2SoztL1ofBpbsyjMSgaxXvsv3BjlIPQcKiHR2DwuT0qppA8wzDyXieK0bHQorhWw3b3y7tN4NEbonfzSKQIvbarzXnHnjD05H22l3XJcoW6sA38hl2XgPO8QTsuBzj9Xyerzuq4YgsTJazQdbJoziwk4+aVoL50/MDx1090yLtEgSuNlynaAX2++75KJ2WhHlSAvdzAIx+M3qGvjOJVhbe0dL7Ih0e3OC7jUc1Tc5hfcgmWpM6HWwP2IVtmEnttJFRnTzl/3fYgDNqGDoNBa6lzafWoLiWFmTotFIP3xGd8fR3TewD5xUiEn7hQ7rUqMYfCzPIsR0YgAAAAAAAAAAAAAAAAAa0GKozAafqWFe7FTAeCI3qTInrDtZJgu7+wEYbgYGFVlBBhda+7dIBYBSUAU+vG/i8HpWwITJknp4pez3IRHD5NZwko4YwbJQY1gWHm6COs8AAAGYIiDV0bF658e+SxkCXTqTNWkbZHjfdOkAVTNca9EnYsGldhfnUHXe2zoEIEgChGke0h/uyND28dK56nqrL4em7/f9sKUW4QtUWtd9fkmegS9SHyVRNFcuhEc51K0fompoOJKOjAAAO6bh8rhljnn6hHdyRwmWb07ub+HMbkEses8XQyJz48dLbLTvLnj3miXTj6ChPg7dUXa9U/urF7rBiDJGmJlw5DSXyXJoRGKFgiQ4LvqtlN8aDrOiaq2wA0x66o4bwaynV6A/VDZs6gsU8pDe/fXR84yfqyb1/LWMD56MTjFRlZIAiwKGP1GBJ2LHwEChajvNrZV99NNDFIoUwuhBvphNEvyd0fIdatXgV9GaDGNY4sX2+UQB4A/Sr6DNqkJoHpXjokvpoawEC90QfJykqFPCA4EHNANmeTu99KuqZMeI5piR9eLMyymltmZcrABCOGO2aovmES8D4aJenHV0x0HSFIpBuH4yFWr4jtuYAAIvMTWouGKmudtjH4xmihUt92QeAWphkFbxCa4RYfXqZonXu1xDyyYEg/Er+g6ULPK9km55N9klVYlmW4Kq+uHr1w5HGa7CXg0wimBdOkJVAccflRLZFgABY4cjVxX+tp+up+eLMPJ6SdYDSAoQbbBSb2jaunTW8takwGPavxG1/5GBSRaWiBQbd5GHUwfn2q4wAAKMiwSw4dYEHWJ4kYdJECmjCC0MHXNg081wyVq5GfdmSaVOpU5ZaXy2ArQVXUE9K6Edfj5OR3NgA3gPKp/WsCf+iFHN0AI2W9ibmktKG4Bn1upTtDpMqaUrjc79dzrdJFIfIl+IVThSuC4J2nyeg6XXg5hCLoFKImaKMrD364AAA4ean/cHiLKeXKL26oRfhrjrMQ2TZjrZBUPvQtA0IOhOQVb/4ATRu2e2XXmqm3w4plLZUXKO6yZELpZnnRc1vN7bRKNwctoQ9B3pwwZBK41twn4xoKmAFGvKZmHmFHVBY6ojH2lt7mrAABkXU3zZM6jZOkgOsnZ+VX27BrG1b5VK4w22iiurwGbmULszQAIIc1VCJUTQYU9EBE3vtS/zat/Rt9VPGGVqTWvP2B9KKglJ7vC9pALsiOfdk3Glu2aOdOSPm8qG1dtD/LOHqZBCiUwoWpz2aaOEPNCI5zqdzkNB/P571SjMAAC8xGvb+aRaR43guLjHXrRi4s/P0c7AZcoa8nWC5s7gtnPBHhNUVuamJH1kUjSv2yD4rzGi4pMOA6hglbsAPoE8xGAIosN8kA5Hdcq0/h1sXJmDfPhSQpDc5O2U7iDfhJgjGdl9pUK6ireyGdH9g1Gtufpf51aSsKd1VokWUxfBKJDixYOvbOjYQ82sBdp6V+Zx/OH0+gHvFx60Y8rdkRBL6qywNU1n9KSwYdnV0iKR8RKnyvpQ6Z5jroVHVh0UUB1CiuxmC6rv9A3p9hRXW1lK6nqjb2jGpS3IOfhn3+pvfd0tVnefvbEv+UJmcNU13QRvpAmwRXniX9R9arkvsjPMvapT5Ryeldt8cgF5m9aafIjIY10SeYgzG+YStLuswpZ/vnrCV5nAxxz0ttjkqBq5CHcK+qyDYsJDuZN98SzMYvrHZXPwreTa5k72LXhCvQIehnQkbV1pcSP55jel1UzpohCVFtQrOZJyrytNYf95ZGNTBOkpa+hr8VoKBNnP1ZHsZoEX0DkLkepTwg871Ti/4tm7JAj/g4psqr6Ng29yEyH1547Yo5owQ1ab4mB2IEADc7J6H9YtEJFK1hHpMAwnQnzg5Razmp5BOH+rwrF927wCp2OaNOor1R6nJ/rzB0ae+uzJiTHsZMMxBNABZhONDWtHTSCEhAhbjB0CyBjBmX8gZZQQeFLY/uw51k49oudUeVoYOQo0OYuBywW10iNeh8L/p7yaPTZZyaTIWvJUfNKOMwc8bm8DQtDRJCabAvIQlDZ840n4hcS942XaK47vdR8qLaDB6L3DYvlWeJ6rLYRa0sXU4S1SKy0AwgXvscBpHhFyBVq9f7EQM55vdhEunQR3CKK1GXv2MvC0MQaKfGF8PTd/v+2LJvzEXOWDvt21pgMJ1nUM3fgGL7nmAAAPuboYmMTcwpT9cAMxIgbkhn2MrUwnFPRbkzQDHXrRi4s/Px0ULwmXtHN83LT8gy1+U8UWuAMcLbMBB1/mkMmSVBpVA3Eb14DM0a/ounKZNNwEnmx6yNQfjCKGocI36LfX3cm9vZdD80e6qbRGR2QhZnMrRvlJYbkcaHyux3XmM6bbTtJ5x1yTcrCTNkdnKq2rDCd5AZ6+NLIMoZ/OQkjhzfprOHiS0yQUtvPqnKgFmrKvAdYXHXt121COhqkWy6NklfvJSM2FiDz3PymNXRhgE/CnbXXhj86RhLYzX5CafI9nMpcS0KnPboruJ6BT3eLbKbQ0ah+MWkl5+7pLyUoD5W4cpcGFYiOIOUswNnbvsC3acKbcAmi4G9kuGgVMr5ChowxgSBCmjzrUVl7Ag27FiVmP94uyw4UV/FFiWX/628P2qYEvp3npnYvsXTaph3StecLky3rrEwcSQw4V1KrZzJ8IYmC+7Ip4nLQInYDsZlApd215votnT6N4vc+T6kJVy4++NeZc7gFmdMYCE9OOgt3Ivt6OZiifj78L0AeVPS3u+zko3NYXCgrp2ymftNCCyKxy9jaFzfYO0EheyW0+3KXJL2pvAbYfLbSRvFRksvqQx3SaJsErfVkb51tvmTlfMMCxrGymjMAAL64ysK+m5/5pvRuMvYPVhfupsk7vHo/KOUzskj+S7FmhQ3fAzJx8f8Cd2sDbqzmmbutIi38INe8teEfMHO3WBv+KF0dSvTuQhkY5sOJevdKg832tu52+E32R4LZBp6OaUI/wyREMfMTSWU4N1LvE3nJRqtWX1ILmfac7LQltP/yc2mCVFiFVYV77AhhHy8Z2S83JlGUC/clpxirxLXnx93qr6MopZK2UmBaO9nVrwLeqfKeYpJlsjGD5oUxq/v6foh17qiEKm9Twgzl15fpvhTSmJuEQ2zsj6Kq+C6znuXEA5GB1h4Kgj2shvEIAcFpPJQ+Lx8KXN+kvJqOSCTL2Yq8q+Y7N5bZPxRAMaDaLk2OjRjWTawlGpBHx5fXXrvt5sW/NA9NDXBRJbuExvqzhHsCHVP9tEj1QJyqz8cLFZnaFoOgubsRNHSvc1r9U2UqJpOqiwyquVvgU3egmXlWoizCPosu+kC3zmekifVi3QSSVc1Vh/2MU8dHH1Q6/guKAACLU1uu2z66NiOXd+CX/NnXUe1BuJnPUpBKTdRnMnbWserZluzRlw+xYKVzUfmWt6n9hwF/K/+3MuUdO31UVKcAd5dadZtEgYX0/eB/VqYE2aeD8fQpcAAA/TpxN/DfjR9h7pODntKXUOa+BPEtaeO9hjB/eDPwihiHs6Rz78yKq8Ppo2WwBDluIgfAl2MFLTWSTvcYGZPt9cRofCmV2Uq2pFq3eyhtJkTECYOoOBuA0pWWo4Bd0DAso0BaK1cfNwWmqighDJnPj0lzyJsPgG4v6o4rdLxs0A1abHS+QiJIGyTMMC9NQR6mt122fXRsRy1z9/NDbkmsRHeQlWBC1MyfuZ7RCxs3mGozShcg1WAhgAChUhDcrTYrF0/FhZVMWoq75JYn3oJytBZpGpDwWgDXx4rgxl5bbRuAbT/03SU3D+FXLPuQfOO5dOnsBzpCnUlQV1SU6IG6kh1kEix5Gm4Uk49SA4iCtwSNYLTK66tar2Idofm8AJ1XI6JunzboS0FtE4tfgUERqS/DKFF3zgg3oeTPcItJN3+OHZxoPocti62FmAsy1dGdWjkPcy/59ieLQfFHhUQZV+oem6wnryVC/yeVT0TrAv39IDRTLlW4MGalwYybHdDB2LHdJLtg1+8hXv01vd5AT0tEqIEsXOhZ/yrawk4s2Azq2thxXQd4rp8oIHtI3tz0SMAQDPIfVkg24makoASogmGdC8rujlRQSzZU/gmqtsz4AChVFPL+aMIR5ppN97aRB+rm3rl9T9rVM3o8cMYsmkzQLJ1jwZMHWiKOx3L/5iyIF4G3kgYERjTYnoMPOw347wuYFZKLetkk+Vw/L7xXhpWgCXGgSCAii8rGihkTt26qqcww7ACpESQBCRjAu2U0LFiFFxKJUUCSuN0BjTFpc780wLKQB9Ete6NfaXDOCRvAchqh8KehoyLrXq105E5f7P1+io6RCWY4rG7IqqYkLKCn2eZvlx8AUIudtoDYP2+nHrCTKoRN12PhMezYq12OTfqG52WAdfkgOC3jWNt7GLUA0Tj4UGmanqxLWNLFVwuUqfboapkQpYrXhmQQy1oAU3t0V0pCEgmxTsfYp0HYHx1K+qr+b7I5bWJlTJLfLCDdqO39BJjmE4IqoTpz1IJ4T/5sUPcTQXTYY2n+DZ8iB5Wkia13UdIX91qB9YozsDmaXLnD/FLARKxYE6p8+peNrbYR32ZbiFDPxAE501bz+ovsTo7pvDfRa5CzLVfqSTyMLvm4DFKD5pli+ekMgkpozwYK6GCxpmoIm20e1r3wkZrnUY35Zr+NBVWYJ3ii8XDQ6GBuNlOe3XdDcFFqydUSVYO1IbyWS/gVUNpuf4zrnPz2ZXAAg4Oh2cPtD9vU2iJ3xt0uvHvcp4peQ/+uqzMqZuzDTrIFXFXKQzh0XhaxDjeZs/9beKTfrZyDRq1HkeDmWuewUxza5mtytFY20ZQG+wwhnvXEhIKzf+7sH1iQcj5eMmcMXQBmvUMiIkC7M5QDBwI+4woH6k0gE1hjn2UbOTB1QwbHE1UVdiGH24chgIUqP61j4V62hA5ebFqdHR8CvafKImQb5qSl7slP2DknErDBWml86AKbBYg/2CVsmhYgRPiNY5DiH+fpkNkNvZ8ZmRjaAuwYQ2znOYYTiO7pwAr6A8OsrPYVCOMH2zOev1cDWZpieUP/95eBWnQjwwk5y4DLG8me4rCFlpShKsCQzNjCr+Rgp+pl3FhiZjnb4vnWbkFi0YH+EfPmabGLXfEEWDdSr3Z2CoYyO1N1sxY+qiCv8kJoVgHu38yZ8PI/3/ed5+dalW2+DRetAAEYTHFbtDNiW4MOG5wAl5e5Z8MsYddmHPohE7mhPPkNUOGwVNyTfFLTNPMO2WMi9nuifa+O6rJmFX2zEW/IAgLkSJl6/D/iyExniHP3Nmgon0w3Aff9hatAd4babTYLByE3vTh6885r6FGVuDHFpSXCyHJ8Y/97g8ODCola8YvnwP00qYuCKQkz5y+BFeykqPMDZ8856VXbzXR0ciph3elpyXDa1AmtXSk0yjbXG5hIsRGRYBNafF9r6/e/at5wXP5CJ7/NNP8uIHQn6KsiKrKEM9TjgTCPdJUgFh6LggXvCakEcKOmOm7fiZ9zq91+8OJaM/ADU3pTabAXi1swnfQiqarIghffzDeBPjCpKJX1GUFx6A9Mi01vf51Nl6Ecl53ygLA2nmOK4L1uVOQcuZzjSsNt0aDRNoLEFo5cSYjpdXlOY1eFAZn49lgOtTe/54MOWQGE/7u1oqKX//ecQgbp/ialeIKIyPJ3b89UWl3UknsnT0EwCwR1yjSLtJ5qtwJpF7UfsZl9rmYZxDxwMNn7yINtszxS4CMnS64gje6RrajcCe9umw5L8UdMkJ3BawYZ53acWoYZXRou1qaQ9o/wuKfiW2TyCt/CPRdUGlnYej9svNgOf24tAeomV1nwtngLRSeZbsaLHP74mPp04BzKB5wPGA1OX6e7y5PBu0ggY1GN4Dp+vcFZjlNvrsc0tRC5Ygk70Q2QB2+/wmaiN84Grdc8TDg0EZXkCxmteJAb3CoUWjcLNZfLIxsk13akZ+iiMklGNQptBAkvBP/UDOtWXil9M3K2jJGkGx3dNWWL8pARzSsSQDYSocxLNUMblrdbDTwADxJHzBElEQihra1zYwgmvN0TjApM1UnL0j2SEe29VJXU22K0Hc/qW/daZSyyW7tZEhW1y81ldXhOrrVsG5aWzTUEy+mNtPM7sGQTpEdh17N1emdZTTQf7pY0rSpx32UeKdJ+L/4Sb4ZvcSPooiQkCCnfGCEjt+gSEMdp0nEg9PQB52zmLY8d93U0PUMzyS1Oag2VGjQXzy12pCPARrWyQlQuW5t3K+apeTLSy8w2jTXL2cY585X71mdI/c3QUZEdpwYkVfq2EJCZBwtw6Smgb3tPEa8GWS4C79MuD1WzTdFykO2yKh0rta1HKs7raLHaGas1NXCCsEK7HigoOYksC4iDPAQqcKy/y/qgW/u/Jtcvzwym3T/T2Xl6qPpNLPWi545z+ubVLBn4JfVFfhtf9YcabYaqd+r6o5Qv9yxN5+F7h/lwcTOUWHbuR3p0aCsAbanS8sbjnKKWCJsE5yfPDrzggMTmBjO0IeKr1x/QmeqyNUaazkdvriHJf3vrd6SbwVaqgNEXZBlSMxUjV/RGD1cNNlsl2BWhNl63Qhi/h9YPXdeWmIQGmfj4Jxb9eNybQTZdgriPHJwKs9rQAGgIXPrZZrfDSr6jO5lRJ0c8laV56lQopkFiLwplJJqplzhzevNG0pcBTFnTAp4UoB5UDoRMx8zkb/fnRYc8ZiD0KwpjOHHUvBRHiTBTDLfrGBgUkY30NWaUEtCsS6v5z3KZKH6ChXQNw3Pc4DmgzE9fvpiHOjUR7AkHW7PCMADDcroCJO6wQBw7Y/oEigxYgkvucZWTkBrWgOi+UxZPJgit0vVd3arUa4kAYJGDdiSQ6TGW3cC6uIGer/8uye2c+oVDgxq52NBB1KcOHKQUDw3fKQ0ABaQfsZ+ohO1iv8jhPW0t+JA4RD3pSoaDph47dnuHifjI57fTM+9QhgP8d2gnxvaMdU9M2h7CNIij0h+yuhFVzj6t7YZDl8f22Qma8NEmj/bXscD5/D07qVyHIqZABhLASpEiLJiPRjPGAVT6rOlUbOMhLInn5NOmYQRJcQsb3oUqgjSTOAry5sYz3Lj26u2KVUHv3YTPIKPVBDen1J34GiTIwceEHxdhLxASFQ77l0CBqgC0rs+MzIxtAXYMGZFW97FtqAcHmrNIK9AG+ziWvOc7kRLaysbwLCLnb4RL3RM1IqVQl7+Q8kHrpHc8uQGyVZH7bvxK2iME4nw1ky3jezgboJ7Twz8sV+meyumVxJwPJ2A16qqF20LUwd85j4nsG8YUcfj2TBjFS7bbzGV4W6Kpi/zlG9VPCS41243GX2QiQw3zDYJCbTTLAAsmKLMy6wq/U9ezUldFt7nbW9GU+qunCbOUFudRF75NAxFEXFpwG7/FOrxpkksRsjtCgDod6cylv97xdGYk1p5SBY2KFrREqJ7MqL5WGhspOpMeWlydXxnvBaTXPAHYPwcPLNKrVm79mdG9YPZwpHcfOSojrtAvSn8QvYTxMrMyhdmeJJlicpcO72yw/fa2dUvbMlUSwfjg7phGjmfMJGWVC3SrJW0mN5sotWsc6Irdt8IA0DwVDgD6/mjCEeaaTfeqrAWE0SG5ewTcsv+JQIJ/4dQsIDG6tN9O3lwZJpn7TdNzTsplMaYdGV2FGTt5h1JlgA5d90SMIzmTZFo0OFZEa6jJbMFQNBVhLJVIxdumsChbZfX6Z/w7dGua1OiA+YwtMZwV5aC9/FWfVA1FsiFoOIQeY2JmPlr90wapdchuc2N8JO414E2aHfGLymSe23JL3UxIpVDnglnY9wO1MVurPirHemeGn0alNOweDRj+HIiKABDSupi7Un3tvP39sSavDDrXvvgUoi/pSOFDIdQ9PNapOH5rP5lCcmrWXX6G0ZGvNvQ40IVR9ULYbTGeAp9M9LyzP8+wSKwMAxy7QNmuvbNBAV24s2QtMBulwCwH1qm6RqTZPDkePzJW5Nk3H4InYbypBinAVXh2rBdfKp7G7Ge5Wi4ffRWTAzJ9uj+aMIR5ppN+FeRsASoymlcxYktBxprw60xsI2+WlfzR406kYZEQu+wCbr9KU371gxq9DKypFzQr+ZfqavYjP8/DWfiLoDGBLmZw0j09ZnYANSoTVZTruPmFOeWccWGioUnMTt4GDjyMib6DuhGwWZILO9hXOSWhwt1TrlKugEMZ4P8i1KhizO5K5Fl7wrB6Fd3cUYiJ/n3nAO49NZht9q7ZeR+XbFVbbXUOB8yA96knaS9v/gLKzR8yh/fi+9MZ6V7Q4Q4lc+CyNl6i6amG2VJVK7IH/XPDR6r2uvhYPdlMsrQaDlj8HNdUo9T8T3MVRQrX6jkY1fCIKU0cYMdzyNvrmgmL8AwQLcRUR2dpS2N9yOuMQvAIjZ21uWRRkj8pCWUuSzzj5+JVGUUIjl8LaXiX6YkfF3TtPXhbktgMj3eY5iGtXHh4llMoA6h6ELBDoatX/iEkwxGB/+0KxHGCo98t0DgZwAA4JXAoDXqA3npF8oyijb65oJjAncJ1KhY88vmz+P/MmTDHFs66jLjXpUWqesX+Tha9QvQtU1BlTWMMJKkhNSWPhaE2n4OM0yev3W44Vcst88eyiM/3pIKcWlnO5tgupGFTZpkfgmj+tt0ByAC20sYTw0fcNh5AeAO3b4f9243TMB0hGhyQ8FOyAujhWOCp9bqW/wakjsoLL0op+PrfC7IAqVjM7fYI0zm0ow8hR82jIzrugDb4hZfYBVirOsPK3Lf/J9LqXVnC+7ayxrRD1GDu2qgToKU/L0Dy9D0LnCCf303dEJ9u7BIdi0biYG/DkqNsorvVl4M71lrP01dzR9hG3vHqnp/Ev7aVpxF649yFQjQed/3bVBCVT7zRWkkaHZXBawHM6L+W4sS/3ntDeU4krnayZ0gE6zMHHyIwswymgMYeqWiWqqlvMTQKwXxTYVUCuQhXt+9xJYaalb5+ln3n++ChHi/4NmOCQbEqQ+7nx/lPRkTFDhXoIVUHglJ0V8o3rvuGi8IwaWb+TQ2tKv+R4M4TM8ng1NlewpjDYMnP5IK+hbxeM0utTjVar/k82mx668qJ1175XVkzhP03uNgpqx10mtzahgVA3bZ4LVK/+/VdH7XTUAx3za8nBI1FH3ow8ZV4dwtdUZddVzoGYBpQoSfBr839Wcfr+8dp5Pyrdxk7BkvGaUbSDjXCNJiDCfWPNgzElEi7LIrvpRm9lyGQp1/gTgEwGZMK166RFiduvjIfket2tHDmwgXS5Cy76H1rGxsBZkXz4DFfM7wRtujG3lpdbB7YwzB580YyjJsOGP1S+7RgCqKKWjMa7xwQuZgnSW8k9z74tVZ3U6/kZ0g2qaiDSB9mNdtr0dfO3BMVmlggnDQ0UafsXQkjAqLdg0lhOe8FswHLfM9wI8wYdRflL+/2VEzc5EfO8VcPJR88x7LklCcGshL8Td7YciKQA9Ej5pUHVSGgonUee5NCe1gpDM4TsM94sJeaSvAnXPG/LNfxmraORrt5dhr4X/c025P1hKBjKw6If8wt+QBVvSUJsub9Mn7AdoFjQ6xHr9LdTf36kPtOD3iwl5voQATP7s+jc1FjjZjssn/JofI1POzStwZ7UbAJE2/28xT8jhG1Onix0JaZGrxRnqO/3vS5bcRJ5kIAs3h75zSjZGj9I8qXL3jSsTwcfRUc9m0CNaIph5qGey0rtArtnhBSmkdMrN6hfSkvS8u9H6CMpe4h1KjJnpXeR5ArhFOy9RNWMv5ZD/LYgh2QuIp58ywqQ870MF7lLKvHdMtb30z6nZkHWroJDOsdLlNZl7VE/vZsqhrWgLQCuTLO/3uAShlXHvTuz6licoKhWyHwgL+8i1h/82D5Q3W0KRFfkP17+oj3kIUogJHBva/wvwPZZ7KiS4Guz5qWUmPXszCuXuWPQ+JBGuIe1zGjnEWIW7v59RtnD8y61x/H3cnmJPqQxiMU4nngpC0LFlDGUEZfDIK/tSHUzSdfTmpsMG+muPPakzUP4eOAsYC5yFbcirmrjus4rytYZBj0bUYyaKz93wbpg92NDYzVyIvmYL1spnKAWnu8bAXuqp27vHmu5x2uNMbBWgqk3YayPSHok4Ovu7zkROJt1fTJiah4AyT9gX2CsuKRWvegcJNjgxo5AgVhGwdq7stqEUNXLm/rR9aSVNFdedlaBVE4WXNtgyIszOIjQOm8jDvCUMhEzx7zsIWzWwNOl4JGOE7YduTZwQ1/SCsWZKGerZCZlXZs+yEIvdR6iJctPjut97t54zt3KqEDS7lIROzjdCfkFRjfwUPX5Lkq8xa9tdln0yIiaxKFFmTki2SgEr3c/AVlSxyNx30ncp90qLrArK1JQ7ssR+5oYFiBxPq6tlU07ADQVXMVutVEbccxHkVg9lnvjJfqMGfo6RdbiEpDNX3IEq4aHjF1jWYoXQ8brkbPaNdtsKXZrWqKJ9+O3e+rnIDD5Vvcfxai/pzw+ZJZwd+lMLJCjpcboh/os/te2sYKMKJIkcOptiy83kUzAIQY85ig83oWqKEi3FEAsRETnQvmtoShGe6haBZ2Q5GqUnt6bOB6iveQbACXCoNPVdbGDCSgooa8sWZguPUGFtISXhLNqGb1UN7c4K1suYyez4hAiu5w7emCHr89k2h9+v8RCr8VAGAeQyS0kQEv+NadWKpt3LrOmljNq5V35btYbpGSBVucQPaq/txAk+01I3Y4vCyiABce3ak9IGFVU5d5QTEZ1s+mNDqMoNEKgnNhjpHDyE1Q4wSLlQsIVDfroSORf57xxsd4eegr6l4LUJ1lRfp/BUGhkW5V7Zdn8yytESc2n5Mr40ClqOwDCsmKvgTwtBuV9Ziz67OwcvSiXIF0rS+710NW2omRcf0tLb/T5EstSJvJ0Qa0hsKyraPfmf3WlNzomZvbS4e5Fp2bSgmD9ZSrAxrhZEqBEs13tx6LD2uGVUhvchwCm/3pLkt5Nfk2WavmesURhz1sxR5cY4YeJ8COABmVwpUcENhrGFHUK+jVLxeYY9jgNpoHb5ATAeAsGZ6o7aGPzrhlZfDBh2zgyvJVNQr0Dn39I4X9Pato43qblAqR+7y0/BCkYQ0FaRO+Nul1497RrhM+FuqIr68OJPyI4U1XcDQrYwO1mOMRrLWF7e6tCFvMO4l1DsYAWQ+wkvpwJBgZeE2K6DkgznQWxZKN0KrvZkOBYKj5JilcQZPoi/7MYsFRZOrhxhZ1dCceS00ydmkzzx5cq/7eYf9L37YycHs7Li0qqStLomKMBYdIAKgaPICcgATBAJjmVENqUlHn+4VTng9JLsgzAluF4905PdZKleJIYSzXsSuezN8RoPVSj1U2WxuWx0wmfRk555DLs2/Q0W3Utymq5mi9Cqgook2kVKgwosZC2NXnYiB9eL1YJF/2/oheLFv7h4C0oTa6x9SundcqFWBumTisUSc/v71/FhvNHUU4SQJzWlg0QGRMsxqK1aAPAaR4G9ey1n1mdqAvCBbovRtOmuZlvFxFSoQAunWEm8ixABNYwi3lmrDFv3wWrQG+6+zB6/Xy/Bt1uL5ZcQ0nA2NvQdfE6RwJ7gPyyXtZk+OykQZfMd2nPzb+sLK8imqJKUABQi5ioM23S37Xil/+jDmHnhgKA48iwbtrYSF5J7fnxbR/fam1Sfg8+EuZTjAILiPFzGQKcGUr0hxZ/PQYwuo2v71VsaQfIhTu2SICTaBXMGDP8hf/GzTbtbOycV/Ha/eXhEmx4GwuXdsdojkdpEoOVEF92Hxj/Frn7R7kV6ER3U56ip+8yOMb8DkjO4InwX4Q3tWlJ8aBvvk+8/dItzmCo5zjUbJH3THtKsUVgjtuFtKizqjk8pUu1pM0F8KU7K3Z4au0ObSjst/DYaFdiVvOLu1O7XNjds3cAkMlmvWUKkEOcZFMSwpG+5vymJoHgRlSdRMa9pG3agKdHau34R7kkMjGeO4/A0v8ro8Yevdp8fzHfsjGo2gvs3BZe1slGkxllnU731geLPy5W1oPQqq2Q6iF0K7OaO6u31WSdWsoE5b1HUWGN2Lt391pRuqKsnDHY0gLpduVK9js/HxbDSAweqnYlpQWZLKrPEtuMxpYwmhOQM48BvYvd2hQQsbFF9NgWnSUcfUj4zNYv9HlN2objaD8uSAEADH72jVpHYkIi4x+FRa0xFmotYmK4X5Xl737IR0YC3o4Trq5plCb4wiuCdCyoZPomVIp1sf3jdVXEZ831kVGXu7MqZ7HXIflbCWu8xAY222FQV2rGg/QP0Vz5dfQkwTUB8Gn8ux5S9jYjvLxo7U8/DnQpubu7mYsIG8hFfhBYwgfe9hOg0vfESV+jjtSrsAAAxVEGszmqlNfyl9iZ0HSBPXsInA13MwZsQBTxxNuUgDixEPLVPGGVqTWwOL3zfA6kshpTah44xPu8RFL61YPC/RPC7ffA3yBk21JPcWLKSho/qfo3Q6jNewrSg3BbE5y0DiE6xjxfwkknyZLip0t5jZmYtL97+oszurl9O0fFtJZ32Jr6d5BwsQ0qNapbcJYAllUbcx/PrwNP/vM09YImWkGenq2qIguBZSeiJp0KCNzh1gyTkgO1ESoLXLz/rgDd20HMFuLmOh6qpyBUFNN3PwhUu/DKsxVFvKc9IKLrdfjoSj1vfgwQREmbn68IzQ9tsiqkOrFyu08GtWqfDS3CGju9F7V8m6Mhzno3jGdIGezItsrV44lX2sha05JBjFUDtxNMI/unBQ3laiJcmlHj19hZ5xy5Tg+ymlpq8STGaQwIZQxfEFuI8aMUMezCcI6kuYHoWxP0RFHpToBcbfJE3M9fiRPH/CWSi6Flf1V/DptjGfPacvNyQApFnO99bni4HAhuDh9VX0vuLPEQyb9TVHNlhCMbnd5DnCmTC4BCRRMb+VDqZr9B5VwIZrXN2SSkG4BfauqJncNm31b6LQMYliIKwoPlrkoyEMzRRykCZOzx1Ii2Tcc9qSJ8copWT9Yq89ibmsaJL5pCd/Mw/KVN7JiOVrBzAIQW3gDW3vwfQ6y+LDSmV2elDZsl0s8B9gftyz7gf6xeeUbt5txfQ1PlRXUIOYWumriheeZnzRRaVtqQyXG0pZGT30bdb8IFMBaFOwsTBmXRhZ/8Vx1i5G0788xXX9pDAEMFzHi9U+BSB49BtioE3qpYaBtmxrU8TYR5BldixFxUHoaAWNv61fFunG5DPcTzCvvqo66Id2b02YSX3P7nBVgkSuF1vm5AT0tEsJ9u8i23G46LTKGONdvbw6CpnxXXzu2GkDMlvAtuMj6x6DdM+ht2KtyaXcvlerPg/aC3uHE2K2MZMhbvV7N9j0sbmml7wnBBwQgEKfxcvhKRWnbIXfSpVsobuA7LO6BNJFVYoJZztD4jN70F0bKnJVuuWJk9beNpPbyvnbenxRIMIbMbbbl1rflT6eYx6pVUtKLgBr9YP8cJUpEIBzuC7vBjQz/a612i4nS2vx/buvAP6OKXet1MPVtFqBuN1B0iLgyaclUEmRdhrAlnfaPwekfBuOX4NYZdIUpw/vjHtGwIbvU/ahWMJaOHuiZZnK7wEMqC9Y0K4CvkJlcN5SMoE6ByHIeU9PMzIaW9NRB8p8wU4l4GfCMFt/AiaFx4I9C0DeqyPMleN4gxTXjmXUI8JanqIUYiihgTybB1m/jC7FcIqELwV+RnaCNgIm3IIdGUzJ6lM/vg+lhEdZIDs6Wb7QjBkNnK0EtIyehISfx8O20e3XWHflHZ9A1lJVHUhFDCMRujpIfU9NGQl+3HzOcOrkEBN7WtA11CiV+YAG1+18Xs33SaVRAT7ASsPeEAM0isZjDv3vEJF67ULS7Fvznfq3R17Y+K3CBeJwJWk50mOzNJfeOqke8KbH9mdGg69dwJgbb+CRAYMTcqc/sHFjjjV2oRr6ktRPxYiVEt6zO5hr1bR9qOVEin1j6SlTul+sRMaZwlY8afL/c8mHgVW+BrvawrSxfwsWxINKhhGCehcCQ9QBvXhwctLzyuESxYOWCQtMa/F9ZugnCgIbz1JvdrR7gkgVLa6n45i4OmYTH1zMJ9TfSSrmhZSn45/SXbDHsNsiQHY0Gb69rklApeIQd22rQa88EKVhZJ7hs8wPbDNtTBwzLsxwpckOo/vR7CXgLAyrQ9ricurUQqC3jnr3VAH5+lnN42FwvomW/1TOWmCZLpZzB2wHtizeqrXo+uT6egRGn21iXsZ8y5yZBqehZo4/gMx7AExijCZe3s+vyWHzjvEq+bB5SEIB0tZElxD11CEuSbaKdKenKev1QrP7R5aYKpgIzH5jAcBxn+Gv6+TVTWDEcl+3kuxv0GMLFFXpWJe2kjoEVKSQTFtgrAcrqdpHEzVTyGU4pYuzKR8XuEpyzNRsmaHUxvAB3iuqc5nPF1/fqGwTnUXJ4m/9bXSrlF4L2GOSarjnl40lM3G2I/I86fzsmaq2Tj0Ba/QzQYRdwEf2MWdPjsFNTSUIxvdYNBF7p6clHzbJNmsWDoP+zTKiJdrjMSm+8cx5/JoiEB6eWedEscBRLDtdiyRPdlFpyjGBOnDX2XCew5j1silZq0gY3LblecrhYstF8NU7GN/uUdDuqtG7zqfkxGnJhGYkFKbg9G2xglI6huK8mUQMcENOsgVcVcpH+j2BWiugWMccJzu3SqURyu/NQhYYFOF2qnHoveYLCnt+Esjqs7d/bs7smBh/1PNrBMukj1v8BBwi2x91W3zy2z6mfb1VZQ8tWElVoVOEDduxSRU0P3q7o6jPHOK0aJx8Cmc9oogB671cb1eftlvXXVPuZqVCobRhHWCqUOkNbvpRop7gv0HMsdBQUCM07BzsQ+r3+X/UhTKPmJfDh26q6+zkEWbCYLHP8BCC1elauw3kRf8pVFz1SntzrG1kpZHW7XHLn4wMtLAQQs+KTG5znac1gWuPDJNz4+/ejNvyaP82x6R9MPxt91453Xu7S5SdXyqFx7PFs7XolnJmlHozug/cQCvw91ZczmWDwl4XoAlmplSE/Jsdo/9s2i6yFq2+o3mHcxun6ed5IuDSsIam8jTvdVW+LsPID2TsUuTYVDsO/H9nDlg8RaSZuJJE5EQKPnsxIjiiX8uRUrV6Y8ScxF+lJYSCziU9LJ4eZoCGZRRi0O0maGjhepvEAWmI9TC8NEWawcA4Uo49J9TbkSg6tYofkzvHX37GagjROLL1zl6NXLeeAehlcFhEAP1T21kDJi0yWGY1pujWNawjv/PY0mAlYpH/eC8L3OQe1ENd7Ompii1wBjhbZgIOv80hpWtXn7DOhHEj1hLFi/i4FMJ5QXZ4y3J5Vz7YN7NYq975im6svPCndQtwFCdpgNoFPwQt8xMN5KurmhitjziPEo95L/w5ohO3hxlDCHsQU9y2CPmw57DOgJKh5BcVwOWxRSOpU6jY9tcwx7NLLYzBneZc/PlGtdNIJNAdov1jZ188LQQMdPqq+3fdgtXaWfR8J/ZhpGU6nX99t+aD1Cs9Zp/UFvf93pEC5ZfZZZSsb8sKHWebyN8E7LmQmUQKHWASnoQ5ZZTGCWZJeyvipCLxmbQmMOM8w/96cWEWbahBS2gtRjxDJCMpz+4GVCJMdITVer6qemk0/2HJDa1doKV9jVAidu2P5nka5DwJ3s9+KHp4rhdhAUIbnmbzdMAWWpb8FVVDc3R0XjojewIaAylE3yoS/10tHhPE63YJEXWxi91KQmBXCnSJLL+CbQtL6xwpUvd76Mz8ybjSi86jyYcI/uMHF9PSoXgz6noy+3Py3ByaOa/3tENK+uu92n5bKzA9fd/cB2crMFT/kRuKQo8v0pGmjIEG5CKsgFbn2fDxSLfZKIDh5mtN5xG99MStmG5SARQE7dA3l1yv1dePyuw5xeYFU5XX8IrOKTXklJM+pBD1m6e6gCQdwVXIUGp/BmwRbDFvfQjhpudvhIZzluGaHzWgYPBgyv1DBFH3AEoClrlvKZakg09T1zMJCyDKp71u9GOs2pjDS1s2Mvct+5B7VcGNBYrS87mitmvPs95XhS0VP94H1Lf/mT52Rgfy8NYVgjUP8hPqC0EjQa3XcrKUdtZgUfrwj4DJ22MzFqek+HhWhicQMY0ysXjW+9ghzwq9Kjbu1c6OrumVaImOxbkqAQj5Fi8One+A8+QPMQC9eJz40bNGm1NedYbS92nuJ9P9k5vOjgaWVik7JSf6z9MBgNbU53zQ4Crid/fwm2j8cBwxDYXmKa2MOhcbE1X0+MO2cjfM2ot3HsfAy+pDgbpaZ8ts8KxfBbklx52NIENbW4GG2H6xee/+ta6SqJ7RSqpGE9C8fHa6ic37fg5JvaGUvG9mM6hFkJW+eSdJcx8tBprtepqUWqh/kLtfj4Y8UUKrxouOcRVBU23ZUm68aesVu1/PIa2rBqd5wT5aDZib4FphiQ36LS9v0FLv3jDcksIYQi5ocPp/wpZli9Xk0rgN2kkCdbVNaJe3X1lUcCL1gqjSvvcwIMac+w2VaXt84uKO/hmcUIYnAPhjb7YboFD7FKh8p+vj0xkxq87c+nVOgwMspE9HUh/g3j8f1afAogrhVGfMqXhVKesQesZMuRal8Eolgkf7TH6e93Wfin4DiTYwnQyHqs1DHibXn1/fwR/oqs1IRUgPHTWnsABmAhhFoF4juyoIvq2ClScG7kkfyYL2brIXDMnxkLsuv6UAyfk7UXmTFKuO/2b9NSathJQcHp7MT1RUpClJO/BsGbmEAuypeYGathmAgDnEuvfEVuKFk9mV2K/+wpabVDzFm2EnpoHKOMShX8RopRL8qmQEhb7Hk47OJQRNpFiPPo63Aegr1cNelZznuS9wqZuCykvlJvKJAOe+yHR5FoYzi4n/QgELjUdSc7USpwFYLWYL4Bz1ubgAAAXEM8lW9QwCXGRhhrCZehRDeK76TIwjbBWPK7lefhvKkGKcBVeH9Q+yzmenYjEK13d+a+rdezEJUNE43n3OslFPzCfNJFxUwkmjs0h0U6MG0FcYLDIiuCVKUqnr6xd8tXjeWtkxU5brDk3eLDxTydqxxAZ0p0FS/mijag8KxgQAMoZiFs7PDFmTks4wzVq5CRZmZEVPs8Epue1/CisoSxtsW43Irkp2E+ni7dW80PLBC1pJBkgNZ373+pSE7CoRIO4fJuxsz+dkyEDQ3uvlwx4d/JA/D/NEPchkLm4Rv7o7fPZCV9voxypjNWDARzVduXTnJ7TmLu2tPM5wlnFk6GcqD2DucrBpaSnEXN1eC6az9p2pJs2Pvi6Q0adqq8EA24mR0+IZnjQUXf+wEq6dK9Dzl11eA1zjM+fODqj4kmvAeGHbk7jUf7oMZxoFlGJdnWQO5wN6yiT1gjEvfVm+nfst0WDsopffjN8pQWYqd8jT3rjExlo7wvqVlyO+aKSeClJ+NZSIpFyWSG83G7Z8MFU87VL/EtGNwfMPy+EjF3w3F0Kwd1xPLPEkKfsSAsr6omRkr/nxcGZfIpQ0qIWx36orGbLejmObpjEOC7bNITjkLq6AK7E/N2Qpkl4NnRwNg9YZz7x8DryNmKTxJU/ebtBGyipNTcAPRMD3KwQ5LMm/EtES9ldetQbrSPZpopwRNgxlGi8Vtt+hheFWM11Vchibfr8TiAd2g7BKQGZS21sHDdwuYHu+i5OWTKrznf+YsUzzK4dBZAmvXvcpefZ+GRNDbqAot2zI6Vfr3ZcDJMbThfw2geTUKKXRN1bsTZsVdISKq+Kb4ZqlHzuqE6tzSiXqmcMmH3XbTV8wOd7eIGLaKWqgBCHGASJKdm1OhqDAk15JMu80nLstEORWGvECj4XLu1FmyRUNFkIFfazLn9ydloSHLsAqxQ8olx8AexicJ0IxseblbQnq4xvf6Zi8vYHjZj3AYTWSlo9OGdZO7yy1PijfRlWCcKm8GBR3GwQHQMee0DlSLAY23gr36DxbAqN8iJ7+tK8SdFggawp7aha35R+AHH1ifw3x3xb3Ju224+oc0qU38sTKhOfffQxvXbpNzWHhvaIghQn/NumVQ6CZsVzY3rzfeiN6T1unKOMgkcnBpyHlhBKhGb+bl+pPBityM/z5pG0FQsPAQHxemJlkbcol2wbIr8I+edS7w4p8+d5LiSVM8Y+kk12/5HHpFqblFhdwCry5v72IGWgq81dzsKqlbdSrayDanjMJE1cnwtg/k5JPtP6OxkinGqr77ANdpB99NJCYFgZ3K4XlMLSmRIpogpXLTy6r+BAfz3gm+gME5/8A30gbAMw/v3utCdyxBfx/w/B1fSQuCRhseHFub/3k0lBNvFkxf1cpPXHQQ9cKaemOlaICImbqWIRQJQez+NPUwJjP9PMm4wMIuj7Hrpxp0GA2YzGexUAFZKzOw0K4ZsgG7/eVJ6oEFpN1l+JrBBBsOY2WUhGrIWf+huPSQg4nng08L/Cz+JQACW21kNiJuQ/QBaJwqm7XBmAruOCoq624mmWKjA3YoLPMogkrYxZ709A2BRnOHUjH6b2oLDVqgclNorxzxZfrOeu+pRHHofvFEbe2hCWi5zrchtRo2exGAkQV8gh3Uw6xKD5BCP+lJwMjIXRekLjnL5NBIhS4GW+iGevDwDyBwuZ4f0tFPHwAOULBoGaJYcMCjpfCgIkUhrk6+LDWUi/tHnxDJQG6ZL89HFs9/7XeaKYraJgsDEzc49dW23LYskBACttKaRC9Tp8e+jXld3iV7tBXgwAWTRXKFrb2FBPtTixBaRJlp8UWhsp6BFeNgqbtFK4cCW8xEQrrcOiTpOSSQlD/34DweInrQB667OITodAnrtFMR3+hVC81qj3oHMoc5POY+HCEKiO5pfFmmEc3GqQSgJ29LavsaO1ztNUWlginPTERl8aakQcwDGARxg5ZwlkwJoVraceb1PXUEHxopZjxayzyobIhq1W/9sz3uFjfhZAppMDOsne1h/h8jmJNFdTukjzhxxgYZpTNUmC1wCPk9l+e0IWrY9PZfC6acn8MaIUb0LXDAnmytxuNSKpLZpz2bRhLScT2Ou7ToGY8ngD6GnFRGSFJS3ggJ5espNqtRfRQ/3EMRyUJs8F19UFx2QEJxFSnq7YVmxrhZdtt2OkVh+1NQqf+Vi6JQ5H5NAVVegrd0EWNqeGdvOnjul3DNq4jNrQzYw6SRqAAWNPaFCa41KPxoREqI+3Jj/TILPFRRAr0Vj2pMMHTUdI1RkYyw4tHyAGc5lUbU1YSch3JoL0d8geE5MFCVASFDQ6pdeNyvVzoo2H4i8GGhBsAJtYiweGuaWuHVo8wao7MGo9KBaUO4yuOc204aoJ+WqCbDcCsng42bjtwnccn6wakKUVdQ67aqQx2m/Uw1fTZH+F+1mUFvgGoP1w8NWkA20+sPNOxUZlP66W8gX5bul085BMyKiJwXm2KvlHAgDlfen34tUmqycQLs3ENbydbrT2jA2hJC1uXcy1pCZJWcaJwneOXLMLWlQjwvZP7eU7oSCJxb72vosed7984G/8zgTs6QmZd4qw4+M5AnYhvW9r6tNeWOsy4UUvhh/oN6BTB5gmL4ie/o9v3gMZTottk1VIUtRT0cZ2QcxFsazC0RFUIIxQzVVIm5ArRScPPKx2kkqQWNB4JshEpGAXkquJxqSy5XRMSlfhcNBfNit4yWhYpFj1YWfuhpusaD0VObZvvyi3EyJpE2UZHOuq3l9YtyqVPgCgrWJuDeDt/RT7LdCuWQxhd/J0Q6ZRFrSflTIXDJGYqB/ydMsim3xJHOpDjJeuDx6MmBYbivhqbaR6cQpU8t9OlazbG85q6cr/fhI9FuPmMimqxCUuMnoVBcVNU+azl6hv7mXRfOc83zc8tCCnHiBl0VYowXIKcWUJK0WgTRLugX+xBFw+LGRiDgYy3xFUPouZ1dT4wT58wJud8eTXQYIPCkz5H+NErRqsjrR7+RaPvwfelzEALD8cGM1Q0hmU//KGjJ/lNJy4XZY3cPsfHRlt9urEOrAps+0Yr/Viq3uMFR2GPBBh2as2xrruh5AASUgahd8M/BTvVGIMNgyelESbF2lSw9e94MJ6k18BnvLlIDF/CgqWBmywyRWssv4QbMYgILX3XeGPu77p5/pIuE9bfLScb9jKHiJm2jbE7a8pMAa02W4CjUA0ccgtwiqpRwPNOe00x7QWATao7TseAWrxMYuA0T/RdlL8dUC2SjSGkqoiB96Zd2kJgVLmXNk5/4JmIevXq/jM9+lfnCiKq5oC5vgg7/Zf4WzlcjHVxjXX2oi+qxWHBi4QOOsbfQ7hmNafniAy1/CipcPKQyo+19QdVIZ//hoZndm/VSs1nrfmU2jYZsmNsbIHIGJVs31VAaMWYjqBntUytYcIo+aPekc+tRBHu9E0rv0BzBg4zpiGB+3erPUUoIK+tKLQ/TyKvI1r42i4kJy8Vryvxmn3/a+BKVPOTloJi9YrTnsqfBCI5nKD9jEwfGhEIsBgW3+Jw/rvCGGUkzCjA0jdJEk/jEKCWrZ71H6wD55KT/cATWSUJB+R1DGtZSvYS1R2l2wsV3CKmmn80Um4sFDlFW+Hq9KeRrlHgSRNOlGJNdrjFKL+lX4iQABXl0bXAKuDo25YIlRDJp68I46GFhYGYLr+CLgYKgk3tWTsnDug9ENLeedV5E1JNgMpdLdY+5VZJOoweB+3JYAlqHzO27aoLHTV20SE2MWiZHwKiZZVFd3/qpW1Eo+JHFVyq19OGTDUP6d2hOk7Tm3bb32qzi28Ndcx5YmQ5giIruKjhVU9mzZEOuf/FkM/C1Hiajt597QqvAIrAQyLPOeYbgPDo2FW5x+UWgFF4++75Hm6C1JtQ+nwB30kadL3ThQL7gbXEz/JoEAF0o5F33EDXchWItjJUr+n61xvqvhgYcguiEjYtWBRW2NuBvMdQNzdqGCTUzZy2V7rZzb/j+rHWnt2iLYWJ0NuVTrWZ1CwER1cirUQicM4BIFPg5wn7FNqtCMGsIrFHUwS7w5GZ5lf2+JpA8BmijAUkxE8o6HfxUKUCI+EAu+incKuk2PTfeM0/Ty3OTfEgZoftTbfUHADm9k/4pG4C8X/IVquBGbmudVvlT+64PVPJCMHosQrggQTpNXiADVUugSSNDOuw91o1pdPCyqPVoi7K0MXr2cbMAJm1zZxchLcnl8Bg32lSJmH4DJCAH4/Ubx6xn55s4uLY1Lmq+imy5dpBFsTxY4bwrvST3iTozGKnEoHc3s89aMIiyA5/QZt0S8q2Dfid4/3+HfCFaQPoj5pugWL4sD4MjZh1qCI4QsTPP4152zd7FyPxngbapfR/MlE2UJIhp57QHZdqfrIbBY1XrngAg1tOdOWwu2GKek6uL3QB1C5VB2PH8KGDcEoBuT51ZpDHuFPLqBN2q38rA1WUB32R2tmy025VgtwFyaqFK8Lbey2aEbGL5lAz3L2yXhTh8J2G/QcEvWqWA6/YOxFq4ct38Tz/EXkKgrzAM1U2Na0gfnt6M2Kl2g895NjIeDI70Fz+MQhwKUvDnzj3Vvj6I5HlxA4W/LTUi2VU1z3syL6b7ef/95W5dA90/KXtfnZsk4G6Cy9o8ttG0x78JEeteFOvqKFFrgGNwmLoQdThZvZr9pTrmLXL3MGm1OoWYdBcZLivNeyJqpnVTUFY0fjvZV1Dr46GdmT88BsQdOw3ZaAD2U5Nb+RzsptGZc28SDjtq4miccAREJ74QA/cvu1Pu2ni+mZefQeMXawIpxgQ0ntAFhT0ouMMtO0oaHEkIMPblK39ORe+ilzJykjSDovjccLqXWgjGhyRQRU1cEUvjwBMnybiziBFj/nB5EsiRh0KIY819sEyJKMoo9fJVF/L5AOP+6063SgMox9IwXc8JVXOz8cRmoaa4DYpVKjdOoyFKLENqjWh5vZjB8I7MI62xAVay1AP7EM3UXRtrq+FuBrIlcOk9IUPkTmk3bRe4bUpPKW+8QT0oGCG8yEE9Z91PqBVhuUagnwBG7qo1qINDJIu6s6vWUQCRXdftAN2SHOAhsaylOFbiP92YWzpgigSUth4aLuQs+dhEO7xZrM9LWMfdnfu1dXHZBPnbuOtefT5pxN76cdWkr+M8BkRF/qgiqzk/GeEszQ7CUJ6hABKMZD7JXulu0Lskg/eOCsU3nxK6A2bY+dJt+KCaWWCJ8w1jHas5zmHpTXrynXbu8utdid+j87+qNb/voGRj2npo6XvZJRcBWcQYSJD1IlZvKdt5yShgAGGhngL7MjkgY3gJksNkrwwBTPH9lM7xXoXLXVIh4CUbCevtPq+5gW+fifhCi3zEZYxxDfo/FhZVcvG1ouNtbfkHPSHgw3N57LDvgEWgtW2/ukyGhL7noTJ6B4i28ADSYYabfQFWH8ZQY61yCzhZi6/hpe8+qW9BOxDzApD/NwxqH8pWsNuXLE5dpQXmYU/N+JUBJbrVEbRkkrswQwdtRVJgyD4wN88H9hRDlOQ7AoSuugSy+T6vqyKfcQ0HqSylbB/oL7rUKuKKFHEhukAGCzYoFoq4O2//52XGr7oVBTA77gxsHhDs8utCJ31tw8IQLO1B4AOMmbwbuoRO1FAAX1QGT3Hb6Qd+wjdmc0hZdhAA7pCLEVw47t43ellJP+3W/YJghx2qB2AmGkqBW3urJfVdYJB1sRL/baSZ0FQ2UgzH9Ou8ZSugdZZk97lq2dW2w4gD0YjmuReE60Avvxwy0ihsJBlSX4bA/hZ54koRisp4QVVNQg5cRwWVCX5y9snIqPZBBICO2kSjatbhWe/1oMqMh6nyeYTods3eYN7SdisKkxfzwvr5lWG9VYwRJ7ey9ad4Vr8y1LAZKtJtNlFG31zQTF9bdnZjPg8pDj2UQGLkr4D2h4C9LI2nHKORx4EF+6OBNvTq84lKbbtKAF8Bm4oZ6e2NzWtOTnWQQeekvlIegPbof1IeLv8j3caRc58VTy28yOHEIjr5TnW5kzBHDZrFUScHcMuIag2mKacR5koOuzCoZ1NP+xRe4lymQhmHMfbBZ6lVJ1Q9vjgCDij8u8I/DT6Z0RZF3Ixzk7soSOzK1mdIXqqz/40UTohz6Xt5TEQ2wwgRBKtTKMsRa/1feMgjY0acbswuz/CaIFlZo+YXauKNoCr9RbFrUe67Thr7LhPYcxIvCwzGtNwWvzadyy+WCwT984GZrWtIAC7CsetA8a1BfbnumzTblFHaIdyFeIWoWdbap/RowBUFSNgkJDNyyhPpd7/dTTXjNb8MLrHQlnbP9/msGrpUB5wRSKOTSEh6RyL9odDEpN7f/+6QYJ+SVcjAMP4FKIivj8Tkvm8Ifv5kvO6PmfBHofWAiOimfX78QOa5eICGy3kcfk259c1ybDboyQb1AGzcT5eKpKBr4PFkWYhYtAe3k7XDv17yqibLEBm2hcfIt9yyuBNepJYGXQ9VSi94vu04XRTiYiyC9lE1nx2eCKM5ut67V3EDQ2UuIglOWcDb4/Fg+3o9IqFPkuFKgJQATXedWbw0ZZ6PzCWUqr7Bj3hLuldv84tGhk63dCfT1Dbh7Av17MR6kFZQ0L3E/fy5yHRd7wUpUtdB++GGFGiMxGlPaH01StJHSyiBLEdfSDFWKPGh8NWpnIrPTD4vpO6cBb+I30Mo+AgKyDb3gJ/VGlbGzc0ntNn3FRnrEqmdsBJdAhE6NpluSAQS3R1g0/ebdPEbWWRH5ccsKAN/6V5TuXZLyS6vNNiqWlwEhscWuj7Ksdww1xTwc4XqhTMnXd3x3laUZd1FluJjsCpu5xsKVkzhH+ckOVjmHIiw1N9OoworKqSYDm//Gx/OzdUr2e2DvsiSr0Wnibkvsycd/67zwUn0p7E1vthzL6yTaTu9psaqvt9koZf3LpRGNJOQD3TTb3+d3fv56Hc00cvV2tVXlUr6ms7n3lWXYkl6d7t5BIei4TIevmPnXa7DAFxrugawk6Mz5nmfnnZBplxDNH5lFPQ3hAncybZwBIM/MCmlnOgokXq8mTCQUibYqG39KzCBoTczyB78un8yGEQK92N5OMYHBByL2rGTvAdqdVlDpx3EFtWjVwG47L28GHIQytfZE9T81AJoyi/XYXAvyDBrLFGU0bdgVtLYjKaHE87zSHfT/OpTUI/BhehMSIFpBIhq3XmObQNHOIayy1k20GWn0DkP73J4CQytSTcowujMHI99bj2KTQWjAuF5kEp6dn0SSJukhXlP0oxZea8EJHUyPag/d0p9uD3Z87NLHKI3ZbJfNGUsfy/4d/uL/bVaEWtonjOduary3I3Sx6eonEgeiPgvbZ7Fh8yU2eo/fQ9TaXTOHogAC/9kX4yFXgrVvqu2EmtQ/Fl9VjukkEVTBOfF7A/CeyGGVNUaJ/FJWhOZtgHojQWc029lV4AwWdueahXzs77D/VAYjwkEOooxIK1ZjqK2Ixh4W/KX3E4uLs0sW1ddOWpJxKtgAHKTyst0mD0s3g9js5JvEeTrbQ+vUIOuN+uCw1F8p7vzEFEnXL3wq/cLKgjr14t2QT0u8IbKR1ndle/GHzI4ZKp0YGMfLPIu+gAOq1zuPuvJJC1GLqkol8zFzfVjG7N0RR/G1RGY8u4AETkjPFgGC6DoGAn757S9I2OsCIFnmC5aaXuV5/xKGkAB6EcNsLQe6lUejWrLUAtq9fVNTdsoFVU+0ckC+BMp1WTA4BGWyL1hqASR7tkQr37WiXAPVDyk6Y8thnq8esYdAZSjgSw6ca1m7Gy5wDx6ae6QLCbfi0hK/jAuhv1UtteX+HVzxo6UV+3g3s/3928Lzi0CFmPadHWB2ngGuLuld3Sx9zXELyJjfd9KXLtoxI8bGi5hGU+lONzmUcMrnMPgGi3JeT42B3AA1tU1KKRf6JfjgL0wHhS40NOfEhCq6IL9NiHcToGGqha+CWoQdmeN2ob2SY9xumywKR4Sd/9q/DC1G7FuK8zGZOehe4CgjtJ6ffcS62jYiBhNLYVkcRI8RVWTplNAMf97CCp3aOrCRGM9xGi6qa43KQThLh6JWqOHSruOwF73foZaaY276QPb/kSD1KBLGx1HCR3z+DecC70T6mPZZj8gptrJQe7+cwgUkbN/tykuTf+YzoP7uZs8kQON6Dua/kxAAuA1jDbTdgAeUodwheCrVz5FDpl2VGlHMFGapKYL5pBDea8Cj+0ubqmT/m4PyxS26/chjt0AVPOiEKhRvJJ3k+rYb1rQoBHJBg1CHWP7IpzYaI/44wpQ2GUO9SsHvZYMPZP6JZB1ES7xBCRLqVU1dEPX7brL7B+ibMSaMHPZiapP5ZSiivIkVifWreSn5jbRsuMfIic3SWDNJHPizDJPMPV3quhe6X6YABZY5p0YdqfKHjvCFq4ThSPitE7KKBkSuxhJn5FIrI/LSnarO+urF14/qjRMIWh8+Q4tzf+8mkrtMJd9nH85zSYx8MBcLYsfVXfK0Sbij1pwuoGVxcBVLxOhwsuIb8s086mcG7p8v9KZCFFEpe/U0Y5PEEgf+uLxrfewQ4cBfx/tXXTParaM46ydL1BW6XgBQIm9JO7n/2eSSUZGEVGo4bS5iasqgxzBPAaYQoRw8wHYYcFGbG8uBB0lQA5LyXZIOR9dOVh4X1e1IWIuodViFoMU2nEqj7qkRj+0+tqnghA0sVFz4Z4H6RBttOUnTu7pWtzvNw45eErIpCIBBb1enXtXdZYHB4yD6Fon+FpWfkAuhFNDztlWSYj0RPUX7DJYq9WREeW6JzdB3X7mZwm3yP9SXoBaLB1RbdE9p4hMy8JAU7TmZNclY8u91p5Q4ZlsKCrNhIlC05YGDlsD+AE3K0hotRnQ8WCTSKCEYgtccml73vb5cQ9Bba0nVdwYe+FO66tgm4YlsezzGElwJs2HX2rRYQUmritg0DfdazoTeATvvCfxXGFf1t4AIDcPh6NsyPyUY9XFh9heypSQLFuEEwbMvyZhmivF3ryEeBdZnJ7U0FweTXwpSDvfl1BJHs6sdsSO5UO7Di1HWlfH+7qlvWIb82WOr7u8WVhjbbXi0x0+5erjDL3b3nfpYLBD+968Y2cLV8HSFkDmM7qeZmbRhQUGY/XBgWfNjnc04VxRVcboQeSVqKXc/Oo9IM24fQPgiXODPsWCQ2up26o1oFKA2DUGK6be/yTC1+8ECqXzTdEbf3T3Q0pRQ1udWlJjAioGhnQd1Ytqxix8ViK0/dmTumdtbNmBh5vM4Ab2fv5WjJFSnk1R/gZgFeJjF+VmEAWdJkA/WCpP5A5vGvb7IcgN3cxkF0vdm1VhnPpHgrk05E3VwGpio1pf0qqN99s6/2yF6tlgKc0fauvDkpZYruHyHDcS/l3ZeYMQYixd1fyZV3ZEQxx6Xhy5XK7942tvRIOtRhQIDgB96gd/zNT8KKBftdSktfQ8Li732DNc4nB8mreCBxzsaakPGGQ880PbeDfgx/7J/JQNvPQz7VBFvR8HFzdi0PYAvUBSytDOqyLE30ZFmf2ZHnxitPrREJBue6JH8whC+355tk+MGm8BzhWk6UVJLTQtGzpHUq7cc3fJ4ekLKl10d/XN4IHHOxpqQ36DZMcSj7yJvPxm5Z2bCYhPowiWU9b5+Ce1lSstFTpsWIAbdMi8U2axSY6LJFgojqs4nOftK8qL03rrTwxbraqr12ip7ccWqPGmIxMLcM4SCsi37DY6fFSG4JPBTQEPs0UdBlU3Pr8kP3HjOqMupMV5cfMUrrFdHhWS/JoW5JhOMB8uUPIJwo+z16y1Ig9nKtTOLYtBzonppuPonV3T5UaN5F57IH8wg7mDXiFFwILEGF116ivAwrrPpDJASTTn8jy31XF9gbG4C2OgO6D9GuzgAVtuEL/4c+jE7goe/oZAV5iZ6Ljsl4GSkbKe83X4oGpxh00hraTPb0DrO1jYPxEag4Q6juvu3jZjPZwzsRePSghzohyizDi5SY97RGc5OVHYKtEr+qdY7bB+DReri1/OhfeZQziJAABhFhBnWKtdgl+ZOI9N7KWraehwsyRwO+0k2Lm8MDpMdq+gb1jLNVIdNZBvdi3fYSBVcbIrCw+vboQIL9rKNpjq72oDTLaX54J2GuXbmsH3UVfAl5V5ctWfbbxA76COodT3iR0AUJjNAnNrVpcTyVdf46xWJhI/P9Vcs8LUhNNRb5MiC7BLAAXeT0M70wQo52mloNgR6YxilKZ2yI3zg07+zoMl6JuKdD58Cv5UOVrqai/1N2Mp2BU0Sk5HthvoifEWtkSbkFb5B3jZEzezOuoy4gw6HlHkfpGDX3y7VbsFq50dXcXT5hx1UzP6LPnnrC3N/7yaSy78U6vGmSSxFQdXV1VWSzV1co6qNRRVLv0tjqPirrV2kyWg828VUQgzGMVzh+a4grbBV8vvZp750a3z7KJy3ABDuqS+c7X0Z4gLt3vStGDA1mcqaMFeSaFjlEqeq0Y0+AJZmMtpLwYhMfW7cDSymbhpqg4QM01TGifGkkB+gt+RDo7GYK/L6n8FpvggKp/HP1YMbZTY+Zj99tOImet/Tb3h+hzBrWupcaBuYPPh3+kwxm54uOUaTdyxPSpv0LBT9AlOPaA4P18BbZWWhbFjxI2OjmMrs250d0GmCcwQQeK169UsDkecC+5366V5n+phdxqsflPKHxxIfU1JFXjTQkhz6nOGWfCo+NsTp6g7QY7csJu8W99Tv9IyS7SK7EXSsleVejqrKZP66LnHeEY++ReEST6OT9JWMPz89CSSRC+eksnHk+A5Un00fiXjYNdWBX/3A8LyAtcDUTqB/nNrUiJeDeBMSU6FS8R5CszNw0dHvqmCGfoEn6pxW1Jz/mgKjED1IL0QaFD/UGibjxvcHakmQ4l3hKHcN75+1PXy7HUDBf2xCWtui3lAuCtLteh49TxBHE3/9DTV2ValEskP2UlDY+J623k5AmeOieOvy9qX49Srs6J2T+ZRT3qdcfIA3s6117QeMeEWTcjYOiCzHUw+2rvhoPKeMKI+GpPPozOWD3AdYJkNREEWKuJGAYWnGV6DMcgmOIhegg+1IYqfmGJKmGTjfabWIZazvT7HLtD71Zu26DwCaYoaY3763nA+PP7cCNUHAbN0LPgBQXjQWFDviBPeTEg/ylOmeEC/BDOZCv28Ke4JKzRtgCG+vO24NzA5KV9qgyPqYqqFcqB3oYoG2B2RcgHwP+52qsjZM/x7C8UuLAQCY+gg+h6BdNhNL6FuX07q/FQhu4SGnH6atON6RxvyWN1vU5bsQnYILxLqks7/wfsqoeoWZwBPgfhGCkMI+QVCFlz7WN4mu1pdHHWvpUOXdyBBD/fBWsbbYAYnqXHwaluJQwnfTaFDGPGIUHsDQ+qfodkaPu0SesgpuvVEckwRx64zrv99d7HFjHbPjQlFceeSFHHQPxfXxZcaT+uQbjJDQtOzvrNRgtbORUEN9LdnZ8eQV8M1iyaj98oxYQFe95UWlR4gG6JF906wvPJ7MknfjIRQGjkCF8/tQwo8KKOSTvhdAd/QH6+nWElJdKemp63aOPr5QjrOtc0XSqSGEJSwGJ9dTOlnzbwEC1zPb7lkbbI71SYxB6mi7EfUkv0c7knRNyadjz5EvGs0spH02hqb3i4JO55QzFpVWpI/874SSGFXZjb3DijCzTfxPjx2EBJkteaxLEMpY/kI7zvaqdToX0cxYHRjdfV2ZxXKvzx3bLA7+A+s587+oNuIrAFg7TwHR37pDXi9iAVQGw+k4+G2ie4dI2/+COwFyMWLb4KF9Z7hb4QhN6oGDC5PsenH7wNucbQqjeNJcNBZeW13BauEsFq3owpHUWs2LSX5+WNsk4sHLM3x+IrhPZPK+YgTD8bTJNWesO6eo7/yfza7YJxOnMJ6RfnsMHZLi6p7TJg066MtccvfndIjO+u98RsW5Fl1PyBuv2k8eQZoxkiT8AcI0TfSmhzK+6ciZ/H/CtonLAMCgk8ky9xx797eYZPBUCcBGwJsuIgPw2R96BTgkRWnUMGVYYsV/kcJ62jhDX46GeQLQ4fQ8DFd3fcFD5Bo9/jCSbF1Weut8IXdPiigTA/cI3WH4LmS5yc0Fpn9SLn4D55zStsAQWxvuJ31n5eVNBDukJIZOmHY2xEUv6owGniPzu4EdIAuQSNNqeF4CxCuguKDboRZq78k7BctyovEoABtyWlN3n/hpS5QjIwAmBX+gSWrOOC/dzON0YJ+2gFlOe0BlhckEYnzXcU53pjpcNz2pQD4Q6gOrBOQAcWz0sTq/E9x861VB8vbFFQbu1EH0BiEekNxF/FFHh6BkkO9u85XXUwzLfBZeyI74Nzg5luLcvnpVYugUoKcp0nXtPnT4+mwABt9wAAAG0JQTvvciy2r+NKswptS8DvXCP1MbHskpbegRY0xORLBXVee88q8h6hfN91HPtT+4Gy1TlYZBwAuQ4g5GrP3RPnsRusdNTxyc8+dRrdnbObw6IKGuNpMbSMw6FFQN70Q1SAaXugzfehPnSmhnFUjNal0E9wCIb+kv6NZdyVR8HHdxZt5selb6GR9OHkSKpW3K/nMgj9NOFESiCfAKStbpgB/IdL2w3Ao6r2O1KlEakw8kfCud0MJaxiarMvudib8ZPp290VNwuWvNI6Ti+7CtE1wbuYTBzvHZ7JZweuEZvVl6jjTnTTUbWwmkz+Qvu1SmMyQz5belX528W2+q5n8Q9ypkSgWe/aKTsZPh5lxH4ukmH5MA4N76/We/3zxb5cQeSwca89dl19L+/gNqd2OKlWRT2Lqeuer4u4VZ/Ep5S+VGtpdgF7cebPNl094xYx4GMK6cVIW6EKXasncs0xuZLvPubIwOvz5ZfplsX+MWQfNLB8VEzB6oYRQr9AGVptS3+ABj4KNkJcRWKImFFURjcV26EISXn/RNfthsoeVXP7AWZ8lui1yB+o4Xw9+VHnrZ6Eo1n77SjhtdmiR/eEo+uFyeu4nG+qzyrD0e5fIU5EzXqFJctP8CU0oMVDWKuWm+fNRrTyHft4RfhFRCTltBTLjndsoSTReqDW0L4DwCwRmXjG3Ea0zM9ESXfIPTtAtMiTudGHJuTZ99kPO50iUqA7eEgOXr61zV9tYdY87H8FfXf1bmRtK4sLjVGCMf/4Q8stAdTCss+ENouwwI8ULDXCfyAsnH2KZn4I7Crlm1HkSDGp45mZh2KCLJGl6yKsR5/EXl/u8ora/d4EUZR/l0MtY7B+jOQcEV0Lhqe0Lm2dZga+1fJNAOmf0iMBLtAq0U907FdqZ0ZFZ3D8HBrBLDBQVGI5zrBIdJmQ1nbT4evz6julMyYL20XFMosXNU3m0v86SWINmNZnivugiYWHVl+KguKBq7ziehfVBgJFPeR5wCVijuaBC2w4nuV+4/G7WNPmoLLtcLeA/mFoH0/y9pu9wRavTDGFKvCN6V/8bqQHij+0zz8OcbRrmQzjejibiEacN0BfKAV/y7PtuNgMx2t2NCI+x6BbGGy4qAMfT2JqF0KnkIcoaRZvR1giMrwAdkIweMeDTrBNB6n2QWw85+E6PReHu5WTVeLPVCXyB/xcFlcKhRK5IRfy1mqhjuuTfW+Qr1flrzKbJWp6bbDUdkGIPg65bAG4RXGQJ0BrGMAGceZJD67ut1tm57KY6my9fL2feOTTB/RgcStWxMkbSybGZFnJK6SPIbyqn+7/hPewehVgn/WLukERUSwaPllMg/bemIAScoSoL7M7Kh5vd8SEsgxrwJnGd22bbeE74Vv08hin71LTeoxhLj5iwMmBHxBbHxDswQ7vrkpq7imbUIQDTxQssLaChfqus+OwnjVMSGdQozyVyrvSQAFhRGt6mxq7EUgYtFaoTZENWwgjLeCODzWU3xv3cx3wENHDfOOBrnWMHWVXlUWrm1GgtAMD9uPuIR/87TVig+GC/CeJ27xvWYQ2sevZzvhbzcr6bSbvnDYO+kiakBSFH2MUe1x/6sflHTGbAkt5QRh4VjPh26tSQ2cF0VB+FEt690+DPToE1mDUemHLpbsOwV3itTXf2iQBPWeufBYiHY8TvcG9CEMF6HpSLlENo0F3TBQf5zZlcMtyTL66sxVG4FXaQvNgqSlB9qfCD6+WSEpPc/ghOw8/atHeT/3/ZYJnssVmXjxkztjmc0wzv0QQojaHx/IvmE+X659htlS+EIDDCece0mv8rF0Z0YUHTlIbaurp/b/TxZu4m43iFxh4Q24YgbffOsox5CMk6csXJ4atfzG5rd7K7EmGCQZdwgD3kkGmiJ5YMDQ4dKX4O76EsC2FfJKagXqaaFw70nCXyf+M6e9G1oLt2yCpA/TC/PP6soc2SvIMS0DOgRqQjaAGj+Q1NTEBUPA36xAqzKMm3aRQkcEuPFcUonSYYd3tcv8574HqdDw8N9RVEo0mypGgQzMWOdLGN8aHgAg0W2RLZAXTQyGkBbAXH/1oQBJBJYNzAACj1MMgreITXCLLi0TYiOiFmA1lDkYnr8JMUUI2GhKNw4hy3Rd+h4Ki4YISoxMDXMjbLOiwRG9kW4FJd4q9bo7Uztk9gF3XuyEhWcljg99fJrUfrh1bKcN1KxiqdP+hOOQ9JNQIorgDX3fsw2ZThuo1xR4slJ6CrP9wU3jMfwervvNEUi1UXGAGf8jdVWfv+qLnmqPhcmKaZQ/K6T6nJhcGsjO86icTNqvnVm7bsiYL0qE2rYtPyeONWc/bjNKe+lyk7QfV5z/tTTaf7WMIodKk6K6hz5t0+V5cA0xG+jvBDA5JQiuJl22THhPhLK3SGIznLNlaS18nSsIrxPGNYT78mAbraGfguvmiMgH/umZSPzUbwGUwzJeXhjONkWJT/JY8JDcT/HJ9UAQsDwxE9SyXQkIDvFkFGkXoMcrw0MM+COtDn/9VrTD810m1BUPQjcAE32lte0EjFLT0uP3EK/MCD2n8yucfs8YX1WIEuFELuPVZW9YN900WjvDt/d5JcxKm0ddQPlxB1Eqo93iYth7E0orh8nGGCaxHPzerHjIXkhK+jp/e3+HuDmlxcpNhJsl6FSDY1B7E7okC1LrdFSeJ4GJ0aJO5MchsoQYHyIac0QBiPlGNSIpHYFMoXqwPirfTrPnv75kKcx/JzURSrqaWM4Ts1xPBHG9+4jQF5gneANUHZfjSBaukegeLzfazjbuxCXF2w5bIJ0vaoUE+ELVLh5Ryd9qDo+LE5+P6ed2FDgkIIpGOzCU9JYdH6SaGRTMZy0GiYQSdiC8DZuWo/996a5uj5drOtenEGqYGTneuxBAVVeh3gdLA/3ut/m/NTV0uQDz0ij6H3bwztix3mQMFH8sOif49LVDOpcz9U/FVg98R93zuw0VjmInVHqjQaLdUROr5O/5TE/YuJLc1jPxsfnj8YcS0QXmT+O+3ra3Efz/hcjgq79r8AEyYlWsJfSRE1qW1JXz++G2T0UEdRmJNnz443c3qb4q7DPQimYOb2AO28wLtzsq68j1B38NHn87KmMxU3SDSMLZUDFaUBdhzFsyXyICaj+/WVcdpeNRV9oYp9q/+DJ0C6mPdKsILKl6TTmbtNaohLJxvUIBdU/zoFu3pE9urplW8zKa2qxXr4uozMVLZyqItwrrA1UFOBRSLvR/ZbnQk6xr60Ji9Vh36/rBEaj39w4oJ3S3UzDpyHi38bjDHUuuXw9cmh7iMC6bEywICC0zlONhKAdTOUuO2DBG44HvtweXIIe7Rk8oZqAnoCd9h+JxRz022RQYwWSNM67yjCOsT8pdb2ccggASVZ5/2HBCYhj6TA29/V38WhjFYKhwVxeet6ANjrdwH4PyPGbSyu5bNBAW75fYUONBvwKBgReOk906qUQ4Hd69oAQSvjIQlVu7MU3LZIvzTm3SQwwwrt3hA61yXdZIt0vbUc1vz32evOaLkAj5O8R0xizlrc3/nujc2ZYYJyFgfUyH1niOcj4V4rp72TtVCf52ivww6ErhuoBk+lGgxE6n7lZhgtdIKudiGB5aS/D+3RTULXRwHnMbeolUQHWBeZoDr1MAir8ZdwLrwk1C96ub2NMDxSitI4b/N/hNZ8Nq+A5w05VEo61jPSKaK3Pug4alotQCkOkHYeleIn9t0+djcbovawqUzslDmOkSFOK2uxaAtqVPsaVqUc36PDe0RBChP+YQ31kMISF57tX/90h4mcs0MI+rXPyZ8fw4LPPe0lwX+xWrqBjjT35huaYVsVb1RQR8Jue/TdDj2tdKUxt6glWaxeySkfXa06Pe6C+ev6s4zr3Sjrb5XH7v0GyCgID2FM949HKileU0f4IwVW55vQSZqMdHssuPAm7iZc67pjsAAAADuUAu/fVEJNKQcQQ+r9XyTWBHQjSeKIVDS1YaC8ynUHOMo0V82YoYk0Vn7pXhz47VQUMySfqDQl+PxRWsIE8r3PIuCaTivXV8wfUgZcD4flVsq5Mld9d+iFfqFC8LxUpsGZfEW0d2KvUOsx0qBdiiAgbcvD4ln6Cxyo/ppjHp8DPzpvfjPno13NcezyZjwu4xXzMeqTBux7kx+s6MFUAWccmfN+ZKEf/dE3WxZ/vhEJGweTiI9e6sFMSxcEkt3oVJ18z9blNSJ7+3vt1bLytGR9NqqR1ffyvQdwc1V/BBUF4+F1QuTr2xgXAYyDxfokIDHpITERCjLA4lfnR1qACazQK+5lQNywcw0tubedg73kWAJDOmhkNY0AMY19JiUZaxLzDv9pBOS6VBUpBXT5Ewt3Jg5J0WhzI458cEFIobtKcwVnVKhw+D7fnPcl7j9kwNC2p1UxDeG9zjDY8VYWKu3wJPNHwst/RmbsHZ+J5V2MEqGuVgs/JpgxVPgT1SvvUUoZ8NVbaRQvbQH4q84fQNoqPQjCYxjbSMErBfQo09n+YzXc5VnD8JIoUcmKXUoq2OUAsUVuZ1CQnaouozGzT2QnmlqZD8UMhZs75sg81k+wAilmPm5QHedLdzIFEslvnATpXqS4/pqnbUSPUB7ZU2GxsadKTDh8mDVHzaSR0qJfMtfchuIJvxYKX3vx9VDxHIVFDV4XVNTH2+Wg8pOT02CYCEFJAdYGUX9au1b/2tt30ek0Imkqc1dtjsz7v/6PV/hkDpqv2yaVirNJLh01733ecx32Wcty5ADffHKdJdnBYZf1dDBDN+kQ80TqEwxn27v/XeJGZJQznXxkalMwnG0cKyaHiR8OMDqgTIImhx26UPf5ZCzjHNw1Q3MEstUABucv94aN7hdGlzUf+I1mbUgjAMWKhI+B7hp1v/zVUd96qryG7PxdjRa2kMNQ3QbASvsVEGkMI8b1w7KK/Wn3tLnM6hcUoxUmz2K67EicuAdJI77AQdqAUevDQmvlwpLWgluPPkjCji+eWOa0e9syflzqJrIf6+q66QyGVus0OwOFQq8aW0ljGZtvzeTxi2FtENn+JC6s092DEzyO9HOA6W8SscawWO4PDKKNvrmgmL8ScKpixv7nZQaDo5MT3g7/ybBiChw7YJsa152FYoF4DkwDV9wLsBYvpx+SM2O7xW+QD78mOSE0RvIbPxs6+/QkLesVNji/P/GIOhHyah34e/1NR/b4WwciqiYeJ9oDE7DP6X7rkR4e5ocHOosD0oCWM5seNut4MJ1ymEXr5Yjb0om6EdXlFoXVvNMQTzzJ9bmimMp06SuD4AAAdlBJqelhp4BfEuM2aES8x6T+sFIoksP5N+RKowrereE2dsbEEXh17K2NESqOo7mHSFcZf+Oy+gZmoWNULJQGAH6w7XYUrEwkokAygozf2iViwosLuSXQJyCwdfjFYJmGai/X/M5591QPRps0ZftgxLM4TK27IF5u2OG73QFBzYvKsQ7tZKK/Hm22nXKm5X5wJJD0tVZkphHdFaPIrREee9m9FVwFH/8jTSLDBG8BxA0ukO7zHIe3ZVxOYwAJ21Pg40JELgkX6k3s1BNbl6zFb19aMSF61hgudsJrFPgKgQmOmV4au+u40BTJx7jNM8OYP9dKdXp11xpMaT5cAqD71xBBEKQ1ocHJcAzDozR0bRh9Hp/znsy1yagKcKu2DWLg0rCGpvI0/f7bw7Pz+sF9igWo7d4RYD4T7Te0+3ggPVQCqGEYmm4ga4M2qAEoJYbELG0wABzi3iiIrgClNgfmDJ6QkdWXNnMUawvfZruszuou+AKDbWF1wHd7BE1wgcqmQ9exNsUfvWtauJnx8lSwdBLrGQh23nJCOiTb01g7MLQMjjFmsAAAIig0r95jk8mFtf0AIa3Cl8UeLO6UqW4UbVycNievXmSa4NTNbDtHdyi6bRos15Z09x6l5b2x03Y2wCaPD/BBxQA+la+wtPBlSP7YwNl60LaZbR1F1dWAZk/Btz01Xf/W8XVIUxt1FVr6QD2MabgbzQn/Hv+YhDxcYrWcIV01vicZ53x1ZA/OBZVJwZG5lf2+JpA4PJGlpjKE1Nl2PxjJdK0Obmzyk5t/NS14ybweIwx/29CtiXsyLs3sQXfkz639qe1IzKnD4lX860THKLVgKMEsb8kfKe5lmZO8uw7Awv70cqaWhiMmKxQHJeS7JByPgbQVRxMImKsnXiFfVddjaBShWz3UwX9EINVxb2YHRQseGS3HNqWDmWuewUxza5c9mEbvSLoHckVrNbgpwvKyyAAEf9cEZYkIbGO6W3PA7ULUOpQHug+tsIcK4XzeKO6BfZsTXv893hZQtPpc6COOydLIVCVPy/zubNxjFlsOwS1FKsPQXYXBd+BQNuEJuhxgdVN1LONrRkUi9DEfV80gmuEaQb7l4i20wf1NkuQkov7A76ygYAAAAEPKlmkqjfaXpcvXdmlNvbhMJRnKwUUPQUmEm1xzXP85n+eV5Hpoe6Ra6a/XZkC9JRLET53BKahA+hvlUtLB8eO2N+jJ53lkj3PKjDCCkr+A3wRSO84LLxpBE0kKqeBoPce6qhTe2r99ADy+4nkdsa/9O4zxz2/xKakZRE8hmZ2xRVl6OEuzDean18rpo0RyRSTX+Vi6M6MKfPaP3Ed3lfx2zAAie5b/jSTeKmL4T0OXUi/spVqA4OjwwGb9HvbHmSi9ZrvGba8aPKhbUsokiwp5F+/Re/wrhPt+NYZuhsUCF/nYKGIZHv+CslAyai+sm9jLuS/iqn4pvJiLLR2C7kfcfDdzJEbF3Aeey97pJM+G78tEnypb+JUmzQD00+GnirBb+QsN+QEuf5o7Sqt4+jE/aWgy9YipICDkz3nOOCvGaeYy9MODJtu7iFoz3ZVKmgVwnhBsxt0zTNyg16rRWWz3LHy1GoO3606UgqTINjgLhYC2jGWMtUxZG9BtyASI/qaWZfXywwogorg8fJW4RwYOHkM5dcRgAza+ED30EIgQx9Zt6PMsJf9eMjBB6IEWRsy4izSACdYow3KnCYZ9wf8SsLXs7XvmdN+g0yerT4k1Zrszn8cfLZTYiFITZC6ngVyKgI2k5X4SadiT9ZSrAxrhZEU4U/qDuYGGNe38PtMLrUyibHnyv/fGdy46r41TmZzV+4erYyfcaU9QMmzL2LhjDufbh/b9eoYTcyrr2JLm1XqGfG9q43T0Kist4b52aNdY48N11uHEWz+M0/vG8vxO5QMTFN0N1t0A7ykKhGhxuT1g92LTFfVAr8K++shbwj6xHtr0wb91PNnCoTqJdbFLKoapDM9K9ezGYZ5a+q2dt83QyraMs0cajn6ecgBCAbo3GDPijQE9u01AN8CXIkTf8lHu/MX4woZJyOHD3btXOPUW0bb1qrEZai7ffLslIqMGr8dcH2ltzg9lBJLzI5vaAmrx9EkfcwNghkZx+RWrOXMAAAAFodqpKldJr7EDrB9eCfguFp+Af6CY8dJMsXMWPaZ4U6Rywy1BKWAzg7syIMj5+/olqwCyFhWxdHOjCUB7SkOAAItjsrPUyI+gcUh4im2BaRTN80d6UKhHOjBRK4xQPBI0ttPpbnkbSPS7R9Az0PhkKNCJ0vhTz/FgO2+RuCmnR0sqeF8pFE9Ks4khcNGZ84oJZWiBF/idzngIlyELIvqOV9qA2edDZYz/vYG6uj+FrQc6L3pdKqsv7fRDcebHbTWwP9iE1YykDHpQVRwHPXoa80SQkhtTyQNyylrt6C+udURJ66/eI+KTGJA9nGGL5oyqo62SvkBVM8lgj8znY01IToONFSM6Rj7DCiF9AdfQPTyqlsSu/3TCEUqQNb2J/i2OnTntwe6gQ2fCChZTg8hTfiTzgAcuifJkuoAAAACCs2TnAthW9Um18lh+Fo6mwR5QoyR4pGV+ABGG3u6NonD84x+0URJ3coQtpEA8qJSAAAAAAAAIvchFn9jyjccIknYGSlKLcxSMggUZw6SXi1FYE4IeTFK8ZUSfwvpNFI/zWnuPSXyWIVf4X2O1jmpI2dz/qKSTPfPojUcg3RaIuN4K05gtWQlHHv5WpA9AJECAFMpDV7iLesEBhKBs+sLO/jp3Ki4nNcSRHLnEqJ2x1szdvgqgqOSoBWnuEi7IQLl8iwzJTr6dGCj/On5Jq3YrQAVcHRyknc6PSro5+1gafDoznb974Okwx9Od3lrTs9kIqE9BVNKaZL/dbJBJvznfCjU5ajPULB84qZPc/JHEPTbMvM3wD7B5EMPdyVCircLVRlHQr/8nZrSmyhdkYGRJRUiAzAt5LOqFh1d3YFBahm8lJAYVKIjh6eQIk6afp5qOKnphTRUdSOiwaLfnnRIebdMt2zJZENj0FOdkDbAVW1yQA/mVYbQhX3F+aI7j6yNBqbs0wBVtAzCEZTsGMBLT9EUIFYpYorMBYzUGWr+u/16M7HoHTq1W8Tk4tA77BNd16ig6BCh7edV1UrgpqljJTju3wlbbdmSoQCSdn/ou2bxf5EkCOebvqvvvbhUxpa8ARbbdWPO8ypkA7mBFuEyGkqeO7/nPG1zuHZw4Rb11ogZDvdVJUtjkg/hOYY9+TadopOgylwhLNUeVPY/DaFTm4ujSLnzcr92+ANnBtdL3jL/Mo7oOEIaZtYenZyEDTaHYQu+aqSDXysTmK9yJmhsHA6zD7iJoscygUhXTcvQKqus78aunZJGQGBRhqfufat732LYj2qiDundWrgE84aC1SKgoE4lhno/NZ4oWTmk8BzE78/baY4kSDziyrIoL+aJFwpvMKDG5teQUcArxGrgq6Fm+RYQ53sCl+UP6yHJuw7WF1+OMkiOUoBbBdveVHd3Tq2MZw7kIT8R8uv1QbCjheiMihZobGt5/DDMZGZEyMn2ApT70wyLySwY+10JT6ezs7shLg/Jkg2Qe1iZgmbx7GQnDtlWxw4VXfEvGH40oBu67JMkKYIKzE49xDYip6XHDzzRoDCKeKjtTwFq8IGtuRGR98xXOhkkR2QBcOJ0Z+XcTT6MeHAf0gf5zNsN6WEtntCMO9I22ieZLSr73F1MrGezK7kDOpv5O9vjjfse7j5uY85K/WyFOEHp4lJIQ+1ykvy+ZQvwWR7mOUB+t96xQBQIH5VPdmoecPRUAMNPJKo4xRtUoC07UMbBmkOSkwy89EcYVuZvJLO0jxHbxRLyyDrq32fi3IaqhE0WUUxp0eaCwZf2dBYyXfhdou+/kpcCOUmZpdj2xS/cuUdUYnLdhscGNP+Td66keRl3KCf7giE8oDBEIwQY0orWUmmYsNRZ/xLxCyXt9oyLtoYuH9unlW/vTZBqjt2sQyP9HyQeB9hRJdk0iVT2XGr78izbQ5N8VX9kqkdB24dJ6SSzV3HZNdZJtABSIHuW41oBjkj7aN2yc7Y69K/JeoeoN5OOKpScPY7Rq8ynwUGtAtrTUbILRTdpdCUMV3kqVpwXJNwt2mL82myPcUbyKyMQM/fJhpgkYlujusUP9W3twkAQeT+o9xqfHBy/ISaZkKNyJsURCOQnjyI8FsIjw9fjLlDmSE8KzMvewxK3OzJvzyxca4lhvTqJO9DabIuNHWnxGDFSOKspNXeM9MJqx1zDmsVKOqISQqxaWoZKkEHtUipyjRkEdJbrsqYXEj9OUBFM6jFR6u6k8lnm5NPMEOXpTohEn5NG4LNVNLFMxz/VNVsdXuJZwtv/BvY1XUcSmEAQhSLSznzs8I38SXmm9k+mggPvRuOIIfF1NBpUV6WWBhdE+qmkdyftY4xjzr8+ADrsnm7xxUMlc1oz+WQVONneAA0BU7MLn/WbHdwEj0ZNNiCGzXC0Od4wEOrDrzadft/jArjREN9jHgFScWjv3Qu2OyPqpjVWw5zVlDe9vhqZJGsT8wUzxqIN53S3OBp5jqq+UmTY8ztdRZoGna2RKuR1sAvmEUgJMSLEfL1z2prju6Aii5nqYdHyX60HVM7+Qovnm+VULIKomO+t7j/4yy1a89i/DcfsIs+dIHBZhViecFe5b7lBEVBCplRmbhoQn/ffmdIDSnaA93EQqdeDHa+TLWija6DKb3Vop1KtrjvmGbnN/wi/hVARJZQk99PPTvR3I6DF/lsmbk//MwTg9OartAf/Y3+/LKGhH4m+51HuUQcKTIvUrpoN+KpFqsrI3j11iFZfCtnqbAWQlahhoKcTiolD9OLgFK03hWhhBcSkmSGeGPPpPGYuur0N0NYVl81v4QNImcdMHrck86ZIiBOOcJciyfcaURmECgiKKOeE3YKQ56+4+jsLcqcZ5+9swJK2hbtQkkrpChES3/ctc/dJUShnm2xrr4YGomNfvsVi6r9VSMH1B7HTuHhHxwG6lfa5d+9Gs3DO7BfFgBbmj+AYFEPlvlsEHdRJYdmLzGuVKpYjkedE2qk9ZgjehOBp3uAibi93BwhA4du6fP09V9aK3plOv+ms42BHcLmox5phpwZhd4PYJVkDFwr9R7v9lBc/7kIOiBDk8ib3GIpoIqwwtpZVrhEtP7wiSzqbbWIZGYd3ASPRk02VjY96aaUdg4tRS2+r1U8idKJYXotEoDAf6wPDRGefEudOqXG/+RlsiZm26hH8H1uSE0zNw0IT/vv02hgA97u2rHvbVWczgwthJN8pYJ3kyPlkrbPDdbE+F9iuZXv21m7ed0QuExY8wxRzkptefzVY4o7oQ2fIt2eQbixvkxLNT+wh47Zt4pGvG/FlKZd7b9uOuMWB+wR8/vpI7STPKv7X5tdeI5cckXN3WJVup1AaK55Pz5UnsfpR21hAsFgHB0nNoSNFByjpVfUo2tGv/a1ot0OZpVvvyc94qYMPtGYXw8PrwlQ2SPoW3m8iTTrGmaZWchyP4dw7wLzSe4ezvBkv9sZmoAv8bQj+omR7mUBVfWCcn/Pb8NiDuzLaO2DFcMmhoYM4qn9p/DsEHrT0VA7N7/+WI9nRc9tN4Ft+v7Re8FSp64jcgdWE7aioZ5eVXaxjQ5EdP6MkOuwok6C9/qei/zjaW6uaYhpqeS7mOx9rcYthdCIWStHTB30OKqXnueLkdeMNONVAQnrHHLnW9L+Uu589AJZYSZtOvjRVfADw5VjpBvHykqd72al/cPhF+bSwYxcIQcrWOUHanlOnldSGhvwGZXh7/FYA8MnRnoK3COX+W4BBpCddFp8N+2PDGj9ET5Z/5L0TGqX5PHNw4kuh7fhOEnFd3rcXGAcGXoRWA9rMSHNjk7TwA7NwQUFIajYoLlnqQUErIraXaFwTkxSpwMbtQgms4EtNE0pUXAYQ4VtxEt8yCavzqISho/gxeFwVbXPYmP4L0Ql7+DsQOEneFz+iEbCqji5P9pYMhdvu4eqs8w3rUk12v5PcABPnIKbfc1tfiiIQzq9CIlpQAo25TddvuwwanwtnyHpOnJSbpDeWGjycDmyQYVZuflNB3QtYvq02H/7GLF2P1VWv86r0JWkyXCMBnuANI9BsaVldw2kQDEdzrqu52qKaTnO79ZxHq3V9CiCbeb4M9kCYP4O+1yDR/aV36Y18ObNsiLlSGdnXJncwhx5HwMBZ73/gPrdFWgk9TvkNYfbC2yebGsa7UqtZ7exFYxcui8rrC9a9xw3B/0YyMvxPTD0t29DF73CM6Yh08ajrfFguFHdkI44ASzc+5K5rcLve+wC0b0mbArCqjHOMtTnZ4/P/JHsD94OsGFKPYSSVsFUK1I+jqenr08KiMZSOcU3xpBtcBRk608JQSnN4Fo+uHoClQtYnM+2QppbMQyXJh/FIIBfXozDf3ZHVuhbYF7H+qS6xsNR2BAT1iXgcCd7lLsUQepGE+bTZHuKN5FZGH4phZ+96eP+glXwKnV6H3ozAhWNLCbSP6vu++R/L6B5vLxV1FXw2yLCkYvFhbh8CBZCm4401TMRf03vZ3Rl4bV/cyegvlDamG+NLkz4Epb78ri42O1euOFs3/PeRsLe1YJ/WY5zgJkmxIaxWJ2J3xU1LKWyj/3wwrmyoYq1wiWn94RJZ1NtrEMjMO7gJHoyabwbtUeR6vwo995jQhoTuXn6pMjIIrtBpJ6KVFgvPiXOnVLjf/Iy2RMzbdQj+D63JCaZm4aEJ/335JUyBDeitrTMTCWdKIDpsoR5JdMy/FpEY2fPb8NiKVBZ+PLZyDpICmyKKgtZ3zaGXDW50gR0oqZ9lgMCfaElTgDweAPTmqxj43AU/8icADRX3ZYJxRbw+p5Vngz4X6/ksGscX2TY47ZvDx9BgEVXIhAM/zUeYGIbGLi6PRcdItBh7xpq4G10VQI1/jWnRQZrmcr3EuA/FGHf9kdX4LWbpb8rBYgWfjwSd9mwp9KkYpn07qEFoIGSvUndr69tbSSn+cV85iuEoc5Pk/YsdKk1AU5DjgaJS1lM9in5AUjqKVnyJseutJC/gphDyvVwJQcY0mq5RW8Bezl+O4+BHDd8/BBjtnfW67BHzvwZW+kO6a08T7SdF+zimp229V8aT1cauqZ56L+N9lmP+rp4q0LindaXO9rsiuxK2LxwyilfD/rRac/hV47odwPNGTzK3IDu3RtqnCI5d6yhZerXlZiDncAcD6Y6R+WdmA188Wc/Y9JF9kesFIEOYhYz9jinbDY5Ij3ULgF6DjQvFFf+C/2oW+VWj0i5bl5THRpkiq+K0vKS5V67HrWSIwsUBkuCyffQjNZR8FlNnX+0eYrXhZosjx4hNmirLqJuib9PnBB1DvadzLnkmqtfKDybV/0SZQH36bvp1tsHMMaIuGAmnDjjesId48EFVz54oGpPSvY92lLz0Xt/xVG9+dp9rexJf5NcymatL4onxQIAbohCSOQIewyB9gXuSO15AY4N3N6r4QQv1tTXgkZT5P2WKn5IThhLHJv5xdcmPmtNu+IKp0V1tD0WhX527peJ7XFL+dgT9czjOFC/ZNd31N41vCht4hWbCMJ3fiD10/nj3aFq24nOvl1DvVh4v+8NgGnxUIgDYDCHAQmk+EQaRjGuPs8U4agzo0UeEetupvT7BCb+M6KMLFWxOMGQ6NV2ycxSDaq4QqvuvVXlILkZcajf8SOMd0PcB5VLejjEFRaoBgbuqDSD4NUQhN3SrYs5rtAfgU6n7idKZz2YigeFfTsCP7JSuawY/TXiBjzg5wf60Q7kIJE4gIXzkx7UDBft/wSFAraGA4b7A+RBJbEn1kny3mgHcmZEBuQfOQiExu+P51/QGb+dMg+YmPrwLtypIz0FQgRPc6xLWctLY9kJxUjJoM6pY7Nc3j4hiqhYOh2lmkYA8J37IMBLRaj40ZhI1uGxPAZzTPj6ZrT3FiFulur7I27DeFyPq6olGe2sJiAr4Rt/uF8+zptVNzNIVjHcF9P3n3uVM/7EayM3EEnBBoJGngyDPI1v2WBV/MaDb0jxgBa3HuxCAG64LdQ12gEgVjeExwZlbwpIU8AREzxyCcYkoxo9RAEU4s3XzWZRh4JqHoNUBH6cXeqpPG5lAT0OI9AgAtdIjsEwFX+ae/d3FVYMzZ09jTtVIw4z3KSjr1M70YkDxKYtuwkzsK9yU2/rLORPdXDmB4MxUYSvds7lIfAodGWHMLDLch2WIQNRPS9tpmXswT5JBR5l0aNsdHFf5yTM1oLqgE/iRpH8sL7PkYkJPsI0tFXGYBqmDwkSCMY6kugqsrISyirEmEpe0crdwhINo3oRLPmHuKgm8qcPukMyUvIQ5YCbz/DsZrL8nWVrFrFgaCVHvIN7eLdGBA1E2+dGtXdDnEWg5zrZ3oyYVCpwSO4uUycobswjJFnAEX2Rejj1olQLC/eLmKgMYuWldjcjjb4996kc7jkx5aHZjOW7WEu6lQjlb8n83IM9OB3eSghX4lQntRWf/Cuel8PpGTi3oKRwJYhGTMJOa2/rEa6Ry6quJicI23qwBpyP0X2eNA/fPY7lCGvlaavJsR0yYEakTlMYw8pHvp23m5/T+FXHvX6PfJjWv/2/CfzbCLdM5NYH0LA2OwMg3OsEtreCjHKhHZTNZt4N9pwKxFX8tzOKissnHsSN97H0c2psAXsgnp9PRNl6nxbSTu4Fpd/WOKFLQ0eYUfTrexbq3QdAFmSb+peXayQ06IX1zJ9GYKj1z8Vo7ZBBJfnkeJYwTYoiEmYUS1TOXB9+UWgZTQD3TcWfA5jCL9W6pSFqXjGPiPlE26QKgzh46KzlwfnhltA03+Y7teIQnrk1FfMhezPCKTeFQJhWz79D/NZX7h2+WdgsY6c0cgwZAkx5sqRw9fxIvhcpKx/nINY0sVe0Kz9yAD5nKoMFMfJvtMkcUquJhDldEKP0AWY7E35zrhdO1JRVp3i4Ra7dOkSXQEgI4Uc+2kFajvTkwH7/QFElXvsAiraoryLRy77Z/VuLlvGTeXVkIEwcj/8lqj4UACaKJN5KjMKxEhMBGtlB8Q4b4ktP1L2QN2Y0c2NN2/zO2IzaIsD1R2rlUh/qMvTNGKi2z+Puh2jUXoqjaAAZi+zpM9FX9+CVHqSYRHwg0riKLlV9GV7mHvrgnp7JWqXvTUh8YR3I13gfnjyfG/j1BBJu5AFG9z0m1h2UB/scSPlimUTDeY9f89KFGGgvov07P2zSR+Lg3sQ7RwX+Z1pabDWRKOZ23s2AUEE/qXnHTng+ZsmUd6+bMWTZ8rODdJ5Lu19Mj+ThrxMkOs2FC++//KWne/vokBMMDoEWxFZiSA8fDEXTuQNaqxGs2jrozs41I6xCsUuwZCKRGGu0WG0+GC5UCEHK1jlB2p5Tp5XUhob8BmV6lUtPtwTM7MJZVHibTEvcR61S0l0LkYOSFf1h1GzEreRT3YhlcSZCzybTfwSknZA3D0aeoD7MftmrGO+rOuDSXm06P6Mql5jL9FIq93wthxX6/O7/aRP42L5b5cklyczs2sJyK1mVDXQw16Ks0aMbyBQxEfOlfS9z+Lg3sQ7VhJKBGpgOlc9WU73IRMt9eZDzF/K4cm6PT+Vi0ugJ4yq4cql6QvY/cEh3e8XPLm+vuhDoQj2xLpvK6BB2HG5wGQ4lKPKsbHF80lyAoZ+zFWUM2BIopWTjSobjZQ/CQdWEluva/E9EKz/NXmSuXIWZO8dTvVqp+5W0nJFjbEJiL0SQlIXmv4tMRcPq+muvC/dhT6iALI94ZrBgi70AKD3wDLcuwpT7eqkVQC4Lc8NHGPpReR2et8bYwSs/NmKq63TyxmUfBcV8jGntxm57YtSg04WTkAyDFR2f0hIAWZyRmTr1zTaQvivphrco8sZh5DIRxQreJv7ACzqVRDcm+kLsnlAligoRmRfoXAyRRw2oERb03iSaSB94ZS+/Vm5DGMVO71govcBXn3a0AxzyfY71qUyGpSDLQMSe4+Q8kFm0kIWxvJLo13VLtoQPBf8J6rGVXG8UAWD5rkFqerRM3Unk8T0y3IVl/+EcVLHeNgovqb3zr24vVMgRP0l2YcwBsQoNohKT7w9dCKuWscsoRo/+JkLaYmVf2vza68Ry4zNUGGwBoA5FS7a3z4PsW5UhTz83ha3hD033GHhbI+w03FlPtyGsr0UKpHpmPiAFSQgl8lNtCZCVnGFeVaQkhDG0fqx7Z8i1+kXa6MG4bc63pk19kCTyzEX1sszMHKofOF4QxG7KWZVA+cQn5Dz9iOI9xnTkApAfUTavJpnQkhrUjCB7UcEB8HtTIk2L80po1VLW68KbgAAAAAAAAAAAjf+7PVAAAAAAAAAAAA=" alt="The map below shows the poverty rates by constituency in Bungoma County in 2019. Bumula had a poverty rate of 30.3%, Kabuchai 27.1%, Kanduyi 26.6%, Kilili 36.6%, Mt. Elgon 28.8%, Sirisia 39.6%, Tongaren 23.9%, Webuye East 31%, and Webuye West 30.5%" width="950" height="715"></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">Consumption analyses of Bungoma County show that the mean monthly expenditure on food and non-food items was Ksh 3,506 and Ksh 2,468, respectively. Therefore, the share of expenditure on food was 64.3%, while 35.7% was spent on non-food expenditure.&nbsp;</span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;"><a title="A Large Share of Food Consumed in Kenyan Households is Purchased" href="../../../at-stats-kenya/about/a-large-share-of-food-consumed-in-kenyan-households-is-purchased/105/">The largest share of food consumed by the source</a> is from purchase or stock at 74.5%, while 18.7% is from own production and 6.8% from gifts. Nationally, 83.7% of food consumed was from purchase or stock, 12.3% from own production, and 4.1% from gifts.&nbsp;</span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">In 2021, the mean and median per adult equivalent expenditures in Bungoma County were Ksh 5,811 and Ksh 4,602, respectively.&nbsp;</span></p>\r\n
    <h2 style="text-align: center; line-height: 1.5;">Bungoma County Demographics</h2>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">The total population of Bungoma County in <a title="Population of Kenya 2019" href="../../../at-stats-kenya/about/the-population-of-kenya-2019/44/">2019</a> was 1,670,570, consisting of 812,146 males, 858,389 females, and 35 <a title="Number of Intersex people" href="../../../at-stats-kenya/about/number-of-intersex-people-in-kenya/54/">intersex</a> people. Bungoma had a <a title="Kenya Median Age in Years" href="../../../at-stats-kenya/about/kenya-median-age-in-years-stats-kenya/87/">median age</a> of 15 years in 2019.</span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">The table below shows the population distribution in Bungoma County by sex and sub-county. </span></p>\r\n
    <table class="MsoNormalTable" style="width: 100%; border-collapse: collapse; border: none; border-spacing: 0px; background-color: #ecf0f1;" title="Population of Bungoma County by gender and sub-county" border="1" width="100%" cellspacing="0" cellpadding="0"><caption><span style="font-size: 10pt;">Population of Bungoma County by gender and sub-county</span></caption>\r\n
    <tbody>\r\n
    <tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes; height: 15.0pt;">\r\n
    <td style="width: 33.32%; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="33%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Sub</span></strong></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">county</span></strong></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border: solid windowtext 1.0pt; border-left: none; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Male</span></strong></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border: solid windowtext 1.0pt; border-left: none; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Female</span></strong></p>\r\n
    </td>\r\n
    <td style="width: 14.96%; border: solid windowtext 1.0pt; border-left: none; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="14%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Inter</span></strong></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">sex</span></strong></p>\r\n
    </td>\r\n
    <td style="width: 17.42%; border: solid windowtext 1.0pt; border-left: none; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Total</span></strong></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 1; height: 15.0pt;">\r\n
    <td style="width: 33.32%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="33%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Bumula</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">103,368</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">112,523</span></p>\r\n
    </td>\r\n
    <td style="width: 14.96%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="14%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">1</span></p>\r\n
    </td>\r\n
    <td style="width: 17.42%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">215,892</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 2; height: 15.0pt;">\r\n
    <td style="width: 33.32%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="33%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Bungoma </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Central</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">86,302</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">91,438</span></p>\r\n
    </td>\r\n
    <td style="width: 14.96%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="14%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">8</span></p>\r\n
    </td>\r\n
    <td style="width: 17.42%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">177,748</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 3; height: 15.0pt;">\r\n
    <td style="width: 33.32%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="33%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Bungoma </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">East</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">55,775</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">58,771</span></p>\r\n
    </td>\r\n
    <td style="width: 14.96%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="14%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">2</span></p>\r\n
    </td>\r\n
    <td style="width: 17.42%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">114,548</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 4; height: 15.0pt;">\r\n
    <td style="width: 33.32%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="33%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Bungoma </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">North</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">58,790</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">62,526</span></p>\r\n
    </td>\r\n
    <td style="width: 14.96%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="14%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">1</span></p>\r\n
    </td>\r\n
    <td style="width: 17.42%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">121,317</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 5; height: 15.0pt;">\r\n
    <td style="width: 33.32%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="33%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Bungoma </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">South</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">139,705</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">148,055</span></p>\r\n
    </td>\r\n
    <td style="width: 14.96%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="14%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">5</span></p>\r\n
    </td>\r\n
    <td style="width: 17.42%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">287,765</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 6; height: 15.0pt;">\r\n
    <td style="width: 33.32%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="33%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Cheptais</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">67,717</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">68,312</span></p>\r\n
    </td>\r\n
    <td style="width: 14.96%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="14%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">6</span></p>\r\n
    </td>\r\n
    <td style="width: 17.42%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">136,035</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 7; height: 15.0pt;">\r\n
    <td style="width: 33.32%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="33%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Kimilili-</span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Bungoma</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">78,560</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">83,475</span></p>\r\n
    </td>\r\n
    <td style="width: 14.96%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="14%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">3</span></p>\r\n
    </td>\r\n
    <td style="width: 17.42%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">162,038</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 8; height: 15.0pt;">\r\n
    <td style="width: 33.32%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="33%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Mt. Elgon</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">38,977</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">39,893</span></p>\r\n
    </td>\r\n
    <td style="width: 14.96%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="14%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">3</span></p>\r\n
    </td>\r\n
    <td style="width: 17.42%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">78,873</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 9; height: 15.0pt;">\r\n
    <td style="width: 33.32%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="33%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Bungoma </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">West</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">58,225</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">61,649</span></p>\r\n
    </td>\r\n
    <td style="width: 14.96%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="14%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">1</span></p>\r\n
    </td>\r\n
    <td style="width: 17.42%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">119,875</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 10; height: 15.0pt;">\r\n
    <td style="width: 33.32%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="33%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Tongaren</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">48,685</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">51,657</span></p>\r\n
    </td>\r\n
    <td style="width: 14.96%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="14%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">1</span></p>\r\n
    </td>\r\n
    <td style="width: 17.42%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">100,343</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 11; height: 15.0pt;">\r\n
    <td style="width: 33.32%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="33%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Webuye </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">West</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">74,180</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">78,331</span></p>\r\n
    </td>\r\n
    <td style="width: 14.96%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="14%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">4</span></p>\r\n
    </td>\r\n
    <td style="width: 17.42%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">152,515</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 12; height: 15.0pt;">\r\n
    <td style="width: 33.32%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="33%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Mt. Elgon </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Forest</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">1,862</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">1,759</span></p>\r\n
    </td>\r\n
    <td style="width: 14.96%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="14%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">0</span></p>\r\n
    </td>\r\n
    <td style="width: 17.42%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">3,621</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 13; mso-yfti-lastrow: yes; height: 15.0pt;">\r\n
    <td style="width: 33.32%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="33%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Total</span></strong></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">812,146</span></strong></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">858,389</span></strong></p>\r\n
    </td>\r\n
    <td style="width: 14.96%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="14%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">35</span></strong></p>\r\n
    </td>\r\n
    <td style="width: 17.42%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">1,670,570</span></strong></p>\r\n
    </td>\r\n
    </tr>\r\n
    </tbody>\r\n
    </table>\r\n
    <h3 style="line-height: 1.5;">Bungoma County Marital Status</h3>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">The percentage distribution of women aged 12 years and above in Bungoma County who were never married in 2019 was 39.5%. Those in <a title="Monogamy in Kenya by County" href="../../../at-stats-kenya/about/monogamy-in-kenya-by-county/63/">monogamous</a> marriages were 47.5%, while those in <a title="Polygyny in Kenya" href="../../../at-stats-kenya/about/polygyny-in-kenya-by-county/61/">polygamous</a> marriages were 4.3%. The distribution of widows in Bungoma was 6.1%, <a title="Divorce Rates in Kenya" href="../../../at-stats-kenya/about/divorce-rates-in-kenya/64/">divorced</a> 0.8%, and <a title="Divorce and Separation Rates in Kenya" href="../../../at-stats-kenya/about/divorce-and-separation-rates-in-kenya/65/">separated</a> 1.8%. </span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">Among men in Bungoma, the distribution of those who were never married was 50.2%, while those who married <a title="Monogamy in Kenya by County" href="../../../at-stats-kenya/about/monogamy-in-kenya-by-county/63/">monogamously</a> and <a title="Polygyny in Kenya" href="../../../at-stats-kenya/about/polygyny-in-kenya-by-county/61/">polygamously</a> were 43.2% and 3.7%, respectively. Men widowed in Bungoma were 0.7%, while the <a title="Divorce and Separation Rates in Kenya" href="../../../at-stats-kenya/about/divorce-and-separation-rates-in-kenya/65/">divorced and separated</a> were 0.6% and 1.5%, respectively. </span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">According to the Kenya Demographic and Health Survey, 2022, the <a title="Median age at first marriage in Kenya by County" href="../../../at-stats-kenya/about/median-age-at-first-marriage-in-kenya-by-county/77/">median age at first marriage among women</a> aged 25-49 in Bungoma County was 20 years, while <a title="Median age at first marriage in Kenya by County" href="../../../at-stats-kenya/about/median-age-at-first-marriage-in-kenya-by-county/77/">the median age at first marriage among men</a> aged 25-49 was 24.4 years. Among men aged 30-54, the median age at first marriage in Bungoma was 23.8 years. </span></p>\r\n
    <h3 style="line-height: 1.5;">Polygyny</h3>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">The percentage distribution of married women in Bungoma County who had a co-wife in 2022 was 11.2%, while those with more than two <a title="Polygyny in Kenya" href="../../../at-stats-kenya/about/polygyny-in-kenya-by-county/61/">co-wives</a> were 3.8%. The share that did not have a co-wife was 81.5%. </span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">Among men, the distribution of married men aged 15-49 who had more than <a title="Polygyny in Kenya" href="../../../at-stats-kenya/about/polygyny-in-kenya-by-county/61/">two wives</a> in 2022 was 2.5%, while 97.5% had only one wife. </span></p>\r\n
    <h3 style="line-height: 1.5;">Marriage Registration</h3>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">The percentage of currently married women aged 15-49 in Bungoma whose marriage was registered with the civil authorities in 2022 was 14.3%. The percentage whose marriage was registered and had a marriage certificate was 11.3%. </span></p>\r\n
    <h3 style="line-height: 1.5;">Teenage Marriages</h3>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">The proportion of <a title="Child Marriages in Kenya by County" href="../../../at-stats-kenya/about/child-marriages-in-kenya-by-county/66/">married males aged 12-15</a> in Bungoma County was 5.3%. The distribution of <a title="Child Marriages in Kenya by County" href="../../../at-stats-kenya/about/child-marriages-in-kenya-by-county/66/">married females aged 12 to 15</a> was 5.5%, while the distribution of married females aged 12-18 in Bungoma was 7.2%. </span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">According to the KDHS 2022, the <a title="Teenage pregnancy rate in Kenya by County" href="../../../at-stats-kenya/about/teenage-pregnancy-rates-in-kenya-by-county/69/">teenage pregnancy rate</a> in Bungoma County, consisting of females aged 15-19 who have ever had a live birth, was 18.6%. </span></p>\r\n
    <h3 style="line-height: 1.5;">Total Fertility Rate</h3>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">The <a title="Number of children per woman in Kenya" href="../../../at-stats-kenya/about/number-of-children-per-woman-fertility-rates-in-kenya/72/">Total Fertility Rate</a> (TFR) of Bungoma County was 3.6 births in 2019, a decline of 40.5% from a TFR of 6.0 births in 2009. On the other hand, Kenya had a TFR of 3.4 births in 2019, a 28.6% decrease from a TFR of 4.8 births in 2009.</span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;"><img 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" alt="This bar graph shows the Total Fertility Rate of Bungoma County as 3.6. It is plotted alongside Trans Nzoia, Vihiga, Busia, and Kakamega." width="975" height="513"></span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">Among the youth of Bungoma County aged 15-24, the total fertility rate was 1.2 births in 2019. The total fertility rate among the youth in Kenya in the same year was 1.0 births. </span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">Bungoma County had a <a title="Crude Birth Rate in Kenya" href="../../../at-stats-kenya/about/crude-birth-rate-by-county-kenya/53/">Crude Birth Rate</a> (CBR) of 26.4 births per 1,000 population in 2019, a 43.6% decrease from 46.8 births per 1,000 population in 2009. Kenya&rsquo;s Crude Birth Rate during the same period was 27.9 births per 1,000 population, a 27.2% decline from a CBR of 38.4 births per 1,000 population in 2009. </span></p>\r\n
    <h3 style="line-height: 1.5;">Place of Birth and Notification Status</h3>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">The proportion of recent births that had occurred in health facilities in Bungoma County was 89.2%. In comparison, 10.7% occurred in a non-health facility in 2019. Overall, the share of births occurring in a health facility in Kenya was 85.8%, while 14% occurred in a non-health facility. </span></p>\r\n
    <p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">The <a title="Completeness of Birth Registration &ndash; Expected vs Registered Births in Kenya by County" href="../../../at-stats-kenya/about/completeness-of-birth-registration-expected-vs-registered-births-in-kenya-by-county/121/">completeness of birth registration</a> in Bungoma County was 74.2% in 2023.</span></p>\r\n
    <h3 style="line-height: 1.5;">Place of Death and Notification Status</h3>\r\n
    <p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">In 2019, 61.5% of deaths in Bungoma County occurred in a health facility, while 38% occurred in the community. In Kenya, 59% of deaths in 2019 occurred in a health facility, while 40% did not occur in a health facility.</span></p>\r\n
    <p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">The <a title="Completeness of Death Registration in Kenya by County" href="../../../at-stats-kenya/about/completeness-of-death-registration-in-kenya-by-county/122/">completeness of death registration</a> in Bungoma County was 64.1% in 2023.</span></p>\r\n
    <p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">Bungoma County had a Crude Death Rate (CDR) of 10.2 deaths per 1,000 population in 2019. Overall, Kenya had a Crude Death Rate of 10.5%.</span></p>\r\n
    <h3 style="line-height: 1.5;">Religious Affiliation</h3>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Most residents of Bungoma County are Protestants </span><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">715,732</span><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">, followed by those affiliated with Evangelical Churches </span><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">467,570</span><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">, and Catholics </span><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">291,998</span><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">.</span></p>\r\n
    <table class="MsoTableGrid" style="width: 100%; border-collapse: collapse; border: none; border-spacing: 0px; background-color: #ecf0f1;" title="Number of people in Bungoma County by religious affiliation - 2019" border="1" summary="Catholic 291,998\r\n
    Protestant 715,732\r\n
    Evangelical Churches 467,570\r\n
    African Instituted Churches 88,179\r\n
    Orthodox 4,993\r\n
    Other Christians 40,682\r\n
    Islam 21,687\r\n
    Hindu 424\r\n
    Traditionists 3,884\r\n
    Other Religion 15,342\r\n
    No religion Atheists 11,813" width="100%" cellspacing="0" cellpadding="0"><caption><span style="font-size: 10pt;">Number of people in Bungoma County by religious affiliation - 2019</span></caption>\r\n
    <tbody>\r\n
    <tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes; height: .2in;">\r\n
    <td style="width: 71.96%; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="71%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Catholic</span></p>\r\n
    </td>\r\n
    <td style="width: 28.04%; border: solid windowtext 1.0pt; border-left: none; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="28%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">291,998</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 1; height: .2in;">\r\n
    <td style="width: 71.96%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="71%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Protestant</span></p>\r\n
    </td>\r\n
    <td style="width: 28.04%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="28%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">715,732</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 2; height: .2in;">\r\n
    <td style="width: 71.96%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="71%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Evangelical Churches</span></p>\r\n
    </td>\r\n
    <td style="width: 28.04%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="28%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">467,570</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 3; height: .2in;">\r\n
    <td style="width: 71.96%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="71%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">African Instituted Churches</span></p>\r\n
    </td>\r\n
    <td style="width: 28.04%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="28%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">88,179</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 4; height: .2in;">\r\n
    <td style="width: 71.96%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="71%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Orthodox</span></p>\r\n
    </td>\r\n
    <td style="width: 28.04%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="28%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">4,993</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 5; height: .2in;">\r\n
    <td style="width: 71.96%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="71%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Other Christians</span></p>\r\n
    </td>\r\n
    <td style="width: 28.04%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="28%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">40,682</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 6; height: .2in;">\r\n
    <td style="width: 71.96%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="71%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><a title="Number of Muslims in Kenya" href="../../../at-stats-kenya/about/number-of-muslims-in-kenya-counties-with-the-largest-muslim-population/76/"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Islam</span></a></p>\r\n
    </td>\r\n
    <td style="width: 28.04%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="28%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">21,687</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 7; height: .2in;">\r\n
    <td style="width: 71.96%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="71%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Hindu</span></p>\r\n
    </td>\r\n
    <td style="width: 28.04%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="28%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">424</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 8; height: .2in;">\r\n
    <td style="width: 71.96%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="71%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Traditionists</span></p>\r\n
    </td>\r\n
    <td style="width: 28.04%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="28%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">3,884</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 9; height: .2in;">\r\n
    <td style="width: 71.96%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="71%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Other Religion</span></p>\r\n
    </td>\r\n
    <td style="width: 28.04%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="28%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">15,342</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 10; mso-yfti-lastrow: yes; height: .2in;">\r\n
    <td style="width: 71.96%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="71%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">No religion Atheists</span></p>\r\n
    </td>\r\n
    <td style="width: 28.04%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="28%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">11,813</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    </tbody>\r\n
    </table>\r\n
    <h2 style="text-align: center; line-height: 1.5;">Bungoma County Development</h2>\r\n
    <ol>\r\n
    <li class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">The <a title="Rural Access Index in Kenya" href="../../../at-stats-kenya/about/rural-access-index-in-kenya-by-county/55/">Rural Access Index</a> (RAI) in Bungoma County was 82%, representing the percentage of the population living within two kilometers of an all-weather road in 2019.</span></li>\r\n
    <li class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;"><a title="Access to electricity in Kenya" href="../../../at-stats-kenya/about/population-access-to-electricity-in-kenya-by-county/70/">Household access to electricity</a> in Bungoma County was 21.8% in 2019, up from 4.5% in 2009.</span></li>\r\n
    <li class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;"><a title="Access to basic sanitation services in Kenya" href="../../../at-stats-kenya/about/access-to-basic-sanitation-services-in-kenya-by-county/71/">Household access to improved sanitation</a> in Bungoma County was 83.6% in 2019, up from 71.5% in 2009.</span></li>\r\n
    <li class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;"><a title="Households with Access to Safe Drinking Water in Kenya" href="../../../at-stats-kenya/about/households-with-access-to-safe-drinking-water-in-kenya/106/">Household access to safe drinking water</a> in Bungoma County was 80.5% in 2019, up from 72.3% in 2009.</span></li>\r\n
    <li class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">In 2019, <a title="Households Access to Piped Water in Kenya by County" href="../../../at-stats-kenya/about/households-access-to-piped-water-in-kenya-by-county-data/103/">household access to piped water</a> in Bungoma County was 9.6%, down from 10.3% in 2009.</span></li>\r\n
    <li class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Bungoma had 95.2% of its public primary schools connected to electricity, ranking 26<sup>th </sup>nationally in 2019.</span></li>\r\n
    </ol>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">The share of the population in Bungoma County owning mobile phones in 2019 was 36.8%. Among women, 63.7% owned any type of mobile phone in Bungoma County in 2022, while 29.1% owned a smartphone. </span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Among men, 66.2% in Bungoma owned any kind of mobile phone in 2022, while 34.6% owned a smartphone. The percentage of men and women who had used a mobile phone for financial transactions in the year preceding the 2022 KDHS survey was 69.1% and 78.4%, respectively.</span></p>\r\n
    <table class="MsoNormalTable" style="width: 100%; border-collapse: collapse; border: none; border-spacing: 0px; background-color: #ecf0f1;" title="Financial inclusion and access to technology in Bungoma County" border="1" summary="Mobile Phone Ownership \r\n
      36.80%\r\n
     64.95%\r\n
    % of the Population Making Mobile Money Transactions 73.75%\r\n
    % of the Population with Mobile Money Accounts 71.40%\r\n
    % of the Population Using the Internet 7.70%\r\n
    % of Population who have Ever Searched and Bought Goods Online 1.90%\r\n
    % of Population Using Computer/Tablet/laptop 6.10%\r\n
    % of the Population Using a Bank\r\n
      23.40%\r\n
     24.00%" width="100%" cellspacing="0" cellpadding="0"><caption><span style="font-size: 10pt;">Financial inclusion and access to technology in Bungoma County&nbsp;</span></caption>\r\n
    <tbody>\r\n
    <tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes; height: 15.0pt;">\r\n
    <td style="width: 100.0%; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" colspan="3" valign="bottom" nowrap="nowrap" width="100%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: center; line-height: 115%;" align="center"><strong><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Bungoma County</span></strong></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 1; height: 15.0pt;">\r\n
    <td style="width: 61.38%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" rowspan="2" valign="bottom" width="61%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Mobile Phone Ownership </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">&nbsp;</span></p>\r\n
    </td>\r\n
    <td style="width: 11.92%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" width="11%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: right; line-height: 115%;" align="right"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">36.80%</span></p>\r\n
    </td>\r\n
    <td style="width: 26.7%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="26%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Census </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">2019</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 2; height: 15.0pt;">\r\n
    <td style="width: 11.92%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="11%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: right; line-height: 115%;" align="right"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">64.95%</span></p>\r\n
    </td>\r\n
    <td style="width: 26.7%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="26%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">KDHS </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">2022</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 3; height: 15.0pt;">\r\n
    <td style="width: 61.38%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" width="61%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">% of the Population Making Mobile Money Transactions</span></p>\r\n
    </td>\r\n
    <td style="width: 11.92%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="11%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: right; line-height: 115%;" align="right"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">73.75%</span></p>\r\n
    </td>\r\n
    <td style="width: 26.7%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="26%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">KDHS </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">2022</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 4; height: 15.0pt;">\r\n
    <td style="width: 61.38%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" width="61%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">% of the Population with Mobile Money Accounts</span></p>\r\n
    </td>\r\n
    <td style="width: 11.92%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="11%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: right; line-height: 115%;" align="right"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">71.40%</span></p>\r\n
    </td>\r\n
    <td style="width: 26.7%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="26%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">2021 </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">FinAccess </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Survey</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 5; height: 15.0pt;">\r\n
    <td style="width: 61.38%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" width="61%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">% of the Population Using the Internet</span></p>\r\n
    </td>\r\n
    <td style="width: 11.92%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="11%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: right; line-height: 115%;" align="right"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">7.70%</span></p>\r\n
    </td>\r\n
    <td style="width: 26.7%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="26%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Census </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">2019</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 6; height: 29.5pt;">\r\n
    <td style="width: 61.38%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 29.5pt;" valign="bottom" width="61%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">% of Population who have Ever Searched and Bought Goods Online</span></p>\r\n
    </td>\r\n
    <td style="width: 11.92%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 29.5pt;" width="11%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: right; line-height: 115%;" align="right"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">1.90%</span></p>\r\n
    </td>\r\n
    <td style="width: 26.7%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 29.5pt;" valign="bottom" nowrap="nowrap" width="26%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Census </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">2019</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 7; height: 15.0pt;">\r\n
    <td style="width: 61.38%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" width="61%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">% of Population Using Computer/Tablet/laptop</span></p>\r\n
    </td>\r\n
    <td style="width: 11.92%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" width="11%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: right; line-height: 115%;" align="right"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">6.10%</span></p>\r\n
    </td>\r\n
    <td style="width: 26.7%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="26%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Census </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">2019</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 8; height: 15.0pt;">\r\n
    <td style="width: 61.38%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" rowspan="2" valign="bottom" width="61%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">% of the Population Using a Bank</span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">&nbsp;</span></p>\r\n
    </td>\r\n
    <td style="width: 11.92%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="11%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: right; line-height: 115%;" align="right"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">23.40%</span></p>\r\n
    </td>\r\n
    <td style="width: 26.7%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="26%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">KDHS </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">2022</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 9; mso-yfti-lastrow: yes; height: 15.0pt;">\r\n
    <td style="width: 11.92%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="11%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: right; line-height: 115%;" align="right"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">24.00%</span></p>\r\n
    </td>\r\n
    <td style="width: 26.7%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="26%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">2021 </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">FinAccess </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Survey</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    </tbody>\r\n
    </table>\r\n
    <h2 style="text-align: center; line-height: 1.5;">Bungoma County Finance</h2>\r\n
    <p class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;">In the financial year (FY) 2024/25, Bungoma County approved a supplementary budget of Ksh 16.7 billion, comprising Ksh 6.63 billion and Ksh 10.08 billion allocation for <a title="Expenditures by County Government - Development and Recurrent" href="../../../at-stats-kenya/about/expenditures-by-county-governments-development-and-recurrent/94/">development and recurrent expenditures</a>, respectively. </span></p>\r\n
    <p class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;">Other highlights in the FY 2024/25 include:</span></p>\r\n
    <ul>\r\n
    <li class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;"><a title="Equitable Share Revenue Allocation in Kenya by County" href="../../../at-stats-kenya/about/equitable-share-revenue-allocation-in-kenya-by-county/97/">Equitable share</a> &ndash; Ksh 11.7 billion </span></li>\r\n
    <li class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;">Conditional grants and additional allocations &ndash; Ksh 879.64 million </span></li>\r\n
    <li class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;"><a title="Own Source Revenue Collection by Counties in Kenya" href="../../../at-stats-kenya/about/own-source-revenue-collection-by-counties-in-kenya/96/">Own Source Revenue</a> &ndash; Ksh 1.28 billion </span></li>\r\n
    <li class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;">Cash balances &ndash; Ksh 888.94 million </span></li>\r\n
    <li class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Expenditure on <a title="How much Kenyan Counties Spend on Salaries, Operations and Maintenance" href="../../../about/how-much-kenyan-counties-spend-on-salaries-operations-and-maintenance/138/">salaries/personnel emoluments</a> <span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;">&ndash; </span>Ksh 6,,313,620,000.&nbsp;</span></li>\r\n
    <li class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;"> Expenditure on <a title="How much Kenyan Counties Spend on Salaries, Operations and Maintenance" href="../../../about/how-much-kenyan-counties-spend-on-salaries-operations-and-maintenance/138/">operations and maintenance</a> <span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;">&ndash; </span>Ksh 2,389,370,000.&nbsp;</span></li>\r\n
    <li class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;"><a title="County Development Expenditure in Kenya - Development Spending" href="../../../about/county-development-expenditure-in-kenya-development-spending/137/">Development expenditure</a> <span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;">&ndash;&nbsp;</span></span><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Ksh 3,789,780,000.</span></li>\r\n
    <li class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">The&nbsp;<a title="Expenditures by County Government - Development and Recurrent" href="../../../at-stats-kenya/about/expenditures-by-county-governments-development-and-recurrent/94/">total expenditure</a> &nbsp;<span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;">&ndash; </span>Ksh 12,492,780,000.</span></li>\r\n
    <li class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;">Bungoma County <a title="Total Pending Bills in Kenya - County and National Government" href="../../../at-stats-kenya/about/total-pending-bills-in-kenya-county-and-national-government/95/">outstanding pending bill</a> &ndash; Ksh 3,610,700,000.</span></li>\r\n
    <li class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;">The average MCA sitting allowance in Bungoma &ndash; Ksh 36,484.&nbsp;</span></li>\r\n
    <li class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Expenditure on Domestic travel <span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;">&ndash; </span>Ksh 361,430,000.&nbsp;&nbsp;</span></li>\r\n
    <li class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Expenditure on foreign travel <span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;">&ndash; </span>Ksh 34,880,000.&nbsp;</span></li>\r\n
    <li class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Total expenditure on travel <span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;">&ndash; </span>Ksh 396,310,000.</span></li>\r\n
    </ul>\r\n
    <h2 style="text-align: center; line-height: 1.5;">HIV/AIDS in Bungoma County</h2>\r\n
    <p class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;">In 2025, the</span> <a title="HIV in Kenya by County &ndash; Prevalence, New Infections, Deaths" href="../../../at-stats-kenya/about/hiv-in-kenya-by-county-prevalence-new-infections-deaths/109/">prevalence of HIV/AIDS</a> in Bungoma County was 2.55%. The number of people living with HIV/AIDS in Bungoma was 38,481, while the number of HIV-related deaths was 503.&nbsp;</span></p>\r\n
    <table class="MsoTableGrid" style="width: 100%; border-collapse: collapse; border: none; border-spacing: 0px; background-color: #ecf0f1;" border="1" width="100%" cellspacing="0" cellpadding="0"><caption><span style="font-size: 10pt;">HIV/AIDS summary statistics for Bungoma County</span></caption>\r\n
    <tbody>\r\n
    <tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes; height: 13.6pt;">\r\n
    <td style="width: 100.0%; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" colspan="2" valign="top" width="100%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: center; line-height: 150%;" align="center"><strong><span style="font-family: 'Helvetica',sans-serif;">HIV/AIDS in Bungoma County &ndash; 2025</span></strong></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 1; height: 13.6pt;">\r\n
    <td style="width: 74.6%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" valign="top" width="74%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">HIV Prevalence (%)</span></p>\r\n
    </td>\r\n
    <td style="width: 25.4%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" valign="top" width="25%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">2.55</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 2; height: 13.1pt;">\r\n
    <td style="width: 74.6%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.1pt;" valign="top" width="74%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">People Living with HIV (PLHIV) - Total</span></p>\r\n
    </td>\r\n
    <td style="width: 25.4%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.1pt;" valign="top" width="25%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">34,481</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 3; height: 13.6pt;">\r\n
    <td style="width: 74.6%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" valign="top" width="74%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">People Living with HIV (PLHIV) - Children</span></p>\r\n
    </td>\r\n
    <td style="width: 25.4%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" valign="top" width="25%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">2,449</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 4; height: 13.6pt;">\r\n
    <td style="width: 74.6%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" valign="top" width="74%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">People Living with HIV (PLHIV) - Adults</span></p>\r\n
    </td>\r\n
    <td style="width: 25.4%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" valign="top" width="25%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">36,032</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 5; height: 13.6pt;">\r\n
    <td style="width: 74.6%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" valign="top" width="74%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">New HIV Infections - Total</span></p>\r\n
    </td>\r\n
    <td style="width: 25.4%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" valign="top" width="25%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">679</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 6; height: 13.6pt;">\r\n
    <td style="width: 74.6%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" valign="top" width="74%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">New HIV Infections - Children</span></p>\r\n
    </td>\r\n
    <td style="width: 25.4%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" valign="top" width="25%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">233</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 7; height: 13.6pt;">\r\n
    <td style="width: 74.6%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" valign="top" width="74%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">New HIV Infections - Adults</span></p>\r\n
    </td>\r\n
    <td style="width: 25.4%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" valign="top" width="25%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">446</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 8; height: 13.6pt;">\r\n
    <td style="width: 74.6%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" valign="top" width="74%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">AIDS Related Deaths - Total</span></p>\r\n
    </td>\r\n
    <td style="width: 25.4%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" valign="top" width="25%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">503</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 9; height: 13.1pt;">\r\n
    <td style="width: 74.6%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.1pt;" valign="top" width="74%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">AIDS Related Deaths - Children</span></p>\r\n
    </td>\r\n
    <td style="width: 25.4%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.1pt;" valign="top" width="25%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">98</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 10; mso-yfti-lastrow: yes; height: 16.6pt;">\r\n
    <td style="width: 74.6%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 16.6pt;" valign="top" width="74%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">AIDS Related Deaths - Adults</span></p>\r\n
    </td>\r\n
    <td style="width: 25.4%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 16.6pt;" valign="top" width="25%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">414</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    </tbody>\r\n
    </table>\r\n
    <h3 style="line-height: 1.5;"><span style="font-size: 12pt;">See Also</span></h3>\r\n
    <ol>\r\n
    <li class="MsoNormal" style="line-height: 1.5;"><a href="../../../county-information/Kakamega/37"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Kakamega County </span></a></li>\r\n
    <li class="MsoNormal" style="line-height: 1.5;"><a href="../../../county-information/Busia/40"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Busia County</span></a></li>\r\n
    <li class="MsoNormal" style="line-height: 1.5;"><a href="../../../county-information/Vihiga/38"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Vihiga County</span></a></li>\r\n
    <li class="MsoNormal" style="line-height: 1.5;"><a href="../../../county-information/Trans-Nzoia/26"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Trans Nzoia County</span></a><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">&nbsp;</span></strong></li>\r\n
    </ol>\r\n
    <p style="line-height: 1.5;">&nbsp;</p>
    """
  "loading" => "lazy"
]

App\Twig\Components\MainArticle {#1692
  +content: """
    <h2 style="text-align: center; line-height: 1.5;">Introduction</h2>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">Bungoma County is located in Western Kenya and had a population of 1,845,000 in <a title="Population of Kenya 2025" href="../../../at-stats-kenya/about/population-of-kenya-2025-population-by-county/110/">2025</a>. According to the <a title="Population of Kenya 2019" href="../../../at-stats-kenya/about/the-population-of-kenya-2019/44/">2019</a> census, the county's total population was 1,670,570, consisting of 358,796 <a title="Number of Households" href="../../../at-stats-kenya/about/number-of-households-in-kenya-by-county/43/">households</a>, with an <a title="Number of People per Household" href="../../../at-stats-kenya/about/number-of-people-per-household-in-kenya-map-and-data/42/">average household size</a> of 4.6 people. </span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">Bungoma County had a total <a title="Kenya Total Land Area" href="../../../at-stats-kenya/about/kenya-total-land-area/50/">land area</a> of 3,023.9 and a population <a title="Population Density" href="../../../at-stats-kenya/about/kenya-population-density-by-county-data-map-and-charts/27/">density</a> of 552 people per square kilometer. </span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">Bungoma County is bordered to the West by Uganda, to the north by <a href="../../../county-information/Trans-Nzoia/26">Trans Nzoia</a>, to the East by <a href="../../../county-information/Kakamega/37">Kakamega</a>, and to the South West by <a href="../../../county-information/Busia/40">Busia</a>.</span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;"><img 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" alt="This is a map of Bungoma County located in Bungoma County. Bungoma County is bordered to the West by Uganda, to the north by Trans Nzoia, to the East by Kakamega, and to the South West by Busia." width="975" height="513"></span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">Bungoma County has 13 sub-counties, including Bumula, Bungoma Central, Bungoma East, Bungoma North, Bungoma South, Cheptais, Kimilili-Bungoma, Mt. Elgon, Bungoma West, Tongaren, Webuye West, and Mt. Elgon Forest. </span></p>\r\n
    <h2 style="text-align: center; line-height: 1.5;">Bungoma County Economy</h2>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">Bungoma County had an average <a title="Gross County Product/ County GDP" href="../../../at-stats-kenya/about/gross-county-product-county-gdp/45/">Gross County Product</a> at current prices of Ksh 268.7 billion in 2023, representing an average county contribution to Gross Value Added of 2.0% in the same period.&nbsp;</span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">Bungoma County's average contribution to <a title="Contribution to Agriculture, Forestry and Fishing" href="../../../at-stats-kenya/about/county-contribution-to-agriculture-forestry-and-fishing-data/41/">agriculture</a>, forestry, and fishing activities was 3.6%, while its contribution to&nbsp;<a title="Contribution to Manufacturing" href="../../../at-stats-kenya/about/county-contribution-to-manufacturing-in-kenya-data/40/">manufacturing</a> activities was 0.9%. The county's contribution to <a title="Contribution to Service activities" href="../../../at-stats-kenya/about/county-contribution-to-service-activities/47/">service</a> activities was 1.7%. </span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">Bungoma County had a <a title="Gross County Product per Capita" href="../../../at-stats-kenya/about/gross-county-product-per-capita/46/">Gross County Product per Capita</a> of Ksh 150,357 in 2023.</span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;"><img 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" alt="This chart shows the Gross County Product per capita of Bungoma County highlighted in red, alongside Trans Nzoia, Vihiga, Kakamega, and Busia highlighted in sky blue. " width="975" height="513"></span></p>\r\n
    <h2 style="text-align: center; line-height: 1.5;">Bungoma County Poverty Rates</h2>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">Bungoma County's overall headcount poverty rate was 49.2% in 2022, representing an estimated 880,000 people living in poverty. The county's overall poverty rate exceeded the <a title="Overall Poverty Rates in Kenya by County" href="../../../at-stats-kenya/about/overall-poverty-rates-in-kenya-by-county/62/">national headcount poverty rate</a> of 39.8%. </span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">In 2022, 7.9% of Bungoma's population lived in hardcore poverty, representing an estimated 141,000 people. The county's <a title="Hardcore Poverty Rates in Kenya by County" href="../../../at-stats-kenya/about/hardcore-poverty-rates-in-kenya-by-county/101/">hardcore poverty rate</a> was slightly lower than the national hardcore poverty rate of 7.1%.&nbsp;</span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12pt; line-height: 107%; font-family: helvetica, arial, sans-serif;">Bungoma County's estimated food poverty rate was 35%, higher than the <a title="Food Poverty Rate in Kenya - Number of People who Cannot Afford Food" href="../../../at-stats-kenya/about/food-poverty-rate-in-kenya-number-of-people-who-cannot-afford-food/104/">national food poverty rate</a> of 31.7%. The county's estimated number of people living in food poverty was 625,000.&nbsp;</span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-family: helvetica, arial, sans-serif;">The map below shows the <a title="Poverty rates in Kenya by constituency " href="../../../at-stats-kenya/about/poverty-rates-in-kenya-by-constituency-stats-kenya/79/">poverty rates by constituency</a> in Bungoma County in 2019. Bumula had a poverty rate of 30.3%, Kabuchai 27.1%, Kanduyi 26.6%, Kilili 36.6%, Mt. Elgon 28.8%, Sirisia 39.6%, Tongaren 23.9%, Webuye East 31%, and Webuye West 30.5%.</span>&nbsp;</p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><img src="data:image/webp;base64,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" alt="The map below shows the poverty rates by constituency in Bungoma County in 2019. Bumula had a poverty rate of 30.3%, Kabuchai 27.1%, Kanduyi 26.6%, Kilili 36.6%, Mt. Elgon 28.8%, Sirisia 39.6%, Tongaren 23.9%, Webuye East 31%, and Webuye West 30.5%" width="950" height="715"></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">Consumption analyses of Bungoma County show that the mean monthly expenditure on food and non-food items was Ksh 3,506 and Ksh 2,468, respectively. Therefore, the share of expenditure on food was 64.3%, while 35.7% was spent on non-food expenditure.&nbsp;</span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;"><a title="A Large Share of Food Consumed in Kenyan Households is Purchased" href="../../../at-stats-kenya/about/a-large-share-of-food-consumed-in-kenyan-households-is-purchased/105/">The largest share of food consumed by the source</a> is from purchase or stock at 74.5%, while 18.7% is from own production and 6.8% from gifts. Nationally, 83.7% of food consumed was from purchase or stock, 12.3% from own production, and 4.1% from gifts.&nbsp;</span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">In 2021, the mean and median per adult equivalent expenditures in Bungoma County were Ksh 5,811 and Ksh 4,602, respectively.&nbsp;</span></p>\r\n
    <h2 style="text-align: center; line-height: 1.5;">Bungoma County Demographics</h2>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">The total population of Bungoma County in <a title="Population of Kenya 2019" href="../../../at-stats-kenya/about/the-population-of-kenya-2019/44/">2019</a> was 1,670,570, consisting of 812,146 males, 858,389 females, and 35 <a title="Number of Intersex people" href="../../../at-stats-kenya/about/number-of-intersex-people-in-kenya/54/">intersex</a> people. Bungoma had a <a title="Kenya Median Age in Years" href="../../../at-stats-kenya/about/kenya-median-age-in-years-stats-kenya/87/">median age</a> of 15 years in 2019.</span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">The table below shows the population distribution in Bungoma County by sex and sub-county. </span></p>\r\n
    <table class="MsoNormalTable" style="width: 100%; border-collapse: collapse; border: none; border-spacing: 0px; background-color: #ecf0f1;" title="Population of Bungoma County by gender and sub-county" border="1" width="100%" cellspacing="0" cellpadding="0"><caption><span style="font-size: 10pt;">Population of Bungoma County by gender and sub-county</span></caption>\r\n
    <tbody>\r\n
    <tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes; height: 15.0pt;">\r\n
    <td style="width: 33.32%; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="33%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Sub</span></strong></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">county</span></strong></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border: solid windowtext 1.0pt; border-left: none; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Male</span></strong></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border: solid windowtext 1.0pt; border-left: none; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Female</span></strong></p>\r\n
    </td>\r\n
    <td style="width: 14.96%; border: solid windowtext 1.0pt; border-left: none; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="14%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Inter</span></strong></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">sex</span></strong></p>\r\n
    </td>\r\n
    <td style="width: 17.42%; border: solid windowtext 1.0pt; border-left: none; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Total</span></strong></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 1; height: 15.0pt;">\r\n
    <td style="width: 33.32%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="33%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Bumula</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">103,368</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">112,523</span></p>\r\n
    </td>\r\n
    <td style="width: 14.96%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="14%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">1</span></p>\r\n
    </td>\r\n
    <td style="width: 17.42%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">215,892</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 2; height: 15.0pt;">\r\n
    <td style="width: 33.32%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="33%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Bungoma </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Central</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">86,302</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">91,438</span></p>\r\n
    </td>\r\n
    <td style="width: 14.96%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="14%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">8</span></p>\r\n
    </td>\r\n
    <td style="width: 17.42%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">177,748</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 3; height: 15.0pt;">\r\n
    <td style="width: 33.32%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="33%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Bungoma </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">East</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">55,775</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">58,771</span></p>\r\n
    </td>\r\n
    <td style="width: 14.96%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="14%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">2</span></p>\r\n
    </td>\r\n
    <td style="width: 17.42%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">114,548</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 4; height: 15.0pt;">\r\n
    <td style="width: 33.32%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="33%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Bungoma </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">North</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">58,790</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">62,526</span></p>\r\n
    </td>\r\n
    <td style="width: 14.96%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="14%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">1</span></p>\r\n
    </td>\r\n
    <td style="width: 17.42%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">121,317</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 5; height: 15.0pt;">\r\n
    <td style="width: 33.32%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="33%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Bungoma </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">South</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">139,705</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">148,055</span></p>\r\n
    </td>\r\n
    <td style="width: 14.96%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="14%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">5</span></p>\r\n
    </td>\r\n
    <td style="width: 17.42%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">287,765</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 6; height: 15.0pt;">\r\n
    <td style="width: 33.32%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="33%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Cheptais</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">67,717</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">68,312</span></p>\r\n
    </td>\r\n
    <td style="width: 14.96%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="14%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">6</span></p>\r\n
    </td>\r\n
    <td style="width: 17.42%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">136,035</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 7; height: 15.0pt;">\r\n
    <td style="width: 33.32%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="33%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Kimilili-</span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Bungoma</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">78,560</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">83,475</span></p>\r\n
    </td>\r\n
    <td style="width: 14.96%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="14%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">3</span></p>\r\n
    </td>\r\n
    <td style="width: 17.42%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">162,038</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 8; height: 15.0pt;">\r\n
    <td style="width: 33.32%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="33%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Mt. Elgon</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">38,977</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">39,893</span></p>\r\n
    </td>\r\n
    <td style="width: 14.96%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="14%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">3</span></p>\r\n
    </td>\r\n
    <td style="width: 17.42%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">78,873</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 9; height: 15.0pt;">\r\n
    <td style="width: 33.32%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="33%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Bungoma </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">West</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">58,225</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">61,649</span></p>\r\n
    </td>\r\n
    <td style="width: 14.96%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="14%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">1</span></p>\r\n
    </td>\r\n
    <td style="width: 17.42%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">119,875</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 10; height: 15.0pt;">\r\n
    <td style="width: 33.32%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="33%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Tongaren</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">48,685</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">51,657</span></p>\r\n
    </td>\r\n
    <td style="width: 14.96%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="14%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">1</span></p>\r\n
    </td>\r\n
    <td style="width: 17.42%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">100,343</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 11; height: 15.0pt;">\r\n
    <td style="width: 33.32%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="33%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Webuye </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">West</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">74,180</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">78,331</span></p>\r\n
    </td>\r\n
    <td style="width: 14.96%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="14%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">4</span></p>\r\n
    </td>\r\n
    <td style="width: 17.42%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">152,515</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 12; height: 15.0pt;">\r\n
    <td style="width: 33.32%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="33%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Mt. Elgon </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Forest</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">1,862</span></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">1,759</span></p>\r\n
    </td>\r\n
    <td style="width: 14.96%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="14%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">0</span></p>\r\n
    </td>\r\n
    <td style="width: 17.42%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">3,621</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 13; mso-yfti-lastrow: yes; height: 15.0pt;">\r\n
    <td style="width: 33.32%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="33%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Total</span></strong></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">812,146</span></strong></p>\r\n
    </td>\r\n
    <td style="width: 17.14%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">858,389</span></strong></p>\r\n
    </td>\r\n
    <td style="width: 14.96%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="14%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">35</span></strong></p>\r\n
    </td>\r\n
    <td style="width: 17.42%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="17%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">1,670,570</span></strong></p>\r\n
    </td>\r\n
    </tr>\r\n
    </tbody>\r\n
    </table>\r\n
    <h3 style="line-height: 1.5;">Bungoma County Marital Status</h3>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">The percentage distribution of women aged 12 years and above in Bungoma County who were never married in 2019 was 39.5%. Those in <a title="Monogamy in Kenya by County" href="../../../at-stats-kenya/about/monogamy-in-kenya-by-county/63/">monogamous</a> marriages were 47.5%, while those in <a title="Polygyny in Kenya" href="../../../at-stats-kenya/about/polygyny-in-kenya-by-county/61/">polygamous</a> marriages were 4.3%. The distribution of widows in Bungoma was 6.1%, <a title="Divorce Rates in Kenya" href="../../../at-stats-kenya/about/divorce-rates-in-kenya/64/">divorced</a> 0.8%, and <a title="Divorce and Separation Rates in Kenya" href="../../../at-stats-kenya/about/divorce-and-separation-rates-in-kenya/65/">separated</a> 1.8%. </span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">Among men in Bungoma, the distribution of those who were never married was 50.2%, while those who married <a title="Monogamy in Kenya by County" href="../../../at-stats-kenya/about/monogamy-in-kenya-by-county/63/">monogamously</a> and <a title="Polygyny in Kenya" href="../../../at-stats-kenya/about/polygyny-in-kenya-by-county/61/">polygamously</a> were 43.2% and 3.7%, respectively. Men widowed in Bungoma were 0.7%, while the <a title="Divorce and Separation Rates in Kenya" href="../../../at-stats-kenya/about/divorce-and-separation-rates-in-kenya/65/">divorced and separated</a> were 0.6% and 1.5%, respectively. </span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">According to the Kenya Demographic and Health Survey, 2022, the <a title="Median age at first marriage in Kenya by County" href="../../../at-stats-kenya/about/median-age-at-first-marriage-in-kenya-by-county/77/">median age at first marriage among women</a> aged 25-49 in Bungoma County was 20 years, while <a title="Median age at first marriage in Kenya by County" href="../../../at-stats-kenya/about/median-age-at-first-marriage-in-kenya-by-county/77/">the median age at first marriage among men</a> aged 25-49 was 24.4 years. Among men aged 30-54, the median age at first marriage in Bungoma was 23.8 years. </span></p>\r\n
    <h3 style="line-height: 1.5;">Polygyny</h3>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">The percentage distribution of married women in Bungoma County who had a co-wife in 2022 was 11.2%, while those with more than two <a title="Polygyny in Kenya" href="../../../at-stats-kenya/about/polygyny-in-kenya-by-county/61/">co-wives</a> were 3.8%. The share that did not have a co-wife was 81.5%. </span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">Among men, the distribution of married men aged 15-49 who had more than <a title="Polygyny in Kenya" href="../../../at-stats-kenya/about/polygyny-in-kenya-by-county/61/">two wives</a> in 2022 was 2.5%, while 97.5% had only one wife. </span></p>\r\n
    <h3 style="line-height: 1.5;">Marriage Registration</h3>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">The percentage of currently married women aged 15-49 in Bungoma whose marriage was registered with the civil authorities in 2022 was 14.3%. The percentage whose marriage was registered and had a marriage certificate was 11.3%. </span></p>\r\n
    <h3 style="line-height: 1.5;">Teenage Marriages</h3>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">The proportion of <a title="Child Marriages in Kenya by County" href="../../../at-stats-kenya/about/child-marriages-in-kenya-by-county/66/">married males aged 12-15</a> in Bungoma County was 5.3%. The distribution of <a title="Child Marriages in Kenya by County" href="../../../at-stats-kenya/about/child-marriages-in-kenya-by-county/66/">married females aged 12 to 15</a> was 5.5%, while the distribution of married females aged 12-18 in Bungoma was 7.2%. </span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">According to the KDHS 2022, the <a title="Teenage pregnancy rate in Kenya by County" href="../../../at-stats-kenya/about/teenage-pregnancy-rates-in-kenya-by-county/69/">teenage pregnancy rate</a> in Bungoma County, consisting of females aged 15-19 who have ever had a live birth, was 18.6%. </span></p>\r\n
    <h3 style="line-height: 1.5;">Total Fertility Rate</h3>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">The <a title="Number of children per woman in Kenya" href="../../../at-stats-kenya/about/number-of-children-per-woman-fertility-rates-in-kenya/72/">Total Fertility Rate</a> (TFR) of Bungoma County was 3.6 births in 2019, a decline of 40.5% from a TFR of 6.0 births in 2009. On the other hand, Kenya had a TFR of 3.4 births in 2019, a 28.6% decrease from a TFR of 4.8 births in 2009.</span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;"><img 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" alt="This bar graph shows the Total Fertility Rate of Bungoma County as 3.6. It is plotted alongside Trans Nzoia, Vihiga, Busia, and Kakamega." width="975" height="513"></span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">Among the youth of Bungoma County aged 15-24, the total fertility rate was 1.2 births in 2019. The total fertility rate among the youth in Kenya in the same year was 1.0 births. </span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">Bungoma County had a <a title="Crude Birth Rate in Kenya" href="../../../at-stats-kenya/about/crude-birth-rate-by-county-kenya/53/">Crude Birth Rate</a> (CBR) of 26.4 births per 1,000 population in 2019, a 43.6% decrease from 46.8 births per 1,000 population in 2009. Kenya&rsquo;s Crude Birth Rate during the same period was 27.9 births per 1,000 population, a 27.2% decline from a CBR of 38.4 births per 1,000 population in 2009. </span></p>\r\n
    <h3 style="line-height: 1.5;">Place of Birth and Notification Status</h3>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">The proportion of recent births that had occurred in health facilities in Bungoma County was 89.2%. In comparison, 10.7% occurred in a non-health facility in 2019. Overall, the share of births occurring in a health facility in Kenya was 85.8%, while 14% occurred in a non-health facility. </span></p>\r\n
    <p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">The <a title="Completeness of Birth Registration &ndash; Expected vs Registered Births in Kenya by County" href="../../../at-stats-kenya/about/completeness-of-birth-registration-expected-vs-registered-births-in-kenya-by-county/121/">completeness of birth registration</a> in Bungoma County was 74.2% in 2023.</span></p>\r\n
    <h3 style="line-height: 1.5;">Place of Death and Notification Status</h3>\r\n
    <p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">In 2019, 61.5% of deaths in Bungoma County occurred in a health facility, while 38% occurred in the community. In Kenya, 59% of deaths in 2019 occurred in a health facility, while 40% did not occur in a health facility.</span></p>\r\n
    <p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">The <a title="Completeness of Death Registration in Kenya by County" href="../../../at-stats-kenya/about/completeness-of-death-registration-in-kenya-by-county/122/">completeness of death registration</a> in Bungoma County was 64.1% in 2023.</span></p>\r\n
    <p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">Bungoma County had a Crude Death Rate (CDR) of 10.2 deaths per 1,000 population in 2019. Overall, Kenya had a Crude Death Rate of 10.5%.</span></p>\r\n
    <h3 style="line-height: 1.5;">Religious Affiliation</h3>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Most residents of Bungoma County are Protestants </span><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">715,732</span><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">, followed by those affiliated with Evangelical Churches </span><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">467,570</span><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">, and Catholics </span><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">291,998</span><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">.</span></p>\r\n
    <table class="MsoTableGrid" style="width: 100%; border-collapse: collapse; border: none; border-spacing: 0px; background-color: #ecf0f1;" title="Number of people in Bungoma County by religious affiliation - 2019" border="1" summary="Catholic 291,998\r\n
    Protestant 715,732\r\n
    Evangelical Churches 467,570\r\n
    African Instituted Churches 88,179\r\n
    Orthodox 4,993\r\n
    Other Christians 40,682\r\n
    Islam 21,687\r\n
    Hindu 424\r\n
    Traditionists 3,884\r\n
    Other Religion 15,342\r\n
    No religion Atheists 11,813" width="100%" cellspacing="0" cellpadding="0"><caption><span style="font-size: 10pt;">Number of people in Bungoma County by religious affiliation - 2019</span></caption>\r\n
    <tbody>\r\n
    <tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes; height: .2in;">\r\n
    <td style="width: 71.96%; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="71%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Catholic</span></p>\r\n
    </td>\r\n
    <td style="width: 28.04%; border: solid windowtext 1.0pt; border-left: none; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="28%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">291,998</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 1; height: .2in;">\r\n
    <td style="width: 71.96%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="71%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Protestant</span></p>\r\n
    </td>\r\n
    <td style="width: 28.04%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="28%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">715,732</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 2; height: .2in;">\r\n
    <td style="width: 71.96%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="71%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Evangelical Churches</span></p>\r\n
    </td>\r\n
    <td style="width: 28.04%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="28%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">467,570</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 3; height: .2in;">\r\n
    <td style="width: 71.96%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="71%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">African Instituted Churches</span></p>\r\n
    </td>\r\n
    <td style="width: 28.04%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="28%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">88,179</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 4; height: .2in;">\r\n
    <td style="width: 71.96%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="71%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Orthodox</span></p>\r\n
    </td>\r\n
    <td style="width: 28.04%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="28%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">4,993</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 5; height: .2in;">\r\n
    <td style="width: 71.96%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="71%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Other Christians</span></p>\r\n
    </td>\r\n
    <td style="width: 28.04%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="28%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">40,682</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 6; height: .2in;">\r\n
    <td style="width: 71.96%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="71%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><a title="Number of Muslims in Kenya" href="../../../at-stats-kenya/about/number-of-muslims-in-kenya-counties-with-the-largest-muslim-population/76/"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Islam</span></a></p>\r\n
    </td>\r\n
    <td style="width: 28.04%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="28%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">21,687</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 7; height: .2in;">\r\n
    <td style="width: 71.96%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="71%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Hindu</span></p>\r\n
    </td>\r\n
    <td style="width: 28.04%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="28%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">424</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 8; height: .2in;">\r\n
    <td style="width: 71.96%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="71%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Traditionists</span></p>\r\n
    </td>\r\n
    <td style="width: 28.04%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="28%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">3,884</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 9; height: .2in;">\r\n
    <td style="width: 71.96%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="71%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Other Religion</span></p>\r\n
    </td>\r\n
    <td style="width: 28.04%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="28%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">15,342</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 10; mso-yfti-lastrow: yes; height: .2in;">\r\n
    <td style="width: 71.96%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="71%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">No religion Atheists</span></p>\r\n
    </td>\r\n
    <td style="width: 28.04%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: .2in;" valign="top" nowrap="nowrap" width="28%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">11,813</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    </tbody>\r\n
    </table>\r\n
    <h2 style="text-align: center; line-height: 1.5;">Bungoma County Development</h2>\r\n
    <ol>\r\n
    <li class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">The <a title="Rural Access Index in Kenya" href="../../../at-stats-kenya/about/rural-access-index-in-kenya-by-county/55/">Rural Access Index</a> (RAI) in Bungoma County was 82%, representing the percentage of the population living within two kilometers of an all-weather road in 2019.</span></li>\r\n
    <li class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;"><a title="Access to electricity in Kenya" href="../../../at-stats-kenya/about/population-access-to-electricity-in-kenya-by-county/70/">Household access to electricity</a> in Bungoma County was 21.8% in 2019, up from 4.5% in 2009.</span></li>\r\n
    <li class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;"><a title="Access to basic sanitation services in Kenya" href="../../../at-stats-kenya/about/access-to-basic-sanitation-services-in-kenya-by-county/71/">Household access to improved sanitation</a> in Bungoma County was 83.6% in 2019, up from 71.5% in 2009.</span></li>\r\n
    <li class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;"><a title="Households with Access to Safe Drinking Water in Kenya" href="../../../at-stats-kenya/about/households-with-access-to-safe-drinking-water-in-kenya/106/">Household access to safe drinking water</a> in Bungoma County was 80.5% in 2019, up from 72.3% in 2009.</span></li>\r\n
    <li class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">In 2019, <a title="Households Access to Piped Water in Kenya by County" href="../../../at-stats-kenya/about/households-access-to-piped-water-in-kenya-by-county-data/103/">household access to piped water</a> in Bungoma County was 9.6%, down from 10.3% in 2009.</span></li>\r\n
    <li class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Bungoma had 95.2% of its public primary schools connected to electricity, ranking 26<sup>th </sup>nationally in 2019.</span></li>\r\n
    </ol>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">The share of the population in Bungoma County owning mobile phones in 2019 was 36.8%. Among women, 63.7% owned any type of mobile phone in Bungoma County in 2022, while 29.1% owned a smartphone. </span></p>\r\n
    <p class="MsoNormal" style="line-height: 1.5;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Among men, 66.2% in Bungoma owned any kind of mobile phone in 2022, while 34.6% owned a smartphone. The percentage of men and women who had used a mobile phone for financial transactions in the year preceding the 2022 KDHS survey was 69.1% and 78.4%, respectively.</span></p>\r\n
    <table class="MsoNormalTable" style="width: 100%; border-collapse: collapse; border: none; border-spacing: 0px; background-color: #ecf0f1;" title="Financial inclusion and access to technology in Bungoma County" border="1" summary="Mobile Phone Ownership \r\n
      36.80%\r\n
     64.95%\r\n
    % of the Population Making Mobile Money Transactions 73.75%\r\n
    % of the Population with Mobile Money Accounts 71.40%\r\n
    % of the Population Using the Internet 7.70%\r\n
    % of Population who have Ever Searched and Bought Goods Online 1.90%\r\n
    % of Population Using Computer/Tablet/laptop 6.10%\r\n
    % of the Population Using a Bank\r\n
      23.40%\r\n
     24.00%" width="100%" cellspacing="0" cellpadding="0"><caption><span style="font-size: 10pt;">Financial inclusion and access to technology in Bungoma County&nbsp;</span></caption>\r\n
    <tbody>\r\n
    <tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes; height: 15.0pt;">\r\n
    <td style="width: 100.0%; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" colspan="3" valign="bottom" nowrap="nowrap" width="100%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: center; line-height: 115%;" align="center"><strong><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Bungoma County</span></strong></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 1; height: 15.0pt;">\r\n
    <td style="width: 61.38%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" rowspan="2" valign="bottom" width="61%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Mobile Phone Ownership </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">&nbsp;</span></p>\r\n
    </td>\r\n
    <td style="width: 11.92%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" width="11%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: right; line-height: 115%;" align="right"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">36.80%</span></p>\r\n
    </td>\r\n
    <td style="width: 26.7%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="26%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Census </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">2019</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 2; height: 15.0pt;">\r\n
    <td style="width: 11.92%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="11%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: right; line-height: 115%;" align="right"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">64.95%</span></p>\r\n
    </td>\r\n
    <td style="width: 26.7%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="26%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">KDHS </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">2022</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 3; height: 15.0pt;">\r\n
    <td style="width: 61.38%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" width="61%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">% of the Population Making Mobile Money Transactions</span></p>\r\n
    </td>\r\n
    <td style="width: 11.92%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="11%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: right; line-height: 115%;" align="right"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">73.75%</span></p>\r\n
    </td>\r\n
    <td style="width: 26.7%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="26%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">KDHS </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">2022</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 4; height: 15.0pt;">\r\n
    <td style="width: 61.38%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" width="61%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">% of the Population with Mobile Money Accounts</span></p>\r\n
    </td>\r\n
    <td style="width: 11.92%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="11%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: right; line-height: 115%;" align="right"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">71.40%</span></p>\r\n
    </td>\r\n
    <td style="width: 26.7%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="26%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">2021 </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">FinAccess </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Survey</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 5; height: 15.0pt;">\r\n
    <td style="width: 61.38%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" width="61%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">% of the Population Using the Internet</span></p>\r\n
    </td>\r\n
    <td style="width: 11.92%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="11%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: right; line-height: 115%;" align="right"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">7.70%</span></p>\r\n
    </td>\r\n
    <td style="width: 26.7%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="26%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Census </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">2019</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 6; height: 29.5pt;">\r\n
    <td style="width: 61.38%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 29.5pt;" valign="bottom" width="61%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">% of Population who have Ever Searched and Bought Goods Online</span></p>\r\n
    </td>\r\n
    <td style="width: 11.92%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 29.5pt;" width="11%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: right; line-height: 115%;" align="right"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">1.90%</span></p>\r\n
    </td>\r\n
    <td style="width: 26.7%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 29.5pt;" valign="bottom" nowrap="nowrap" width="26%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Census </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">2019</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 7; height: 15.0pt;">\r\n
    <td style="width: 61.38%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" width="61%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">% of Population Using Computer/Tablet/laptop</span></p>\r\n
    </td>\r\n
    <td style="width: 11.92%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" width="11%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: right; line-height: 115%;" align="right"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">6.10%</span></p>\r\n
    </td>\r\n
    <td style="width: 26.7%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="26%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Census </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">2019</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 8; height: 15.0pt;">\r\n
    <td style="width: 61.38%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" rowspan="2" valign="bottom" width="61%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">% of the Population Using a Bank</span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">&nbsp;</span></p>\r\n
    </td>\r\n
    <td style="width: 11.92%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="11%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: right; line-height: 115%;" align="right"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">23.40%</span></p>\r\n
    </td>\r\n
    <td style="width: 26.7%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="26%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">KDHS </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">2022</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 9; mso-yfti-lastrow: yes; height: 15.0pt;">\r\n
    <td style="width: 11.92%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="11%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: right; line-height: 115%;" align="right"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">24.00%</span></p>\r\n
    </td>\r\n
    <td style="width: 26.7%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 15.0pt;" valign="bottom" nowrap="nowrap" width="26%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">2021 </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">FinAccess </span></p>\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Survey</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    </tbody>\r\n
    </table>\r\n
    <h2 style="text-align: center; line-height: 1.5;">Bungoma County Finance</h2>\r\n
    <p class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;">In the financial year (FY) 2024/25, Bungoma County approved a supplementary budget of Ksh 16.7 billion, comprising Ksh 6.63 billion and Ksh 10.08 billion allocation for <a title="Expenditures by County Government - Development and Recurrent" href="../../../at-stats-kenya/about/expenditures-by-county-governments-development-and-recurrent/94/">development and recurrent expenditures</a>, respectively. </span></p>\r\n
    <p class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;">Other highlights in the FY 2024/25 include:</span></p>\r\n
    <ul>\r\n
    <li class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;"><a title="Equitable Share Revenue Allocation in Kenya by County" href="../../../at-stats-kenya/about/equitable-share-revenue-allocation-in-kenya-by-county/97/">Equitable share</a> &ndash; Ksh 11.7 billion </span></li>\r\n
    <li class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;">Conditional grants and additional allocations &ndash; Ksh 879.64 million </span></li>\r\n
    <li class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;"><a title="Own Source Revenue Collection by Counties in Kenya" href="../../../at-stats-kenya/about/own-source-revenue-collection-by-counties-in-kenya/96/">Own Source Revenue</a> &ndash; Ksh 1.28 billion </span></li>\r\n
    <li class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;">Cash balances &ndash; Ksh 888.94 million </span></li>\r\n
    <li class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Expenditure on <a title="How much Kenyan Counties Spend on Salaries, Operations and Maintenance" href="../../../about/how-much-kenyan-counties-spend-on-salaries-operations-and-maintenance/138/">salaries/personnel emoluments</a> <span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;">&ndash; </span>Ksh 6,,313,620,000.&nbsp;</span></li>\r\n
    <li class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;"> Expenditure on <a title="How much Kenyan Counties Spend on Salaries, Operations and Maintenance" href="../../../about/how-much-kenyan-counties-spend-on-salaries-operations-and-maintenance/138/">operations and maintenance</a> <span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;">&ndash; </span>Ksh 2,389,370,000.&nbsp;</span></li>\r\n
    <li class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;"><a title="County Development Expenditure in Kenya - Development Spending" href="../../../about/county-development-expenditure-in-kenya-development-spending/137/">Development expenditure</a> <span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;">&ndash;&nbsp;</span></span><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Ksh 3,789,780,000.</span></li>\r\n
    <li class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">The&nbsp;<a title="Expenditures by County Government - Development and Recurrent" href="../../../at-stats-kenya/about/expenditures-by-county-governments-development-and-recurrent/94/">total expenditure</a> &nbsp;<span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;">&ndash; </span>Ksh 12,492,780,000.</span></li>\r\n
    <li class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;">Bungoma County <a title="Total Pending Bills in Kenya - County and National Government" href="../../../at-stats-kenya/about/total-pending-bills-in-kenya-county-and-national-government/95/">outstanding pending bill</a> &ndash; Ksh 3,610,700,000.</span></li>\r\n
    <li class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;">The average MCA sitting allowance in Bungoma &ndash; Ksh 36,484.&nbsp;</span></li>\r\n
    <li class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Expenditure on Domestic travel <span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;">&ndash; </span>Ksh 361,430,000.&nbsp;&nbsp;</span></li>\r\n
    <li class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Expenditure on foreign travel <span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;">&ndash; </span>Ksh 34,880,000.&nbsp;</span></li>\r\n
    <li class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-font-kerning: 0pt; mso-ligatures: none;">Total expenditure on travel <span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;">&ndash; </span>Ksh 396,310,000.</span></li>\r\n
    </ul>\r\n
    <h2 style="text-align: center; line-height: 1.5;">HIV/AIDS in Bungoma County</h2>\r\n
    <p class="MsoNormal" style="line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Helvetica',sans-serif;">In 2025, the</span> <a title="HIV in Kenya by County &ndash; Prevalence, New Infections, Deaths" href="../../../at-stats-kenya/about/hiv-in-kenya-by-county-prevalence-new-infections-deaths/109/">prevalence of HIV/AIDS</a> in Bungoma County was 2.55%. The number of people living with HIV/AIDS in Bungoma was 38,481, while the number of HIV-related deaths was 503.&nbsp;</span></p>\r\n
    <table class="MsoTableGrid" style="width: 100%; border-collapse: collapse; border: none; border-spacing: 0px; background-color: #ecf0f1;" border="1" width="100%" cellspacing="0" cellpadding="0"><caption><span style="font-size: 10pt;">HIV/AIDS summary statistics for Bungoma County</span></caption>\r\n
    <tbody>\r\n
    <tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes; height: 13.6pt;">\r\n
    <td style="width: 100.0%; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" colspan="2" valign="top" width="100%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: center; line-height: 150%;" align="center"><strong><span style="font-family: 'Helvetica',sans-serif;">HIV/AIDS in Bungoma County &ndash; 2025</span></strong></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 1; height: 13.6pt;">\r\n
    <td style="width: 74.6%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" valign="top" width="74%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">HIV Prevalence (%)</span></p>\r\n
    </td>\r\n
    <td style="width: 25.4%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" valign="top" width="25%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">2.55</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 2; height: 13.1pt;">\r\n
    <td style="width: 74.6%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.1pt;" valign="top" width="74%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">People Living with HIV (PLHIV) - Total</span></p>\r\n
    </td>\r\n
    <td style="width: 25.4%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.1pt;" valign="top" width="25%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">34,481</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 3; height: 13.6pt;">\r\n
    <td style="width: 74.6%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" valign="top" width="74%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">People Living with HIV (PLHIV) - Children</span></p>\r\n
    </td>\r\n
    <td style="width: 25.4%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" valign="top" width="25%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">2,449</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 4; height: 13.6pt;">\r\n
    <td style="width: 74.6%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" valign="top" width="74%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">People Living with HIV (PLHIV) - Adults</span></p>\r\n
    </td>\r\n
    <td style="width: 25.4%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" valign="top" width="25%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">36,032</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 5; height: 13.6pt;">\r\n
    <td style="width: 74.6%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" valign="top" width="74%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">New HIV Infections - Total</span></p>\r\n
    </td>\r\n
    <td style="width: 25.4%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" valign="top" width="25%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">679</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 6; height: 13.6pt;">\r\n
    <td style="width: 74.6%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" valign="top" width="74%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">New HIV Infections - Children</span></p>\r\n
    </td>\r\n
    <td style="width: 25.4%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" valign="top" width="25%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">233</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 7; height: 13.6pt;">\r\n
    <td style="width: 74.6%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" valign="top" width="74%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">New HIV Infections - Adults</span></p>\r\n
    </td>\r\n
    <td style="width: 25.4%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" valign="top" width="25%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">446</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 8; height: 13.6pt;">\r\n
    <td style="width: 74.6%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" valign="top" width="74%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">AIDS Related Deaths - Total</span></p>\r\n
    </td>\r\n
    <td style="width: 25.4%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.6pt;" valign="top" width="25%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">503</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 9; height: 13.1pt;">\r\n
    <td style="width: 74.6%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.1pt;" valign="top" width="74%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">AIDS Related Deaths - Children</span></p>\r\n
    </td>\r\n
    <td style="width: 25.4%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 13.1pt;" valign="top" width="25%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">98</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    <tr style="mso-yfti-irow: 10; mso-yfti-lastrow: yes; height: 16.6pt;">\r\n
    <td style="width: 74.6%; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 16.6pt;" valign="top" width="74%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">AIDS Related Deaths - Adults</span></p>\r\n
    </td>\r\n
    <td style="width: 25.4%; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 16.6pt;" valign="top" width="25%">\r\n
    <p class="MsoNormal" style="margin-bottom: 0in; text-align: justify; line-height: 150%;"><span style="font-family: 'Helvetica',sans-serif;">414</span></p>\r\n
    </td>\r\n
    </tr>\r\n
    </tbody>\r\n
    </table>\r\n
    <h3 style="line-height: 1.5;"><span style="font-size: 12pt;">See Also</span></h3>\r\n
    <ol>\r\n
    <li class="MsoNormal" style="line-height: 1.5;"><a href="../../../county-information/Kakamega/37"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Kakamega County </span></a></li>\r\n
    <li class="MsoNormal" style="line-height: 1.5;"><a href="../../../county-information/Busia/40"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Busia County</span></a></li>\r\n
    <li class="MsoNormal" style="line-height: 1.5;"><a href="../../../county-information/Vihiga/38"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Vihiga County</span></a></li>\r\n
    <li class="MsoNormal" style="line-height: 1.5;"><a href="../../../county-information/Trans-Nzoia/26"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Helvetica',sans-serif;">Trans Nzoia County</span></a><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Helvetica',sans-serif;">&nbsp;</span></strong></li>\r\n
    </ol>\r\n
    <p style="line-height: 1.5;">&nbsp;</p>
    """
}

App\Twig\Components\SiteFooter {#1798}

[
  "loading" => "lazy"
]

App\Twig\Components\NavSocials {#1847}