Zen

Translation

<p>The numerator is the number of women of reproductive age (15-49 years old) who are currently using, or whose partner is currently using, at least one modern contraceptive method (<em>CP<sub>Mod</sub></em>CPMod). The denominator is the total demand for family planning (the sum of the number of women using any contraceptive method (<em>CP<sub>Any</sub></em>CPAny) and the number of women with unmet need for family planning (<em>UMN</em>UMN)). The quotient is then multiplied by 100 to arrive at the percentage of women (aged 15 to 49 years) who have their need for family planning satisfied with modern methods (<em>NS<sub>Mod</sub></em>NSMod).</p>
<p><math xmlns="http://www.w3.org/1998/Math/MathML">
<msub>
<mrow>
<mi>N</mi>
<mi>S</mi>
</mrow>
<mrow>
<mi>M</mi>
<mi>o</mi>
<mi>d</mi>
</mrow>
</msub>
<mo>=</mo>
<mfrac>
<mrow>
<msubsup>
<mrow>
<mi>C</mi>
<mi>P</mi>
</mrow>
<mrow>
<mi>M</mi>
<mi>o</mi>
<mi>d</mi>
</mrow>
<mrow></mrow>
</msubsup>
</mrow>
<mrow>
<mi>U</mi>
<mi>M</mi>
<mi>N</mi>
<msubsup>
<mrow>
<mo>+</mo>
<mi>C</mi>
<mi>P</mi>
</mrow>
<mrow>
<mi>A</mi>
<mi>n</mi>
<mi>y</mi>
</mrow>
<mrow></mrow>
</msubsup>
</mrow>
</mfrac>
<mo>&#xD7;</mo>
<mn>100</mn>
</math></p>
DATA_COMP
English
<p>The numerator is the number of women of reproductive age (15-49 years old) who are currently using, or whose partner is currently using, at least one modern contraceptive method (CPMod). The denominator is the total demand for family planning (the sum of the number of women using any contraceptive method (CPAny) and the number of women with unmet need for family planning (UMN)). The quotient is then multiplied by 100 to arrive at the percentage of women (aged 15 to 49 years) who have their need for family planning satisfied with modern methods (NSMod).</p>
<p><math xmlns="http://www.w3.org/1998/Math/MathML">
<msub>
<mrow>
<mi>N</mi>
<mi>S</mi>
</mrow>
<mrow>
<mi>M</mi>
<mi>o</mi>
<mi>d</mi>
</mrow>
</msub>
<mo>=</mo>
<mfrac>
<mrow>
<msubsup>
<mrow>
<mi>C</mi>
<mi>P</mi>
</mrow>
<mrow>
<mi>M</mi>
<mi>o</mi>
<mi>d</mi>
</mrow>
<mrow></mrow>
</msubsup>
</mrow>
<mrow>
<mi>U</mi>
<mi>M</mi>
<mi>N</mi>
<msubsup>
<mrow>
<mo>+</mo>
<mi>C</mi>
<mi>P</mi>
</mrow>
<mrow>
<mi>A</mi>
<mi>n</mi>
<mi>y</mi>
</mrow>
<mrow></mrow>
</msubsup>
</mrow>
</mfrac>
<mo>&#xD7;</mo>
<mn>100</mn>
</math></p>
59520/15070 · 1507

Sign in to save the translation.

Key English Russian Actions
DATA_SOURCE
<p>Survey data are obtained from national household surveys that are internationally coordinated&#x2014;such as the Demographic and Health Surveys (DHS), the Reproductive Health Surveys (RHS), and the Multiple Indicator Cluster Surveys (MICS), Gender and Generation Surveys (GGS)&#x2014;and other nationally-sponsored surveys.</p>
<h1> Поставщики данных </h1>
<p>Данные обследований получены из национальных обследований домашних хозяйств, которые координируются на международном уровне, таких как Обследования демографических характеристик и состояния здоровья (DHS), Обследования репродуктивного здоровья (RHS), Кластерные обследования по многим показателям (MICS) и других обследований, спонсируемых на национальном уровне. Систематический поиск этих международных программ обследований, баз данных обследований (например, базы данных Комплексной сети обследований домашних хозяйств (КСОДХ)), национальных платформ отчетности по ЦУР и специальных запросов в дополнение к использованию ответов по конкретным странам на вопросники по данным, администрируемым ЮНИСЕФ (Страновая отчетность по показателям достижения целей (CRING)) и информация от отделений ЮНФПА на местах.</p>
COMPILING_ORG
<p>This indicator is produced at the global level by the Population Division, Department of Economic and Social Affairs, United Nations in collaboration with the United Nations Population Fund (UNFPA).</p>
<h1> Составители данных </h1>
<p> Этот показатель разрабатывается на глобальном уровне Отделом народонаселения Департамента по экономическим и социальным вопросам Организации Объединенных Наций в сотрудничестве с Фондом Организации Объединенных Наций в области народонаселения (ЮНФПА). </p>
INST_MANDATE
<p>The Population Division of the Department of Economic and Social Affairs conducts demographic research in the area of population and development and assists countries in developing their capacity to produce and analyse population data and information. The Population Division compiles global datasets of family planning indicators and provides analysis of levels and trends in contraceptive use and the need for family planning. The Population Division monitors progress in ensuring universal access to sexual and reproductive health-care services, as called for in the 2030 Agenda for Sustainable Development, and is the custodian agency for Sustainable Development Goal (SDG) indicator 3.7.1.</p>
 
RATIONALE
<p>The proportion of demand for family planning satisfied with modern methods is useful in assessing overall levels of coverage for family planning programmes and services. Access to and use of an effective means to prevent pregnancy helps enable women and their partners to exercise their rights to decide freely and responsibly the number and spacing of their children and to have the information, education and means to do so. Meeting demand for family planning with modern methods also contributes to maternal and child health by preventing unintended pregnancies and closely spaced pregnancies, which are at higher risk for poor obstetrical outcomes. </p>
<p>Levels of demand for family planning satisfied with modern methods of 75 percent or more are generally considered high, and values of 50 percent or less are generally considered as very low. The indicator has no global numerical &#x2018;target&#x2019; value set to be achieved by 2030. Looking at the highest values of the indicator, in 22 countries representing regions such as Europe and Northern America, Latin America and the Caribbean and Eastern and South-Eastern Asia, more than 85 percent of women who want to avoid pregnancy are using a modern contraceptive method but for no country is this estimate above 91 percent. </p>
<p>Even in these countries, specific sub-populations (for example, adolescents or the poor) can still face barriers of access to family planning information and services. It should also be recognized that reaching 100 percent may not be a necessary or even desirable outcome with respect to reproductive rights. Some women may prefer to use a traditional method, even while having access to a full range of modern methods and being aware of the typical differences in effectiveness of methods in preventing pregnancies. Other women might have ambivalent preferences regarding their next pregnancy which may influence their contraceptive choice.</p>
<h2> Обоснование: </h2>
<p>Доля потребностей по планированию семьи, удовлетворяемых современными методами, полезна для оценки общего уровня охвата программами и услугами по планированию семьи. Доступ к эффективным средствам предотвращения беременности и их использование помогает женщинам и их партнерам реализовывать свое право свободно и ответственно решать вопрос о количестве детей и промежутках между их рождениями, а также быть информированным, образованным и иметь для этого средства. Удовлетворение спроса на планирование семьи с помощью современных методов также способствует укреплению здоровья матери и ребенка за счет предотвращения нежелательных беременностей и беременностей с коротким интервалом, которые подвержены более высокому риску неблагоприятных акушерских исходов. Уровень потребностей по планированию семьи, удовлетворяемый современными методами, составляющий 75 процентов или более, как правило, считается высоким, а значения в 50 процентов или менее обычно считаются очень низкими. </p>
REC_USE_LIM
<p>Differences in the survey design and implementation, as well as differences in the way survey questionnaires are formulated and administered can affect the comparability of the data. The most common differences relate to the range of contraceptive methods included and the characteristics (age, sex, marital or union status) of the persons for whom contraceptive prevalence is estimated (base population). The time frame used to assess contraceptive prevalence can also vary. In most surveys there is no definition of what is meant by &#x201C;currently using&#x201D; a method of contraception.</p>
<p> </p>
<p>In some surveys, the lack of probing questions, asked to ensure that the respondent understands the meaning of the different contraceptive methods, can result in an underestimation of contraceptive prevalence, in particular for traditional methods. Sampling variability can also be an issue, especially when contraceptive prevalence is measured for a specific subgroup (by age-group, level of educational attainment, place of residence, etc.) or when analysing trends over time. </p>
<p> </p>
<p>When data on women aged 15 to 49 are not available, information for married or in-union women is reported. Illustrations of base populations that are sometimes presented are: married or in-union women aged 15-44, sexually active women (irrespective of marital status), or ever-married women. Notes in the data set indicate any differences between the data presented and the standard definitions of contraceptive prevalence or unmet need for family planning or where data pertain to populations that are not representative of women of reproductive age.</p>
<h2> Комментарии и ограничения: </h2>
<p>Различия в плане и проведении обследований, а также различия в способах формулирования вопросов и проведения обследований могут повлиять на сопоставимость данных. Наиболее частые различия связаны с диапазоном включенных методов контрацепции и характеристик (возраст, пол, нахождение в браке или в консенсуальном союзе) лиц, для которых оценивается использование противозачаточных средств (базисное население). Временные рамки, используемые для оценки использования противозачаточных средств, также могут варьироваться. В большинстве обследований нет определения того, что подразумевается под термином "в настоящее время используемый" метод контрацепции.</p>
<p> В некоторых обследованиях отсутствие направляющих вопросов, задаваемых для того, чтобы убедиться, что респондент понимает значение различных методов контрацепции, может привести к недооценке распространенности противозачаточных средств, особенно традиционных методов. Изменчивость элементов выборки также может быть проблемой, особенно когда распространенность противозачаточных средств оценивается для конкретной подгруппы (по возрастным группам, уровням образования, месту жительства и т. д.) или при анализе тенденций в динамике по времени. </p>
<p> Когда отсутствуют данные по женщинам в возрасте от 15 до 49 лет, то представляется информация о замужних женщинах или женщинах, состоящих в консенсуальном союзе. Иногда приводятся примеры базисного населения: замужние женщины или женщины, состоящие в консенсуальном союзе в возрасте от 15 до 44 лет, сексуально активные женщины (независимо от семейного положения) или когда-либо состоявшие в браке. Примечания к набору данных указывают на любые различия между представленными данными и стандартными определениями использования противозачаточных средств или неудовлетворенной потребности в планировании семьи, или когда данные относятся к группам населения, не репрезентативным для женщин репродуктивного возраста. </p>
DATA_COMP
<p>The numerator is the number of women of reproductive age (15-49 years old) who are currently using, or whose partner is currently using, at least one modern contraceptive method (CPMod). The denominator is the total demand for family planning (the sum of the number of women using any contraceptive method (CPAny) and the number of women with unmet need for family planning (UMN)). The quotient is then multiplied by 100 to arrive at the percentage of women (aged 15 to 49 years) who have their need for family planning satisfied with modern methods (NSMod).</p>
<p><math xmlns="http://www.w3.org/1998/Math/MathML">
<msub>
<mrow>
<mi>N</mi>
<mi>S</mi>
</mrow>
<mrow>
<mi>M</mi>
<mi>o</mi>
<mi>d</mi>
</mrow>
</msub>
<mo>=</mo>
<mfrac>
<mrow>
<msubsup>
<mrow>
<mi>C</mi>
<mi>P</mi>
</mrow>
<mrow>
<mi>M</mi>
<mi>o</mi>
<mi>d</mi>
</mrow>
<mrow></mrow>
</msubsup>
</mrow>
<mrow>
<mi>U</mi>
<mi>M</mi>
<mi>N</mi>
<msubsup>
<mrow>
<mo>+</mo>
<mi>C</mi>
<mi>P</mi>
</mrow>
<mrow>
<mi>A</mi>
<mi>n</mi>
<mi>y</mi>
</mrow>
<mrow></mrow>
</msubsup>
</mrow>
</mfrac>
<mo>&#xD7;</mo>
<mn>100</mn>
</math></p>
<h1>Методология</h1>
<h2>Метод расчета:</h2>
<p>В числителе приводится доля женщин репродуктивного возраста (15–49 лет), которые в настоящее время используют или чей партнер в настоящее время использует хотя бы один современный метод контрацепции. Знаменатель - это общая потребность в планировании семьи (сумма использования противозачаточных средств (любого метода) и неудовлетворенная потребность в планировании семьи).</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAB0EAAAGPCAYAAAAqWai2AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAALEoAACxKAXd6dE0AAKyVSURBVHhe7d3vyx3Vvf//yee+1URvSZFDEqFFD4omWvwkBQVNGktRjjaJLQfBol45RWhPTWxiOZQ2aa94Tgva5ocoeEO/iTXFUpo0qaDQRKlGS8JRPGASSujHW/lxtH/A9b1ee6+VvPf7mh9r9p6991z7ej5gJWv2NXv2mjVr1sysNTNr0cysDAAAAAAAAAAAAAAmxP8J/wMAAAAAAAAAAADARKATFAAAAAAAAAAAAMBEoRMUAAAAAAAAAAAAwEShExQAAAAAAAAAAADARKETFAAAAAAAAAAAAMBEoRMUAAAAAAAAAAAAwEShExQAAAAAAAAAAADARKETFAAAAAAAAAAAAMBEoRMUAAAAAAAAAAAAwEShExQAAAAAAAAAAADARKETFAAAAAAAAAAAAMBEoRMUAAAAAAAAAAAAwEShExQAAAAAAAAAAADARKETFAAAAAAAAAAAAMBEoRMUAAAAAAAAAAAAwEShExQAAAAAAAAAAADARKETFAAAAAAAAAAAAMBEoRMUAAAAAAAAAAAAwEShExQAAAAAAAAAAADARKETFAAAAAAAAAAAAMBEoRMUAAAAAAAAAAAAwEShExQAAAAAAAAAAADARKETFAAAAAAAAAAAAMBEoRMUAAAAAAAAAAAAwERZNDMrxBv3q1/9Kvvud797KS6ajnFhmmmmmY6YZppppiOmmWaa6YjpyZ6WppfJNNNMMx0xzTTTTEdMM8000xHT83Na//djqJ2gAAAAAAAAAAAAANCPQTpBh/o6XNtbCwAAAAAAAAAAAACjMLLX4Vq+c7To8daIaaaZZjqa1Gn9L00sK2I6bVr/R00sL2KaaaaZjphmmuniaWl6mUwzzTTTEdNMM810xDTTTDMdMT1/phUXTcd4XWN5He4gCQaASWPrROrH0SLvAQAAAAAAAKBdmmq35XW4AAAAAAAAAAAAAFqhqYdVhtoJWoQnbQDgMlsnUj+OFvkNAAAAAAAAAO1iH7IcpA13LJ2gPCEKAJfZOpH6cbSaOpgCAAAAAAAAAJo3SJv5UDtBaVAGAMwXdEADAAAAAAAAwORgTFAAAAAAAAAAAAAArdDUQ5aMCQoAY2brROrH0SK/AQAAAAAAAKBdmhrGjDFBAWDMbJ1I/ThaTR1MAQAAAAAAAADNG6TNnDFBAQCYRQc0AAAAAAAAAEwOxgQFAAAAAAAAAAAA0ApNPWTJmKAAMGa2TqR+HC3yGwAAAAAAAADapalhzBgTFADGzNaJ1I+j1dTBFAAAAAAAAADQvEHazBkTFACAWXRAAwAAAAAAAMDkYExQAAAAAAAAAAAAAK3Q1EOWjAkKAGNm60Tqx9EivwEAAAAAAACgXZoaxowxQQFgzGydSP04Wk0dTAEAAAAAAAAAzRukzZwxQQEAmEUHNAAAAAAAAABMDsYEBQAAAAAAAAAAANAKTT1kyZigADBmtk6kfhwt8hsAAAAAAAAA2qWpYcwYExQAxszWidSPo9XUwRQAAAAAAAAA0LxB2swZExQAgFl0QAMAAAAAAADA5GBMUAAAAAAAAAAAAACt0NRDlowJCgBjZutE6sfRIr8BAAAAAAAAoF2aGsaMMUEBYMxsnUj9OFpNHUwBAAAAAAAAAM0bpM2cMUEBAJhFBzQAAAAAAAAATA7GBAUAAAAAAAAAAADQCk09ZMmYoAAwZrZOpH4cLfIbAAAAAAAAANqlqWHMGBMUAMbM1onUj6PV1MEUWOhOnjyZLVmyJFu0aFHnf01jtM6fP5/t3bs3W7t2bWc7xG2xYcMGtgcWrOXLl1/aH/bv3x8+BbAQaJ+P+7/qAgCTYdu2bZf27U2bNoVPgWaoTC2U8nXmzJl5ew2vtKsuWLly5aXtpWO9tpmuizGZBmkzZ0xQAABm0QEN9O8f//hHdvHixU5c/2sao6MLPXV+Pv7449mRI0fCp91t8eqrr2ZbtmwJnwALy+nTp0Msy86ePRtiABYCu8/bugDA/PbBBx+EWLcjBGiSLVOTXr4+/fTTeXkNr87aFStWZDt27Mjef//98Gn3WL979+7sxRdfDJ8AlzEmKAAAWDDUWWTvFlTQk3J17xa0d4jqDkRgnP7t3/6t5wIQAABgEPEGq3i+u3PnzvAXAADGQ8emf/mXf7nUeYvJ19RDlowJCgBjZutE6sfRIr8Xno8//nhOZ5GelPvRj34UptLYu0Lt3cjAqKksqgxHuiv26NGj2czMTHbu3Lls37592cMPPxz+CgAAUO2NN97oebsEb5UAAIybjk327Q7r16/vTOvaV//v2bMnu+OOO8JfMQmaGsaMMUEBYMxsnUj9OFpNHUwx/+m1KceOHQtTwPyhC0Hrl7/8ZbZq1apO/Oqrr+486awAAAAAAMB89bvf/S7Esmzx4sXZr3/962zp0qWdaf3/2GOPXboWxuQZpM2cMUEBAJhFBzR++tOfhhgwf2hMFIuLPgDAJNFNavGVrEuWLGEMwBG5++67O2+XiKanp0MMANpPr/COxw4Nh4PJYN/qddttt3Vu+gVSMCYoAABYsPT6lEiv/Dp06FCYAuYH2xi8Zs2aEAMAYDK88847IZZ1xgD79NNPwxSGSQ3Lx48f77xiUGHz5s3hLwDQfm+++WaI9XacYX6zr8K96667QgyTrKmHLBkTFADGzNaJ1I+jRX7jvvvuC7GuJ554IsQAAAAAAAAAjENTw5gxJigAjJmtE6kfR6upgynmry9+8YvZ1NRUmOreWbh///4wBQAAAAAAAGCcBmkzZ0xQAABm0QG9cP3gBz8Isa5NmzZl58+fD1MAAAAAAAAA5iPGBAUAAAva0qVLe54G1XhTL774YpgajJ4qXbRoUScsX748fFrOfmfJkiXh07lOnjzZ+XvesrWMtWvX9ixnw4YNhU+5alzJbdu2dZYTv6O4PrNjTvbj2LFjnd+OaVVYuXJl38tWB/XevXvnLFNxrbP+ltKJXZR/+lzLjsvV39Qx3hTlh5Znt4+CTX9Zvuhv9nsayzZS3P5NoW7atf72+0pvlZ07d16a35fFItr+8TvK7yqD5pul5cTv231C39ff7H5QVVb1fVteFDRdtK9V0Xrq9/S7dpmaVtpStofo9+N3bRmI+4/PR033m2ZPy4/L1fZJvanEpsmmuYzNJ/1uqrxtHff11HLkxbLgt52WG8vEsG6wUZq1/vodu04KdcuO5o3ftWVC+7ldtrZX1TKbKs/9itvE54nSXnUMst9J3Tfsd8rK4yB5rPnj37WcSGOa23xWvGqf0PrrN+2+p6A01KnHqs5HtKz4dwWlTb9btj/YPNqyZUv4tGv16tWX/haDfqMu+xs+3VVsXqss9cNuy9Tft99RnlYpqvNTt7Hmi98pmzfOpzSpPEQqv8pnuxzF9VndulbzK6/9upSFOsegMtq/8n5by9dnyuMm6/eqfcqmQ/OVbcuYb34bVNWBZfRb+k27H8TlxrT0kx8xrXa5cf2aOF4oXb48Kig/6+SHrTtsvg9Shxftq5q2v9GEsjRoHWz+a300T1H+x308llcFfb/ffULbYJDjks1/e40kdnkxVB0nrbz8GbR8xjKv9bV5qKDP9Ddbp9ahvFLa/LapOv42yZZrv98pLSo7ql/L2PKqYOn8wP5Noen9BePX2EOWM0P03HPPhRgAAO3GMWthOHr06IxOf2LQtJw7d25m8eLFlz5X/PTp052/5VmzZs2leRUvMj09fWk+hRSp3/HrIidOnJhZtmxZz+c+rFixorO+kf89H5QX+/btC3Pny8tX5Z/Np6KwZ8+esJRqSofdTkWhnzRL2fIHpW2Tkh8xbN26NXyzl093VSgrn3m03ez3p6amwl+K+TKnNFax85f9RlP5ZtnlqfyLvmeXkxdsmVK6tC/lzReDfsfua2U0X+p6pizX7teaX1L2H18/9EO/Y5dZtS+KL3cKVfy+kPc79u/9busqBw8erKx3Y0ipm+pQvmn/yfutvJBSdmw5VJ6Vlc2Yp17T5bmulGNhDEV1hp2naD291O8Mkseajn/Td6SoTMe/50nZDxSUj8rPMnnH05RtoP2haNlF+VEU8tbV5pWC5/Mgdd/061vnPMaqSl+eOt/R+lTV+Qpl5cTO58uiZedT/qTWAal57te7Tkg5Jymi9I2jfu93nxrGOb41zONdyjZWmfJlq6z8Rk0cEyz7+0r3oHW48qlqX23i/CzqNw32fF1pWb9+fe58MSjPq44fVhPHpbz5y4LfPmK3Zb/5U0X51/T5W6S8qbpGifunr2sGqS895W1VnsVQtk1teU0JedsU81tTbbVpZ1p9KkokDc0AcJmtE6kfR4v8XnjKTvT9CXbZhUzexVEev8wUqd/x66ILGTtdFuKFlF2PqlB2EevTogbB1IsehZQGxLwLRV0waR0U8n5PeVLEp1kNO3bah0GkXDjnhbwGD03XWZYaKOqyDUX6rTJ5nVdVDUg+rzWdp8l8s2y5V1qrGgpsULmpk66U/Ne+lbe8WLbz0le1jrYe0TLqNLRo2YPwZSIlD/Lqr6JyEfnGsrz8sH+vu62rfl9SG+x8qNNQVqaf/UPloYzdP1SOyvJMf/eGUZ7rqKrL84I9F4js3/PWM0/qdwbJY03Hv2k5ZWVQf/eUz0XbIG4j/zdtzzrnAHn7c1HQslVneHXqLIW8esbmlYLXT10lPm156U9Rlb48qd/J2w/sNvb7aBE7jy+Llp2v7jlg3bpeIa5L2b6joHT0W7doPfKWWRXy6pO6BtmnlC9a57x9uSiU7d/RMI93dfZ3naPa81StZ5m8vFO50PcU7LJiqEqzzVvtF2Xl0O83dh/Wcuqsu36nCYOkQd9VecnLt7yg+ar2wSaPS6npiiHvGtT+Xt380X5SpU7+2VC0zpb+Xqf+9XnbRP1Vt/6xQfur5+vDqpDSroD5pak288FadPpEozMAXNZUhY76yPuFx59E2xN9nbD7C5KiCw1/cVTEXmQqpEj9TtkFgS7WYqOc/vfLVLDrqoslXXTEi1Qt21+MljUOlqVF37P5rDzNuzAqa0T0DRhKm11mpM9St6FPs71gVJrVKKd5lHdl27hK3sWolqfl20YB/VbeRXbVxXRqWazDN3QV5aHkNRJqG5Sx66m8yTPMfLN5ZoPSbS++9Vt+P/DlS2Ul5o/SlbevleWfvuN/Q8uw6yia9tulbJ/MS0cM+lvc37TcvAbrvEaIOuw6FW1jS+tif19B27WM3RZFeWGXZ4PSZxvetY18uagqx75eUlCaVSYj5a9+J6/M2d/vl12eftvvH7H+99vXptGzabXfU1xlRd/Vuuv3fDnRbw+jPKfS+vp11XLt+moepduuZ15+2GVoHVKkfmeQPNZy876roDzVd1UOFM+rB7VM+x3lT97x19cL2h/8doz0m3aZNmj5tg5U2nw9qjSVseuskLe98vjv5fH7ZtE6WjZfBim3KenzUr9j81j7ZN42Vj4q78vqOvtb+u0idj4bBq1rfdnKWxdNazvEebR9yo67qWxeK43aJ/xytW5+fTQ9qLJ9Stss5oH+92VCwW5/5YfqkVi2tWxfT1eVY33fzq+gdNh9UcvPyw8FWwY8/c3Pr3WK66jl6vftOtlQlt/aXnZ/jXnh6bd8urW9i9h5/fLr1OE++PX29bBCXvrrKkqDfkt/i2VF+Wf3rTiPTZPfx5U+n+ayvBTlk51fvxnzwfL5oTIR05rHb9NUeWVYQb+t9Yu/qTT6cxmFvLRH+q7f/7QeWq79nvJe28Lnpb5bxi/bbx8t1+e3DXaf7pdfvtZB62LrT62r1tnv15q3LP/Ezq/lYvI11W6bXgv0oShhNDQDwGVNVeioj7xfeHyjgj/R18m4/XvRhbW9OCqaR/xFZorU7/h1iUHrkMcvNwZdHOVdQOozf+FVdKGZl5Z4oVjEX1TrgimPT0dReiNdONn5ixp26uZfv/yFdNF6Rr7BRsFeNHqpZbEO/Z79/byG9MhvxxjK0mwveIu2zzDzzS9boc5+EEPqvlaWf37eqvLnG1uK1jFvf9d6FM3vGyEHLUtqqLLLK2sAlbw81mdFtJ/beYsa2Ow8MZSVJd945I8RUV65qNp2+rudv2z9UmkZWp+qBiNf35XlQZ39wxtWeU6l9bLLK9v3JDao5v2uXY7WK0Xqd5rMY4WidfDqlAPx9ULRflb3eOqP0wpl/DoX7Zee/14ev18WrWPk86SqjJdJSZ+X8h2VBTtPVf1bxi5Hv13EzhdDE3Wt3adVZsr2kZRzizpUFmLnRBW/T1fVyVXq7lO+XMRQ59ymKG/z5q3KE79f6ftFfCdI2bJ9Ha9Qdr5it4vSUFVP2nJZluZR1uFNn59J3TTkra9C0T7uy6/ypoift6njkvh0p6q7ff25TFld6fO+qtzob7ZcKhSts9/vypatba1tbudXSD2+FvHbM2W/8/t1Vf1t5y3La0ymQdpt02uBPtCgDACYLzhmLQz+xDzvRN9fjOfNYy+Oyi5G/YVOitTv+HVRyEtrpIsgP3/VhZcusuz8Rcv3aUm54NHv+ouvPD4NVcsVn4d565iXf01fSPnfKCsrlk9/WYNAalmsy+4HiheJ8/hQdIGu7Wfny2vsGna+2TxTqFq+b9xQqGoAtGW7bPl2vpRGW7/fFHXy+LxI2Sd9I8sgfCdlWRnO2xdjKEqzrxeKGpztPAp1G9eK6gSfv0Xzeb7sVZWjJtntW1YmfRpVdsqOE9awynMKX+aq9usqdlmp2zf1O4PksS97CtqHUmibxO+oXk/5TZtWlaE8eftwVdn29WrZOvh1Tl1f/708vgwWrWNkG2v1vUGkpM9L+Y7fHoN0yNnl6LeL2PkUmqpr7blIVf3QT342xa9PahktkrdPlS1T5djP39Q5vs/XsnJg+Xour07w54Qpxw0tx36nqK73yy46L7V8vmu75mmyDtd3R3l+JnlpKEu/L98KVfu4Pd4oFBnWcUn8dkrlv1e1L+lvdv6iMqn57PEmtdz4cll0XebzvKpc6bd92SqrZ1L4vEtZns8XhbLjlp0vtT7C/NZUW+3/mS00I/erX/0qxAAAtk6kfhwtm9/f/e53QwwL3UsvvRRiXd/73vdCrN1mL+6zVatWham5rr766mz2wiRMdR0+fLjzeZEbbrghxLreeeedECu3a9eu7KabbgpT+fS7GzZsCFNdx44dC7HLXnjhhRDLstkLtcrlil/Pd999N8SK6TubN28OU8344x//GGJdTz/9dIiVe+SRR7LZi8EwlWV/+tOfQmx0Zi+kQyzLZi9EszNnzoSpyw4dOhRiWSe92j6R3W7WkSNHQqzr7rvvDrHLRplvy5Yty1555ZUwle9rX/taiHVt3bp1Ttn1brvtthCbu86R8u/ixYthKsv+9V//NcSKab+55557wlR62Xjrrbcq950HH3wwxLrytnmqpUuX9pSHsnTa7e333d/85jch1uv1118PsW69oN+rojKtuqnMunXrQqzrb3/7W4j1eu2110KsW/ZV9lL4svznP/85xIavrK4v8/vf/z7pu6Msz3nee++9EOt6+OGHQ6z9UvM4z/T0dOmxPzp//nz26quvhqnu/pDym/fff3+IZdn777/fWU4VnY9U1ZG+Xv373/8eYqOlPLBp1TqePHkyTPXSuu/evTtMZZXrOC5XXHFFiHUdOHAgxEajybpW5x/RlVdeGWL57rjjjhAbvS984QshNhzjPMcf5vHOnx+lHDe039nziyL+/OGBBx4IsWLKY3se+fbbb4dYuUHq8FGfn+VRGsrS7/dX5X/VPn7LLbeEWFfeNd4oj0v90nVC1b6kv9n979SpUyHWS9ej9jzpqaeeSlpflUu7/KLrMpuX2kYp1+I//vGPw9TgtB3sPq00p5yfKB3KC8uf0wHRIG3mQ+0EpUEZADBf0AGNyF9o6OJq//79Yaq9fGNGiqoLry9/+cshVs8Xv/jFECv31a9+NcS6PvrooxC7TPkf+UaAIv6i78MPPwyxYqkdbXXYBn01qqRcCIq2i+1E08XuMC/w8/gG6jfeeCPELrONQ2qU+s53vhOmihslbGNaUWPHKPNt+fLllfuBV9UQK7feemuIFfPl0jcyFbENS3b/KJNy84D36aefhlh/7P6qbVHUsWC3tzquVC6ivE4x38hiy10Z3yCXIq+RSb9v812deKllyJfl48ePh1g7pTZgySjLc57//u//DrEuWxe0WZ08zpN6887HH38cYl2+ji/izy38cvL0cz5y9uzZEBu9hx56KMS6flNw84U/Dj722GMh1i6q79VwH23ZsqVzjG6646RIU3Wt2A6pKqk36s1H4zrHH/bx7s033wyxrtTjRkoaPvjggxDr1rOp6bbHDruMIoPW4eM4P/PqpiElL2+88cYQKzbK41K/+rlOsDdvWL5T3bY3VLnrrrtCrOt//ud/QqzLdzKnXjM3eQOHv+nYdlZX8Tex+HM6oAlD7QSlQRkAAMxHerLCUgdZVWfKJKp70VeX7yz97LPPQqzLX9A9//zz2dq1a5NCG9iGo7oN8v5id5gX+HnUoGMbH/Oe7LQdVOrQ9k91+gZjNXLaPLnvvvtCrNd8zrcopaPUN/7lleO8oP1gGJp+isY37viOBdWpvoFV29uWC/3NN477cpX3NPEgqhqlfJmq2+Bvl2/XfVDKSz2NuXPnzk6Hhy83w76rftzl2TdWpzwdvJD4DiK95SJve/gwrLdhDNJp0DSlxXYa2qdprN/97nch1n06qJ/Oi1H57W9/G2JdWielWXWDfYvDOKV0ANgnxVVXlJ2L27qkTudCKt3Is3fv3mzbtm0j20+GKeUcf9jHO7s9m95m9mYpHf/8NisKbXwCbZxPOfcrpXOtbcelQfjrjzz+PKXOMcSXAX/j2eeffx5iXeMoMz5NdW7e8OcEKTcgYOFo6iHLsbwOlydEAeAyWydSP44W+Y0iuiiZmpoKU907Ol988cUwhXHRdlCjRkrA4NRYGqnxyjZW+Q5NdUSp08E2JNsGYxl259V8l1eO80LRHeZto3rUlgf/VKfKgy0T8bW2vuPblxtbrlJfhTvJ1DCvffWaa67J7r333s5TX+rw8OXGvoJtFPzvF4X5Up4njervvO3hQ5Md9W325JNPhlj3XMN3FOr4ZztH7fxtpPr3xIkTPXWwaB1UTyxZsqRzw0RZp2Ib2Gs1bZdvfetbc26M0bTqQFuXNPk6bOWTnga7+eabs8cffzzbsWPHgt1PmjaqfNPxz2+zojDqYyUu47jUv5S3HgHzVVPDmDEmKACMma0TqR9Hq6mDKSbTD37wg54n4X7+85+3vrEIc2kbzsc7qNvg61//eoh12c4oe6e8OqLiEwX2Vab+aRqNORTpjv9hP2m8ENj8biObPjVa2cZrjQ9mxwiLT/yoU1NlKrLjf4rtTE193dek0qva1TDv97X5qu3leaFTh1q/r8lvO39Tzh/+8IcQ65qPN/GoI1Rj0+3bt6+nThV19OiGieuvv77wVeVtoKeDbL2gDhCVw5UrV3aeCNP/mrZ1oM4v7E1c/dI5v5avfOJmjYWpzus8MR6TfFwCMNcgbeaMCQoAwCw6oOGpId4O0q8GI54GHS+9pnhmZqZWuHDhQqteu9evK664IsRGR2Mz2RsB7BN4Nm47or75zW+GWFd8msY/RTOqhqVx5Fu/8spvVWj7eMW+PNiOBKXdpt+OBWXH+VSjd7wBReXJPqUxjFcejlKd8e48vS5848aNYapLbzA4ePBgdu7cuTllZdR55X8/JcyH8bcnxdGjR3O3QVlQh9qk3ryicz7b2aayaG98+6//+q8Q69Y78+kJdHUIajxGdeRt3bq1p95RfXrnnXfOebqyLVTn593kEZ8Y80+Eaf1eeeWVMDUYPXVql6/Olj179nSesPX7hvYnlMs73g1yDKxD+6zfZimhreP+TiqOS+n8sBspw3DMJ1dddVWIAc1hTFAAGDNuGAHa65FHHum5QOdp0GZ99NFHIdZ13XXXhViXv7PXjxnadrbs1B1jyI+vV2fcmCbZpylsQ6R9Gs92riiddr3j0zTvvvtu5/+o7CmaSci3FLfeemuIdU1i3aL8V8NxFJ/q1JNHanyPHZra5vZmha985Ssh1hU7T99+++3O/6LljmP7+o71v/71ryGWRg33Ud0xby1/ra3Oz127dnVuXhhHg+C4y7NvMONY3evGG28MsS4/fhiy7F//9V9DrNs5GOsd//r3Jl+1OkrquN2+fXv2ySef9Az5oHX9z//8zzDVLk888USIdTtI1Anpb+jQU67q/FTnpNavifpPxyhbV+s3dR6jTrE2n1c0bdjHO/uZnbcJ9ulnjgfttNCOS/48pc5T+H78VD/epp/284+C74j11/lldGOfVXf8YUy2ptrMGRMUAMaMV7KOD/mNKmpIUaNypIaiX/ziF2Gqvja/cqxJqRex9vWo4js9lf+2A8WPKdh28fWeorKTuv3VWGMbg/xr7Ebpq1/9aoh16akMXajazivfIGg7TuM2s68W1PqUPUUzCfmW4p//+Z9DrMt3FE8Kuz21ffx2EjuP+M7T+Npc2xE/rlenKm22o75OveTHGfQdh3X41z+q83Ocxl2efYOZf33pIOo2/LfRl770pRDrsjcUtN2onnDxbz946aWXOv/bsqS/D+tVuKM6R4zntvYY2cbzK51rxNfQKq26UUadkIcPH+55EkxPuarzs8nOSX+Mevrpp8dyc8m4Dft4588F65zvVdGrjCPdxEBHaPsM+7jUtqcJ9dS99Ze//CXEqr322msh1uWvma+99toQ60o9b2my49nfwOiv88v88Y9/DLEu30GOha2pNnPGBAWAFqF+HC06oJFCHTq2MX7Hjh2dV++k8E82Vl3s6OJfT5vOd9/+9rcrGzL0ZIVtxC96qst2jqgRw98p2mb+Ynfv3r0hVs6/dtm+GnTU8sZJsxeqeeNu2bFE1YCpsmBfc1m1PpOQbyn8UxHPPvtsiE2WvLFlfWPOfffdF2KX+VdTqhzZcdn8q3ZHyXfUp77G1W/jptYhpTN12A3A4y7P/umw2IHVr7o34GzatCnE2kmdDXaddu/ePW86BfwTLsNkn5BUR5jOVV544YXwSfeY11Rn2LjPEe2r7BnzslzVmIOT/ATbMI93/ka7lPM91bX+Nch5/LIZ0qR9hn1catvThL6T8Jlnngmxcrr2tWVe58f+OOTzUtfYVa851zFF1+xN8TdNpKRBtM217SMtY9w39qG9BmkzZ0xQAABm0QGNMv5CPrWxyDcK62Kn6OJOjQo333zzpSfs5jOtgzqyijoslQf+Ka5HH300xHr58Xi+8Y1vVHawtsUDDzzQczGoC7yqxiP9fcuWLWGqeyGo5YyLLrJ9Z5TtEPCNTOKfptH62HJd9RTNJORbCjVY2LxVg3vbO1L6kfd0lW/AzHtNnm0wVfmx27fopolR8de52m5V9ZLmsU8XqdNukHWweWpvKMmT2mg8iHGXZ+WlbQDU71c1qOsYtXz58jlPLIlv+C9alo5neuLINuC11ZNPPhli3XVau3Ztow3Oo+KfGGmShkGw1HFi952HHnooxAY3rHNE7XfatlWNz88//3yIzb2JoA3sq1i1DbReKQ3qTfBPH5c9Wd50R0LbDPN4p/NBf75Xdu2g5abWtbphwS5b5xBV55IYvVEel/KO9aOkfcDWtWpPUJkuo31N175WUV+Lv5YuW7b2M12rpxxT6njqqadCrEvnhWXbU3/TNrfp8MsAmsKYoAAwZtwwArSfGvH7aSBSo7C/2NGJvr0IU1yfbdy4MXwyGXQxs3r16jmNJXF9baOiGq59w2OkC0aN9RRpubpo27ZtW25DiT5TI4d+V43bVReXw6QOxJ/97GdhqkvbWQ0z/kJc6VZafTl4+eWXx/4KNvuUnvLfbruiDk3bgWAbwqpehSuTkm8p9GS5bwDU/qEy7Bt7Na313blzZ2eeRYsWjaxBeFD2iWFbHqSoTGjft3ljv+dvohg1vZbRpkH7hTooVC/Z+k6NO7HOsw23Wi/7qvV+2DyNDWm+oUnlxf/2MI27PPunPx9//PFOPul3IuWR0qPf1DFKeffhhx+Gv17mO7u0LKU1plH/a/r6668fegdzU3RTkX0FqtJ9++23dzp4faeG8kn5pr8pD5csWTK2DgT/FJ7KlT0WKN5U2lQX2TxSmY50rmLHLh7UsM4RVTZVXyq9qhd8+Y/L1O9F999/f4i1h44B9slcbXetk+qKGHSep3WJQXWwzb9++XMbn4+ivFQdMIyOhDYZ5vFO52m+w0MdPraujXW26qq4XHucKaNzQUv7kbal0qnlWloXfa710o0tKlsYvmEel/wrVf/jP/7j0jJjufL79bBNT0+HWJfKtMqb0mLLpNKZV7/omrjoOKRraX/erP3R1olarvYBnf/E5abuTymUBntDmranzpO0zew5nuJxv7bnUCoLmzdvDlNAV2Nt5jND9Nxzz4UYAKAIdWU7sB0WhqNHj87o9CcGTafy341hzZo1YY58J06cyP1eXpi9CJnZs2dPz2dF+lkXpdV+J4Wdf/bCLXzay6dl3759PdNlQeusPCpz7ty5mdmLotzvV4Wi7dNP/vVramqq57dSg/Kxit2mVWWxX8p/m64YtE2KFJWB2Yv3MEe1YeVb3TzzZaVoP7A0j/1OmTr7iw9F5bbO70fD3CcOHjzYs2wbyspEURnQ8lLY76RsN0ktH/3WSyl1XorTp093luWXrzQrLFu2rOdzm9ay9Upd/yLDKM91qDzlLbss6LibZ/369bnz5wWVVZt3ZeVtkDzuZ9+2VPbyyk1KKFqnfusO+52q/bNqW+TlY7951cTxK9UwzhHrlFuFsmO5na9sG6XOZ6XuB3XXR0H136D1bF5douUqrTbtCto2ts4dtC7rZ5/yaUph5y/bbsM83tVdtua15xRlZUf6PZdUKGLzuur3vX7qpX7r2CL9pMHOn7LOddI8jONSVLXcvO/3s33r5Gm/50kqy1XqLlvz2/UdtGxJv9tT+7bqgyr2O1XbH5OhqbZaxgQFgBahfhwtm988kYsquutyq3kiMZXuZJ+9wKi8y3L2AqRzJ+Qox74aFt2de/Dgwcp11p2ib731ViePyuhO8ePHj8+5ezZFylh5w6Y74Pfs2ZN8p63yZfYitOdJr3FS/qt8enY8Ma/oCdE6YyDO93xLpfSeOHGi5074FMqXa6+9Nky1W9nYPl/72tdCbC4/nqhovdswVpD2i8OHD9c6LsR6vqrOS6GnyFR/+v1Dd/4r2Ke8lMZf/vKXYWq4xl2et2/fXqvemJqaKnx19q9//evcus/S7+j3Bn2yd1RU9j755JO+nqb2T9WMkn/KeJiKjl9Fb6wYxDDOEX/4wx8m738qB6rH2kpPQlW97juP6j89QeWfJKtDdYnqB0vLjXVsFM9lJ/nJwWEe7+Kyq+pa0e/reuALX/hC+KSa6uaUaxKv7jEM/Rvmcck/DdwGOk/S9YrqjhR1zjO07JRjin5b52rDuGbS9tS+n7JPR9q3VQ+oPgDKDNJmzpigAADMogN6YdD4QvGiQP/XbXBVg4htANAynnjiiTBVTBcYuhjQd+1Ftb6vCz5dCOnEX43aeu2bTWMRvy527KQitkMw9eLeXqBdd911IdbLpiUuV50UuqBVx6VfZ10U6QLt3XffrWwcsfR6HDVA6UJQy/AXj3HZylP9ri7utM3y9JN/g9DrnpQfSrvS59OuPFJjmxpqTp06lfzKPfsaURtvmsp5zC9R+svG3NRFrG8s07aps71lGPlWN89UT9h1T+kIsPuKT3Me5Ysa9rQeWp+8hgOtqz5Xvmr/Ub4Upb/u74vdB7S+TXew+psYtC4KZdtM9YitP6TOWEF23YvqL++qq64KseqbKFTOVceoXtL6aX1sWZG4zVQfxXq+KbHhMNaJlvJNv6u0KY22zrPr6NXdP/I0XZ7rUr2hY25evqhM6DP9TXmjRsWiRrfYOK/0qf6x21bp1zZXuvV7ctddd3X+Fz+moDVIHvezb3taL72GTmVS+a/88OU25pO2X8yropsP+j2e2t+sqleVT8prpdfWCVpGPOZ7/eZV3vFLv9lU+fSaPkf0+59dpmhan2u5KgdF5V9S69DU+ayqulavcLRjQSvdKoczMzM9QeuhoP3U7u961aN/tX5dqh+0bOWXXce4bfSbOvdQntvyMeg5ZT/71LDO8SOVk2Ed76rqWi0zHsvE5k/Z8SyK1yRx+Xn5o7QraN2072gfKmLXq2690E+9ZLe/1nvQ87N+0mDzLOUG07pluOnjUqS/a5l+H1Zcn+Xd3NLP9rXH/JT9T+e+qjtUJpUO/x2lL9Yx9jwjRdUxxdZbYtcxpa5JoWVqn1b9GbenpbTos7gdtW+XHYssux1TjzeALJo9adAjxEOhBuW8jtCizwFgoaN+HC2b3+Q9AAAAAHXA3XvvvWEq6zQaD+OJGRTTk5VqHBc1euvGuZRGco2BZ5/UHGKTJwAAGKFB2m3H8jpcGpkB4DJV4hH142iR3wAAAACsZ599NsS6T6wUvSIXwxM7QOXRRx9Nfkoo5Sk1AAAwPzTVZs6YoADQItSPo0UHNAAAAIBI40jaJwn1BGhqBxyG47PPPguxcufPn+8ZQ1SvfgQAAJNhkDZzxgQFAGAWHdAAAADAwrZ3794Q6/rBD34QYhglO+7bjh07sp07d2ZnzpwJn8yl8QRvv/32nidIaZMEAAAy1E5QGpQBoBoXZwAAAAAwXupk2717d5jKsjVr1mRLly4NUxgl+0pi2bJlS6djVGOFatzPGFauXJktWrQo27hxY08H6NatW7NVq1aFKQAAMB811WbOmKAAMGa8knV8yG8AAAAAcuDAgRDrevjhh0MMo7Zu3brs4MGDPU+Eijo69briGN5///3wly7Nr+9t3749fAIAAOarptrMGRMUC0q8S1BBr0tBu2ibaMyVJUuWXNpOurvz0KFDYY75K7XsUT+OFh3QAAAAAOSvf/1riHWfAtW1KcZHHaGnTp3qdGpOTU11tkkefa4nPzWf5tf3AADAZBmkzZwxQbGg2LsEz549G2Jog02bNnVeYfPqq69mFy9eDJ9mnbs777333jA1f1H22o8OaAAAAGDh0s2qMzMznXD48OHwKcZNnZq7du3qbJO4fWzQ53ryk85PAACQZ16PCaoB6+OTVWVBT2DpaTINpH7y5MnwbQB5tm3bdmnf0X4zCtqX7dgrZc6fP99JV0yj9uv5jhtGAAAAAAAAAADoaqrNfF6PCfr666+HWDk9gaWnyTSQ+s0339wZSJ1XoQJznTlzJtuxY0eY6j6FeezYsTA1PM8880yIZdnixYuzffv2XbqrU6+0mZ6eDn/NsjfeeKOTrkj79XzHK1nHh/wGAAAAAAAAgHZpqs18QY4JqoHU9dpNPU2mp8oAjI+eztY+GT311FM9Y6/olTabN28OU5OPV7KOFh3QAAAAAAAAANBeg7SZT9SYoHZMgBjOnTuXHT16tPMk2bJly8KcXXqa7Pbbb+88/QZMGr0mNr4yVq+ETrF06dJsamoqTGXZmjVrslWrVoWp4fj4449DrOuOO+4IsXx33313tmLFijCV9TwlCgyCDmgAAAAAAAAAmBzzekzQFFdffXWnE0dPkp06dSrbs2dP53WbkZ5AW79+PU+EYuK8+eabIdZ9JXSqXbt2XbqJ4PDhw+HT4Tl79myIdVV1umqfPn78+KU0TsJTojyBCAAAAAAAAABAV1Nt5vN6TNB+PPbYY9lbb73V0xGqDqJf/OIXYQoARotXso4P+Q0AAAAAAAAA7dJUm/mCHBP0pptuyn7/+9+Hqa4dO3bwWlwAY8crWUeLDmgAAAAAAAAAaK9B2swnakzQOvTKTTv2obz44oshBgBYaOiABgAAAAAAAIDJMfFjgpbRq3GtV199NcTKafzQvXv3Zhs2bMiWLFmSLVq0qBMUX7t2bedvKWOMnjx58tL3ly9fHj7t2r9/f2dZdtn6PX2eR0+xbtu2rbOc+B3F9VndJ1yVrp07d3Z+366fgj6rs8yYHi1Hy42OHTuWbdq0aU569Vk/T+Q2vby68n5foU5+qcxo+2o5K1eu7FmOllu2/SP7+0eOHAmfdtnlxaCy6un3498Vr9LPutt5t2zZEj7tsstQ0Lye/X5VnkRN7bdeE2WPJxABAAAAAAAAAOhqrM18Zoiee+65EBuONWvWzGgVYujHsmXLepZx4sSJ8Jd8+/btm1m8eHHPd/KC5tG8ZY4ePdrzHdHv+zT5sGLFiplz58515pfp6enc+WJISYsoPT5Py8LWrVvDN4vZ+bV8pTvlN1LSK1re+vXrc5dhQ0yr/Uz5NqjU9VHQ+ufRMpSWlHKloPJRVE7z5i8LeXlg10fxIoOse948ZcGzf0vZjk3ut1GTZW/YdSXSsB0AAAAAAAAAYPyaaqtdkGOCWvfcc0+Idf2///f/QmwuPdm1cePG7OLFi+GTLFu2bFm2Zs2aTli8eHH4NOvMo3lTn1ITzXvzzTdnp0+fDp/ke//997NvfetbnafW9ASbf5LOi2mxT2J6+tvq1avnPD1YRuOo6onRVB999FF2/fXXJ/2G0nvo0KEwlS+uf8oTvEqr5m2almnXR2UglocVK1aET7veeeedEOv1b//2b51taMtVGZWPO++8M/epRZXHOq688soQq2+Qddc8qex+1Y9h7LfDLHu8knW0bH7zRC4AAAAAAAAAtMsgbeYLdkzQ6J/+6Z9CrOvDDz8MsV7qFNm9e3eYyjqdPEePHs1OnTqVHT58uBMuXLjQ+cx2RFV1PlqaN9J4persmpmZ6fw/PT0d/tKlzqfbb7/9UieUOnL27duXnTt3rvMdpcN3RP3sZz8Lsbn+8Y9/hFh3WVu3bu0sQ8uK4cSJE3PGUf35z3+e/ArRxx9//FJHlNJ28ODBnmX7jrEnnngixPL94he/6HQIRz4PYr7FTq6Uztc6VCbs7+/Zs6dTBmJ5OH78eCct+lxl4rrrrgtz9vrf//3fEOt2Dmod4rZX0DL0mS1Xyse8MWxVHuP3fH7Gz23wr4RONei6a56YBl+2bfoUtNx+DWu/HXfZw3DQAQ0AAAAAAAAAE2RmiIoeV23qMdY17lWc/Th48GDPMvxrKuXcuXM9r9Jc4V5H650+fbpnfr0yM89R9zrcGPYVvI5Tacubvyg9Pt0KRenW61U1r36jbN3Ep6MovWLni2Fqair8dS6ti51XeZRHeWznU9qLXhGr9fHLVcjb1nXYV6Fq+f3SclSWi9Y18ttz2bJl4S/5+t0/7PcUz9PUuosvTyns/EXb0edX0X4Spe63wy57vJJ1tGx+k/cAAAAAAAAA0C6DtNuO5XW4bXpC9Atf+EKIFTtw4EDPqzRfeOGF7Oqrrw5Tcy1dujR76qmnwlTWeWVm6tOSeiJtw4YNYarXI488EmKXrVixovM0W1569Jl/+vPjjz8OsV433XRT54m4zZs3l66b+HScPXs2xKrpSdJdu3aFqbl+/OMfh1hX0Stk33jjjRDr0npqHfJoffRkon+KdVD2Cc6VK1eGWH16WlHbcNWqVeGTfFoPuw562nBcmlr3YRrWfjuMsscrWceH/AYAAAAAAACAdmmqzXzBjwmaQp0nkTodizo8rDXuVaTvvvtuiBXTq0PLOsLUoeKXW9QBGt1www0h1lXUqVhH2e+VWb9+fWkHqKxbty7Euv72t7+FWK/XX389xLoeeOCBECv2k5/8JMSacdVVV4VYtyMztaN7EIOM4dmkcax7XcPab4dd9ngl62jRAQ0AAAAAAAAA7TVIm/mCHxP0o48+CrFiduy/Bx98MMTK+Q6XorFGLd9hmaKqQ/LLX/5yiI3fLbfcEmLpzpw5E2K97BiL6rhK6Zjtt/O2yH333Rdi3TE6r7/++k6H4EIwH9Z9WPttG8oehoMOaAAAAAAAAACYHEPtBJ0PDcqfffZZiHX5J+2OHTsWYl3PP/98tnbt2qTQBv12vqjzUZ1aO3fuHPm6+afxPP/U4V133RVio6XXFuvp1kidgRs3bsyWL1/eybeiDtwqKnP6/qZNm+bku8pfGwxr3ZsyrP12WGWPJxABAAAAAAAAAOhqqs18wY8J+te//jXEuqqextQ4jHoSLCXMR4cOHeqM8bhs2bJOp9aWLVtat25F45qOgzqKt27dGqa6VEaUb8pDdar5Drk86lxTp+eSJUuy1atXd76/e/fuOfk+znFAvabWfRSa2m+HVfZ4Jev4kN8AAAAAAAAA0C5NtZkv+DFB//SnP4VY1zBeH7t48eLsjjvuCFPtpU64e++9t+c1oqi2ffv2Tifb1NRUZ1tb6lRTp6bytsjJkyc7r5NVp6eeqJxPBl33NhvXfssrWUeLDmgAAAAAAAAAaK9B2swX9JigekrNdjqtWLGi8vWx09PT2czMTK1w4cKFbNWqVWEJ7aRXmKoTLlIHkJ7yO3r0aO46jdMVV1wRYu2xdOnSbNeuXZ1tvW/fvjmv9FXebtu2LUxdpidA77zzzp5yqO9qGepc9Pmu8tc2/a77KDW137ax7KE5dEADAAAAAAAAwORY0GOC/vSnPw2xru985zshdpl/MtSPITopfv7zn4dYtwNUT4PqKb82dt7edNNNIdb15ptvhlg7aLzMw4cPdzqQ7dORO3bsmDNW5oEDB3o6QNXxrO9qGepcnG/qrPswDWu/HVbZ4wlEAAAAAAAAAAC6mmozX7Bjgmo8Qzv+nzpsHnjggTB1mZ4M1fiGkX997iTwT8Q+9dRTre+As9vkvffeC7FyeupylNSB/PLLL4epLp/W119/PcS61PHclKuuuirERi9l3YdpmPvtMMoer2QdH/IbAAAAAAAAANqlqTbzBTkmqDr9/DiF6vgrehXuPffcE2JZ5wlJfX+S3XjjjSGWb9SdiXnsNlEHrjq1yyjNa9euDVOjs27duhDrOnv2bIjNpdcxV6nzROMtt9wSYuNRZ92HYVj77bDLHq9kHS06oAEAAAAAAACgvQZpM19QY4KqM0JjX65evXrOGIybN28OU3M99thjIdb1jW98Izt58mSYmv/8OId/+MMfQmyucXUmeg899FCIdalTu6hzVq9hVZrVEdYULXPJkiXZ3r17wyf5fAfZHXfcEWJd9mlNpa/slbFall4r269Dhw6F2GCaWvdhG9Z+O+6yh+GhAxoAAAAAAAAAJsdEjQmqJ718UMePOj41VuE111yTbdmyJczdpafvXnnllTCVT+MAaqzGSB2od955Z7Zt27bOb3j6TB1A6hxZvnz5nKdO20brZ1/xuXv37twOLq3T7bff3ooOHb1uVZ3XkbaJ0qY0xg4pdUBp22sbxzTbcSoH8emnn3Z+8/HHH+9sY/2u7cBUZ5t+2257/bYfY/W+++4Lsa7169fP6QjVtJazcePG8Eka/0Tvf/zHf1zqBFQeKc155bdKU+s+bMPab4dR9ngCEQAAAAAAAACArsbazGeG6Lnnngux4VizZs2MVqHfsH79+plz586FpZXTfCtWrMhdTlVQOvMcPXq0Zz5NV/HrnMLOPz09HT7tdfDgwZ75FBYvXtz5PQXF7d9sXhQtU+x3yuaz7DoW5Z2cOHFiTrrKwtTUVCcNcTo1PXn023bZKUF5nCevXOkzrbv/m5+uUpU/eXlQlf9NrrvYbaKQws5fth2Hsd9K02Vv2HUl0rAdAAAAAAAAAGD8mmqrXZBjgq5ZsyY7evRo58mtonFAPc13/PjxbHp6OnyS7tZbbw2x9tL4jfv27QtTXXrC7ciRI52guCxevLgz34MPPtiZHic96ffWW2/1PMWaJ6Z5165d4ZPB6bdTy4J+/+DBg3PGyIwOHz48ZzxQPT2ofLdP3arcat46Xn755RBrTpPrPmzD2m+HWfZ4Jeto2fzmiVwAAABgYdAbjPQGoEWLFnWGe2lq+BgAAAA0b5A283k9Juj9998fYuXUeaTXjO7Zsyc7ffp0pyOp31dzauxQLUPL0nJ9J4g6PeLvqePlxIkT2fbt28Nfe2ksTs0v+t+PzZnHdsz4jrMiNo3XXXddiM2lVwZr3fQKUb9srZPW+ZNPPunMZ5dz5ZVXhthcqb9t2XEyqzqQ1Rn17rvvXtoelk+zpKY7hS8LcVtKLAfx98s6AWNHnTrLVG7scpR/U1NTnU57lVvNG/PUzldEv6syqGXYbRGX+8gjj4RPLlu6dGmI9catptZd7DaxaSxj50spV03ut9E4yx6Ggw5oAAAAYGHQEEC6RhTd9P3ss8924gAAAJgsi/Q4aIg3Tg3KeR2hRZ8DwEJH/ThaNr/JewAAAGBh2LRpU7Z79+4w1d+blwAAADAag7TbjuV1uDQyA8BlqsQj6sfRIr8BAAAWprVr13Zehaqwbdu28Cnmm/Pnz3deZxu3ZeprbR966KFLbwjSm4GeeOKJThwAAADt0FSb+YIcExQA2or6cbTogAYAAFiYjhw5EmJZ9sEHH4QY5puPP/648zrb6MMPPwyxchoi6dSpU5lejnbhwoXKYVwAAAAwPoO0mc/rMUEBAGgKHdAAAAAAAAAAMDmG2glKgzIAVOOGEQAAAAAAAAAAuppqM2dMUAAYM17JOj7kNwAAAAAAAAC0S1Nt5owJCgAtQv04WnRAAwCAhez8+fPZ3r17s7Vr12ZLlizJFi1a1AmK6zP9TfOk2r9/f7Zhw4Zs5cqVl5alsHz58s7n+nvq8jZt2nTp+/pedObMmWzbtm09v6H0avnHjh0Lc82l78X5FSyND2r/FsPJkyfDHJdpXfQ3/Wb8u9ZJ6Y15GNOj38yjz5W3micuLwatl5ZVti5l4jbwy9X2VL4VpcmLZUPLiuuloHjdsmHzzP6+4lpXm9aYd2Xrr3WM869evTp82rVly5ZLf4tBy/S07eJ66f+8bZ0n5ovyoGjbHTp0KMxdzeaNTYPW3+eN4vosdRsCAABMioHazGfG4LnnngsxAICtE6kfR4u8BwAAC9W+fftmFi9ePKNmgbKgeTRvmYMHD84sW7Ys9/s+pCxP1qxZc+k709PTnc+2bt3as6y8MDU11ZnXO3r0aO78ZUHf8fzfT5w4Ubju/vunT5/upC9v3rygPDh37lz4drmydPigfCzTZNkQ+x3lidYpZVuuX78+d/1VHvLmLwueLw9529rT76bki4K2hbZJFfudmDe27BeFlHwHAACYz5pqt2VMUAAYM55ABAAAwCjpicCNGzdmFy9eDJ8U0zyat4iWde+992anT58On5SLy9MTbak+++yzzlN2O3bsCJ8U2717dydN3rXXXhti6a644ooQy/f3v/89u/POO5PXfcWKFZ30pdITqt/61rfCVDE9eXjzzTcnp0P5WPSkpbaLLxvLli3L1qxZ0wmLFy8On17elvZJ3Sqff/555ynKlG356quv5q7/ddddF2JpbJr7oac/lWY9ZZqyz4i2hbZJnbz56KOPsuuvv76z3aso3+s8cQoAADDfNNVmzpigADBmvJJ1fMhvAACw0KjjxHdATU9PZydOnNDjcp2g+J49ezqdX2XUweOXNTU1lR09evTSss6dO5cdPHiw04FmqTMwtRNHv/H+++934urQ2rdvX2e5Wr46m7Zu3dr5W6T5/StDly5deilNCpbSZv8Ww0033RTmyKcOw9gppg5OpUvrrrxbv379nE5U24GmfFK+xPVQ0LpoW9hOO3WIVb3m99vf/naY6tJv222g5Sptfht42p62k1brpOWcOnUqO3z4cCdcuHCh85ktG+qQS32drNIat6WW4bel1t/S+uv1s5ZelxvXTWmx9P34txiU5kH86Ec/6umY1Pbx+0zMY7/P1Hl97eOPP95TnlQ+4vL1W377PfHEEyEGAAAweRprM589mRqaokdUeeUgAFzW1KP9qI/8BgAAC80y98pUvcq2iF7NqdeWLl68OHxymf6mz+2y9lW8olN/t/PnLTdak/NK0BUrVuS+HlX861Wnwyt0i9h59Vup7PdiKHoFr6f11bynT58On+Q76l7VWrZ8/c3OW/Wq2z179nTS4V/V6rdnWV6L1sHOr1fXFonz2FCWTl9OVGaL+Lyq2u6R/56m8/j58vLO89ukbt6UbW9tFztvUboBAADmu6bazIf6JChP2AAA5gte4Q4AACadnvTTE2uRnmZbt25dmJrr6quvzrZv3577JN2LL77Y82SjlqUn9Mro7/ZpNn0/9XWhejJOTyIqTXm+//3vh1jXm2++GWLDpfXZtWtXmCqnfNS8eiq1zKpVqzrrGxU9SajP7ZObSou2V5nHHnuskw7/lOuBAwd6tucLL7xQmNeidXjqqafCVPfVtXptbAo9MVmWTl9OVGbLnoYdpp/+9Kch1vX73/++8gnhn/zkJz1P8ypvUp8GnZqaKi1PP/7xj0Os65133gkxAAAA5GFMUAAYM24YAQAAwCj8+c9/DrGuBx54IMTqe+2110Ks+3rQRx55JEyVe/rpp0Osy6cpj14xWtYBKvqb7TjTK1yHTev9yiuvhKlmla1r9N5774VY18MPPxxi9anTM1IHbFVHn9j8lnfffTfEiqmTr6qzXPy6jKOzT5269jW4Wl91UFfRtrMdxOK3VR69xriqQ93ftPC3v/0txAAAACZLU23mjAkKAGPGmKDjQ34DAICF5Pjx4yHW7ViseiKxiDqH4riOcs899yR12onvRLJpKrJ8+fLk5Uf2iddhUUdX3XQ16b//+79DrOu2224Lsfrs9nzwwQdDrJzvKP3www9DrNg//dM/hVg5vy6jerLX8p26999/f4hVu+OOO0Ksy2+rPLfcckuIpUt9whQAAGC+aarNfCydoDwhCgD5qB9Hiw5oAACwkNiOLnUs9uvjjz8Osa66nTf2CUKbpkHdddddIdZ+6kg+dOhQtnPnzs6TkWvXru0JKU8OfvDBByHW1W+ntn/V7PPPPz8nPUVhWPpdlyb5Tt0bbrghxKr5zn6/rQbhn8AFAACYdIO0mTMmKAAAs+iABgAAwLCdPHmy0+l5zTXXZPfee2+2ZcuWzpiReu2qDXZ8zlHTU7Q+PUUBAAAAaDPGBAWAMeOGEQAAAGDy7d+/P7v55ps7nZ6TRuOj+lfAAgAAAP1qqs2cMUEBYMx4Jev4kN8AAADjpc6zhUCvnN24cWOY6pqamsoOHjyYnTt3LpuZmekJ43zl6fT09Jz0VIULFy7MeQUsLrvqqqtCDAAAACmaajNnTFAAaBHqx9GiAxoAACwktsNRY1L264orrgixrr/+9a8hlsa+RvW2224Lscnmz/PV+blr165s3bp12dVXXx0+rcd3rPW7Tb/85S+HWNdnn30WYuOj1wZb4xgj9Morrwyxro8++ijEqvlxVuuOmwsAAIDLBmkzZ0xQAABm0QENAAAmne1wfP/997MzZ86EqXpuuummng7VP/3pTyFW7dChQyHWdeutt4bYaI36CVT7Clw95anOz0H5jrU33ngjxOpRJ+yyZcvCVL3tWVdqB+tf/vKXEOtSmcvjO+Sb9JWvfCXEut56660Qq/bHP/4xxLpuvPHGEAMAAMAoMSYoAIwZN4wAAABgFO6///4Q6zpw4ECI1XfPPfeEWJZdvHixM95limeffTbEur75zW+G2GiN8wnUlI7flKc6/StzX3rppRCrz25PdZD7JxmbsmPHjqSy8swzz4RY19133x1ivYo6R5vgO/vVkZ1y44C23e7du8NUt8O9iU5vAACAhaSpNnPGBAWAMeOVrONDfgMAgIXEdyRt2bJlzmtHvb1792ZLliyZ0ynnz6M2bdpUuSzNY1+Fq068YXZipVKaBnk9cArfmVZG+aSOyCrKO/sEp9ZD26uMOjeXL18+54ncxx57LMS6vvGNb1Ruz35pbNSdO3eGqbm0/qdPnw5T3XKS+jrc1157LcSa8dRTT4VY1/r160vLiv62du3azo0BkV8GAAAAqjXVZs6YoADQItSPo0UHNAAAWEjUkTQ9PR2mum6++eZOh5Tt8NLTbupMU2fZ448/3unQ+fjjj8Nfu1atWtXpEIo0j5a1bdu2nmWpU0gdbuoY8k/HaUzMcfFPY/7oRz+69JRfXP9+XxecZ8OGDSGWdTr41NHnO9PUQenzqYp/+lPbS79ln+TU7+jpSy179erVnd//8MMPw1+71KG6devWMNXdnnfeeWdne+Y9FarPtEyth8qJ/q9DHfBKj+2MVblR2v36+zLrrVixIsS6T7Fq28W81TLLOlyrPPLIIz0dzVr+9ddfP6d8KK78uP3223s6sJW2zZs3hykAAAD0Y5A2c8YEBQBgFh3QAABgIVCHjO00EnVIqQNz0aJFnaBOH3Wm2afx8sZe/PWvfz1nWXrdqV3WNddck9177709T4CqA1TjK6Y+3TcM/jW86njTetv1//TTT8NfB/eDH/yg52lQ/Z7yRh2BCupIVAdlzCefr0XUGW07L0VPmmpZdhvo6Uu7Da688soQu+z73/9+z++qI1Tb0y4rBn2mZWo9VE5SO4zVcR7zQelR2YjLVLnxT8nu27ev8mnh73znOyHWpW2ndY7LVPnul8ZL/e1vf9uz7ZQv+o1YXhQUV37YfUZ5efjw4TAFAACAcWBMUAAYM24YAQAAwCipY8Z3nBVR54+exMvriFIHUZ1liV5tqiflxv0aXP/k47Cpw1cdv7YzTdQRqGA7z5SuX/7yl2Gq2vbt27M9e/bMWXaRqamp7IEHHghTl2l7Hj9+vPLJyzwp45zKLbfc0tn+fjxTT+uiDlD7BG0Rvco3tdO4HyorKWm2tA21byhPAQAAUF9TbeaMCQoAY8YrWceH/AYAAAuROmbUcXbixIlOZ43vQNK0nthTJ9Qnn3xS+jrPuCx14qnzTB1FvjNOn+l39HvqGEp5AtTOk/rEqH26MaVTTOk+ePBgz9OJou9qXfSUpacn/qLrrrsuxNKoM035qQ5L36Gm31QeKR+VLj15G9N01VVXdf4vo45AddTlLVtp1mf6m5av1xCXdc5pe2u+uCy7zqJ06XPlm/JJ21VpTqXtqXKg8mVfqSxarpapfErpAI3UeZu37prWNvZs/ur/vCedrZjmo0ePdraT/52YJzGPlR8pHaD9lCdbHlI7nwEAAOabptrMF83MCvHGKZF5iSv6HAAWIlsnUj+OFvkNAAAADJdeFxupg5MxMgEAAFClqTZzxgQFAGCWDqYAAAAAAAAAgMnAmKAAMGbcMAIAAAAAAAAAQFdTbeaMCQoAY2ZvGKF+HC3yGwAAAAAAAADapak287F0gvKEKADko34cLTqgAQAAAAAAAKC9BmkzZ0xQAABm0QENAAAAAAAAAJODMUHRCps2bcoWLVrUCYpjsh06dOjS9l6+fHn4dOHihhEAAAAAk2rZsmUhlmXXXXddiAEAAADFmmozZ0xQtMKZM2dCrDeOyfThhx+GWJadPn06xBYuXsk6PuQ3AAAAMFynTp3KZmZmOmHDhg3hUwAAAKBYU23mjAkKAC1C/ThadEADAAAAAAAAQHsN0mbOmKAAAMyiAxoAAAAAAAAAJgdjggLAmHHDCAAAAAAAAAAAXU21mTMmKACMGa9kHR/yGwAAAAAAAADapak2c8YEBYAWoX4cLTqgAQAAAAAAAKC9BmkzZ0xQAEClM2fOZEuWLMkWLVo0UNi7d29YYvvQAQ0AAAAAAAAAk4MxQQFgzObDDSOffvppdvHixTDVv88++yzEAAAAAAAAAACYq6k2c8YEBYAxmw+vZL322muzxYsXh6n+XXnllSHWDhyPAAAAAAAAAKBdmmozZ0xQtNr58+eznTt3ZitXrrz0Ok29knPDhg3Z/v37w1xznTx5sufVnWXzeocOHer5Lb0GtB+bNm3K/X0tT39bvnz5pb9r/bZt21b4W/q+1jnOr1CVB2X0O/q9tWvXznnFqT7T35SHdWl76XWnWoZfZr9ptZRulQe/fOVlnfzQfPG72haRtr0ta4rnvb41bjvlnc2nY8eOzdm2iuuz1HLU1vpx6dKl2YULF7KZmZmBwmOPPRaW2A7zoQMaAAAAAAAAABaqQdrMGRMUraXOp+uvvz7bsmVL9v7774dPs84rOV999dVs48aNnU6qvM6lL37xiz2v7nz66adDrNqzzz4bYl3q/OmHTdfZs2c7/6tzcdmyZdnu3buz06dPdz4Trd+OHTs6f7Mdeepg0zpqXbXOVswDdQiq8zGF5lOHnH5Hv3fkyJE5rzjVZ/rbzTffXGvZ6kDU9nr88cc7y7A0rbSqQ7CfzlWJeafy4JevvIz5kfIbcXtI3E5a/r333ttT1hR//fXXw9Rlcdsp7/7xj3908kh5tXr16jnbVnF95rct2ocbdAAAAAAAAABgcjAmKFpJHXXqTKsag1CdVPfcc8+cjrqrr746m5qaClPdjqiUzjd1iNkONj1d2ASNg6jOTHUuVlFHnp4oVIfZnXfe2dMpl0fp/bd/+7cwVUzrf/vtt3c65FJp2erYrMo7pVUdiFXbS9tB6/Taa6+FT6pp2+bl3YoVK7I1a9Z0ghV/o05nqzpAU7ZNno8++qiTR75jNo+2rTqLPW4YAQAAAAAAAACgq6k280Uzej/hkKgTlMZ9pNBTdHmdSBqDcNeuXdltt93WeSJTHWIHDhzIfvjDH/Z0uKnDU/NZ6kjUk3nR1q1bs+3bt4epfHr6VJ2v0YkTJ7KbbropTNVTtE56IvCnP/3ppQ5WdYr9x3/8R09np+axTxOuX7++s85Ki/LgxRdf7DwRaZWlNT6p6H9D6Yh5K+o4VJp//vOf9+SvOhyPHz8epnqp41h/t/Pb9IrWUU/YFnUUllVD6hC3Hbdatjos/RO62na2XGj93n333U6HuKdX6sb8UxmzaVc5+drXvpZ9/vnn2dtvv935zJcbveY2j/Lhxz/+cbZu3brOtPLTP7mqdJ06dSpMdVFXtkPcDvYGHqaZZprpiGmmmR7etDS9TKaZZprpiGmmmWY6YpppppmOmJ4f0/p/YOoEHZbnnnsuxHoVfY6Fa82aNeoF6wn67Ny5c2GOXidOnJgz/+nTp8NfL1u2bNmlvy9evDh8WmzFihWX5td3B5G3Tlp+3jrpM6XPz6+wb9++MFev6enpnvm2bt0a/jKXn7coHZH+ZvNCYc+ePeGvvaampnrm03QRrYudN4YiR48e7ZmvbNly8ODBnvmL0uzzQ0H5r3KVwn9XoSxtPi+1XpatE6kfR4v8BgAAAAAAAID2GqQNlzFB0Up6svPw4cO5T/GJnjCcnp4OU116QtR79NFHQ6w7fmPeq0gjPdFon5R88sknQ6wZem2rnqbMWyf/+t5o3759ha/k3bx5c+cpxuiDDz4IsV56ClRPdkb6Tlneiv72y1/+Mkx1PfPMMyHWy45zqaccf/KTn4SpubQuemLVpruMvfujatmiJzDt63FfeOGFEKv2+9//vu+nfrXt/JPIlp4Otd55550Qmz+0fyxZsqTzFOwgQU/sAgAAAAAAAAAwbGN5HW5jj7FiYthXx+a9LjSPOmU0b6TOL3XuWX4evUrVdtpZflxIvY7Wv3K1Dr9ORa9mjfp5fa9/5W7e7qyOX43XGanzWB2oKfzyfZ70k2bxeZ2XbnXeXnPNNWEqfdn+lcbnzp2bk+/2dbhSJ09EnXlRWZmy7HfKOk3bWj/6bd2vunk9bDa/Y6e7pmNcmGaaaaYjpplmutlpaXqZTDMdMc0000xHTDPNNNMR00wzPb+mI31up2tRJ+iw8JpBpLKvjlU81bKE193aZSsUvQbWLmv9+vXh0/7VXSf/6le9srWKXoFrv5PHz5P6yldRGux39bpZy//dv+a1iP9eHp8fqctO+V7K75ex303ZTmK/48vDfKgr9bpp7WN2PfoJRa8obgOOWQAAAAAAAAAwfk211Q71dbhFbG8uMIjly5eHWPd1t3kefvjhEOt64403QuyykydPdp5yjO67774Qa7crr7wyxIr51+TWeeXrHXfcEWJdH374YYh1ffbZZyHWtWrVqhAbnH9l7Pe+973Ok6lVQfO10Rrzmt4yba0f9QTwhQsXOk/tDhIee+yxsMR2KLq7CAAAAAAAAAAwfoO0mTMmKCaexqG0Y1D+13/9V4hd9pvf/CbEumNmFo3DiV5F45AOg8Zr1at5q4Id1xWogxt0AAAAAAAAAGByDLUTlAZltIXt1FQnmcYKtV599dUQ650X85vGYv3yl78cptqLG0YAAAAAAAAAAOhqqs18LK/DpcEfo+ZfwXngwIEQy7JDhw71vAr3oYceCjF4/vW7V111VYgN39GjR3Nfr1oWTp06lV199dVhCe3FK1nHh/wGAAAAAAAAgHZpqs2cMUExr7333nsh1n3qr4jGwVyxYkWYyrLnn38+xLLsD3/4Q4h1l9HkuJZt4DsqNf5pKj8u5w033BBiXbfcckuIdR07dizEBnfjjTeGWNfnn38eYpON+nG06IAGAAAAAAAAgPYapM2cMUHROufPnw+xcurMu3jxYpjKejo583znO98Jsazz5GfssNu/f3/nf3n00UdDbHLceeedIdb1l7/8JcSqvfbaayHW5V8te91114VY10cffRRi5T777LMQK/alL30pxLrefvvtEAOGgw5oAAAAAAAAAJgcjAmK1tGYnZs2bQpTxfbu3RtiXffdd1+I5XvggQdCrOv/+//+v86rcG1Hqp9nEnzlK18Jsa5nnnkmxMqpk1jbIlq/fv2cV8vedtttIdaVsmx1Ou/YsSNMFVu6dGnP0727d+9O7iCfb7hhBAAAAAAAAACArqbazBkTFK2kDi91hBZ1eqkjTfNEixcvzu6+++4wlU8deFNTU2Gquwz7Ktw1a9Z0Ot4mjV4FrHWL9BRsVSeznrL9xje+Eaa68vZb5Zdf9s6dO8PUXOq43rhxY5iq9uSTT4ZY1umsXrt27UR2hPJK1vEhvwEAAAAAAACgXZpqM2dMULSWOjlvv/32Tmdl7Pg6c+ZMp5PNd6T97Gc/m/OUYp6vf/3rIdbtVLMdqQ8//HCITZ7p6ekQ69J6r1y5sidvRZ2fyl+9Qtc+Ibt169bCsVKffvrpEOvasmVLp5PVjj2qJ27Vgfn44493ptVpneKxxx7rec2xnkxVmVBnqh/bVOuhp1f1tw0bNmRLlizprN98Q/04WnRAAwAAAAAAAEB7DdJmzpigaB11uMWOLz1ZqA7Pa665Jlu0aFHn9ajqZLP0dKc6y1KsW7eu5xWrVtWTpPOZngbdt29fmOpSh6LNW4Wbb765k7+2A1T5u3379jA1lzpH7RO2ok5WLSsu9957782OHDnS+Zs6QN96661OPMULL7zQ02mqMqHOVLt8Ba3H6tWrO3979dVXO+tw9uzZ8C2gGh3QAAAAAAAAADA5GBMUrXPllVdmhw8f7oxBWUUdprt27QpTafKWq068lCdJ5zM9HXn06NHCTmBPHY979uxJyl/No21RRa/O/eSTTzqdsqk0r76TUh68G2+8McTajRtGAAAAAAAAAADoaqrNnDFB0Qp2LE51XKlDUq8yVaedOr/sk4B6SlSdlidOnCh9QrHII488Mud1rPY1uU2x65Qy1ui1117bk66UDrzrrrsuxLKkzk09tXnq1KnOU6HKQ/uqWdEylN/6uzoeU5+wFW0LbS8t16ZFcX2mv6lzO3Y2x3n8tsgTy4O2uTpb1Znqv6fl6XP9ljpv9cSonvzNUzffPPsdu6wyV111VYhl2a233hpiXbySdXzIbwAAAAAAAABol6bazBfNzArxximReYkr+hwYFY2HqdfBijq01DEIjIutE6kfR4v8BgAAAAAAAIB2aarNnDFBseAcO3bsUgeoPProoyEGYCHTwRQAAAAAAAAAMBkYExQLji+XDzzwQIgB48ENIwAAAAAAAAAAdDXVZs6YoFhQzpw5k7366qthKuuMH5kyXicwTLZjnvpxtMhvAAAAAAAAAGiXptrMGRMUC8qmTZuy3bt3h6ksO3r0aLZq1aowBYyHrROpH0er3/xetGhRiAEAAAAAAACYVBpOb+/evWEKo9JUmzljgmLBOH/+fLZ///4wlWXLli2jAxTAJTqYAgAAAAAAAAAmA2OCYsH4+9//nl28eLETX7x4cfbss8924sC4ccMIAAAAAAAAAABdTbWZMyYoFoybbrop09ufFS5cuJCtW7cu/AUYL3vDCPXjaJHfAAAAAAAAANAuTbWZMyYoAIyZrROpH0eL/AYAAAAAAACAdmmqzZwxQQEAmKWDKQAAAAAAAABgMjAmKACMGTeMAAAAAAAAAADQ1VSbOWOCAsCY2RtGqB9Hi/wGAAAAAAAAgHZpqs18LJ2gPCEKAPmoH0eLDmgAAAAAAAAAaK9B2swZExQAgFl0QAMAAAAAAADA5GBMUAAYM24YAQAAAAAAAACgq6k280Uzs0K8ceoEpXEfAMr5utLeQKLPmR7udKTPm1ge00xHTDPNNNMR0+XT0vQymWaaaaYjpplmmumIaaaZZjpien5M6/9BjaUTtKnEA8AkoE4EAAAAAAAAAGCuQdrPGRMUAAAAAAAAAAAAwEThSVAAaJFYP+r/iOnhT0v8rInlMc10xDTTTDMdMV0+LU0vk2mmmWY6YpppppmOmGaaaaYjpts/HelzO10HY4ICwJhRV7YD2wEAAAAAAAAAxq+pttqhvg63iBIPAJiL+nG0bH7TAQoAAAAAAAAA7TJImzljggIAMIsOaAAAAAAAAACYHEPtBKVBGQCqccMIAAAAAAAAAABdTbWZj+V1uDT4A8BlvJJ1fMhvAAAAAAAAAGiXptrMGRMUAFqE+nG06IAGAAAAAAAAgPYapM2cMUEBAJhFBzQAAAAAAAAATA7GBAWAMeOGEQAAAAAAAAAAuppqM2dMUAAYM17JOj7kNwAAAAAAAAC0S1Nt5owJCgAtQv04WnRAAwAAAAAAAEB7DdJmzpigAADMogMaAAAAAAAAACYHY4ICwJhxwwgAAAAAAAAAAF1NtZkzJigAjBmvZB0f8hsAAAAAAAAA2qWpNnPGBAVQ2/79+7NFixZ1wvLly8Onk+nMmTPZkiVLOuuq/0+ePBn+MhzUj6NFBzQAAAAAAAAAtNcgbeaMCQqgtrNnz4ZYlp0+fTrEJtOnn36aXbx4sRPX///4xz86cUweOqDHayHdXNFWuulj27Zt2cqVK3u2xaZNm7Lz58+HuYCFgToJACaTzmti/a74JDt06NC8PZYdO3ass32U7rgOOkfduXNnmAMAgC49sDLKB1gw/zAmKACMGTeMAAvr5oo20kXCihUrsh07dmTvv/9++LS7LXbv3p29+OKL4RNgYaBOAoDJpJu+IhufRB9++GGIza9jmW5EWr16decc1KZb56hbtmzpdJACABDpgRUeYJlMTbWZMyYoAIwZr2Qdn37y2z4dpKC7k/VZHf4utUlvgEG76SnPf/mXf7l00QAAaCedb8TzB51/cP4AYNLoOmnjxo1hCkCTOI8AJpOOnfHNCdrH9SaISdFUmzljggJAi1A/jlY/B9OXXnopxLp0d7Iu1OtcQPi71PTaZWBc3njjjZ677NevX9+ZnpmZ6fy/Z8+e7I477gh/BQCMy9NPP33p/EH184EDBzpxAJgUe/fuDbGu6enp7Ny5c53z0hMnTnSmr7322vBXAHVwHgFMJh07Y5uO9vFnn322E580g7SZMyYosIDpNTK6S4Sn0YDBO6AnfUwhTK7f/e53IZZlixcvzn79619nS5cu7Uzr/8ceeyxbtWpVZxoAAAAYFvuGnTVr1mSbN2/Orr766s70TTfd1JmO56kAAAApGBMUWMDeeeedEONptHHihpHJcOTIEcanwbxkxwC97bbbLjU0AQDa5cknn+zcrCLLli3LHnjggU4cWIh27tx56YbelStXhk8xn+mm7PiUmtx1110hhiZoCIz4KlSFSXpd4kLT7wMNnEcAk+mhhx7q7NOiffyJJ57oxCdBU23mjAkKAGPWzytZ0YxB81uvDbW+973vhRgwf8TXpgiNTQDQXnoy/8KFC53XQp46dYqnobCgvfnmmyHWe0MX5i9/UzbDMTTr448/7ulk/vDDD0MM802/DzRwHgFMJr25S/u09m3t4+vWrQt/mf+aajNnTFAAaBHqx9Ea9GD6v//7v9nU1FSY6jbA2Fc4AQAAAAAAAAD6N0ibOWOCAgAwq9+D6Q9+8IMQ63r66adDDAAAAAAAAAAwLowJCuTQk1zx/fqbNm0Kn3bHUNDYIxpzJP59+fLlnXmKxgLU5/q7HXtB39+7d29neXXpXf9Kw9q1ay8tL6Zjw4YNlU+hKS3xO1u2bAmfdq1evbpnmQpaZh36fZ82Tff7dJzWd9u2bZ1l2DyMy9XfTp48GeauR2nS+vlto/ztZ9uIvqdtW2f7cMPI/KZXyNinQfVqUZUhAAAAAAAAAEB9jbWZzwzRc889F2LA/DI9PT2j3UNhzZo1nc/27ds3s3jx4kuf54WpqanOvHLu3LmZ9evX584Xw7Jly2ZOnDgRvlFt69atucvxoWy5Wp+87xSFuP6WzR8F0e/pd+3nPqxYsaKTLyk0n/Izbzl5QelMXbbSqrTkLScGbWtt86NHj/Z8rukiKWVEwecpdWU7pG4Huw/FbXn69OmebaxyUFYe65Qrux/YOqaM/Y7qoSJ2PpXfSOujv9l9WvuM6iD9LY++7+s8TdvllsmrVyItw+a7gqb37NmTvN9bWgf9nl+m1rdOmjVf/K7dNgcPHuypYxRXWpug9dWylHZf5+p3lA79fhmb7pSQmh+R0he/W7UvRHZb2LwsY/O4Kn+byDcrLkPrZ4+32pdVhuyxoKysxnTZddF3lZ6yeqGMtpe+79dT6Sjbh72ydfTLV1yfpS67iq1LlO4qykeb5yllVmm13/HnTf3USXX3lajp8lmXlq2y4ddJ+aPPispvnrxyo+9qHWJ+639t45Ty0lR5TmV/J3V72u8or6rk7UMKKeukNMX59f0idj79VmTLWvy7gqb7Kb9xXWwdVhX0W4NSHmk9VI58PsZ9JrUOHUZe2TTZZVbx9VK/+33ZOqlus9tLaS3Lr7iNbbr0/Tr1gqXlqZz7MpO63fz2rgp5+6TdprY85uVPrK9Sy5MX88+XIy1Xnyl9/dRjqeWz7FjWBKU9Hj9sGVHQZ/qbP756yh/7varQT355Nt122Spf2t516kO7LYrqo6bOMbUs+xuK67OyPLH1QUrQ73pKR9y++s1In9tztpieIkqn8qqJutuy28CWQ8X1mf6WWl8pjU1cJ9o807pZWkcty6Y1ZVvq73H+lKDf8Gx5sNuySpPlvKg8idLn80bL1zZJ3Yb9ir+t34u/HdMYt31qGmIeaT3ifqzvKp/iuul/Lbdsm6fQcpU2Lbss7Sk0X/yulhdp29plK67yUKapfSmV9iv7O7Yuydvn+i1Xg143KR02DXXYbaC0W3a/0v+x3Hmj2v+0/fPyqSzod/N+p6k287F0gtLgj7bTDh53Qu2wdU429F1VKvGgVxU0X1Vlor/byi4Gfab05VUqRZVenXVRUAXo2fxRsAfKqpBSydfJPxvKKvrIVvgpwedt0Um5DoR2PgW7ffxvWrZOpH4crX7y25YJxSO/X+iAX6TsBM0r+r0yqd+x8yn9onTHz4qCPWHVPpVXP9mg36mq53z+ifKlqi7QvlWWf17K+inod6vqE5vmmM9Fyy/bDqn0e6n1V1n6fV5XhVg2UvljQtUFjk6Q7fwKVfw+VPYbTeWbZb+jtKh82/0pLygNdtk6blSlq6we8bTs1GNnynLt/KnrqFC1vVP4c5WqxgFf5lL2N78f+N/wf5eUPFZ9WFXfWcMon6mUb6llRmlM2bb2Oyo3ZXlWVnc3XZ5T2eWm1n2p30ndhxSK8iavXOax88X9Qduvqqylll/NYxtx6oZ+aT+tcy2jda9an2HklT8vqqrDIr99+93f+10n2+CZso3r1ElaXmr5L9tuefOXBeWFZ9PRb/5UUb6krq9CnXos5fwhbhtfppqi7dPUvlgnnxTKjh0pis7VfUgp38rfqm0RQ+r+Yr/TxPmXLwMpwVM6/N/L9hlvGHV3lLLvKmieojyKmiwbeXmmfEjZlnn1ltTdVzS/10+d0HQ5z8sbfUfftZ/7oDSk7EN1qU6t+u0YUsqR2O9ofcvWT3/vh/aRpreNLR+x/BTtF3nlK2pyX0rly5WmU+rP1HKl7d5EOfF5o/KXwrc5+07ovPXP4+eTsvIZQ539z9czdUJeuptqM0+r8RpGIz/armiH1U6vv8UTMlUA/uJQ8yjEaV0E20ot7ySt6g4af8Ko38y7mNZy7LJViZWdPPr1LKokvbIKTX+LadNv+zQplJ006Du+4UDroe/YdVbe67f8svXdMn7ZfvtouWUn6EV5ZA8YWmbe9tF3tWzNazVVoaO+fvLenkTZEz+VXV8e88qB+BOPsn2v6PfKpH7HzqeTMb9/lAWlOa8+Kwp5N1RYvl7Rsu10Vag6IcurWxT0mfLB5kUMWrey5do06/tlJ/tl26GK0p6XvpSQV9/68lcVqo5Rnsq9/X7Vts/b1lUXAz6vlUde0/lm2XnzjnNFQfMpXakXhgop+Z+Xh/otrb9C3kWNjkdl7Lx11lEh9WKuiF+fqjzIO27nlQnL1geKe4PUSXnL84ZZPlMoT/OWXRXKjldi51U6y8pN0bKGUZ5T2WWqDKRI/Y4/Btl18n8rWo4vl0XsfFp+2bmtDynl16dXoWz72KB5+lWnHoqh6veGkVd167DI5p2/XqhjkHXSd3XuU7UdY9B8VfWtlpe37ZQ2hbzypM/ylpuarhjy8l6/Gf9eN390/K5SVfcVhaJ1tvLqx6KgNPi8bUKd8mGD0pN3Xu3rtapQdm5eJa+slQWVjzzDPIbbeZs4/6pTZhT0e56/dtDv2GkfvH72h6K8t+qcT8eQR9uzqB5SOvK2dVF5jnyeFdWDRUH7hVenrlLIuwbz+1uZYZVznzd167WiNpZ+9FOGFLQtyth5tX5l277q3LqIb4tOCUpH2XHGnz+U5U/ePjqMfSmVL1d16s+qctXkdVPdtpLI7/8+vX79i8qVn6/p/S+vzMTtn1c2bCgqn021mTdzFlSgKGGDJBgYhbwT8bKKOa8iVyg6MPpKRxVBET9v1cHWn5CWXXT79SyqJL26+ePTlHewjPyylTdlB+m8g2zROvvKvWzZRSepeXmkee08gzT+Uj+OVj8HU7u/+7LsT46KTmj8fl2275X9XpHU79j5bFDDhr1wUZn2+5lv/NC6xjpA+1VePVFUR0je/DHob/a7So//fU2X8SeNSm/eCZw/WdZyi+oJm2ZfX+jkT9tVaVVcoV8+7fotnydaF20zny+at+pE1c6v5TbBlheloUzeBVzVsc6uZ9F+Nsx8s/PaoH0q7s8qN1q2lmXn8b+lNMXf0v8+P6ryT+tjf0Nxu/9GWrbf58vOEex8Nmjb2uOcft8vV+s4COWdXV7RNo58Hivk5UGkvLDz5uWD3b99sNtMafX1hkLZ78uw9+sqdv20fK2D/W3RdvbbVtNl7Lw2T1RutC7aP/Rb2qb+92RY5TmVXZ7yKEXKd7QOdr68tMaypO1RVH7sdlMo4uezQX8bpPz6ZassazmWtrM9Diju5+mH/12VUbtcrZfS59en7DxrGHmlee18Wv8qKvt2uYOU56J1Upr0t5hn+s28Y45Pu63ztb4+D8rSqt+yZUHBpiHStG84q6r7fR2Qyn8vBq2X1i+mTds+rzEvlok8vg5T0O/5sqoy6Y8DCmXni/pdv2xfl+bV2zYMKm97xjrL5ovSpO3s01u1Lyhf7Pxl+25dflvG7W3Trd/TfDHdyss84zjH9Puifstva/1WGZ+/SnMK/z27XVUGlS7No+Xl5Zn9blN1t5Zh51Xw20DxeFyN8+Tx21PrlLeN/DFAy7XrYZXlWawTIqXT18UKdl08raudtyyvLP+9MsMq5z5vbMir0/yyla4mKN12uXHZNi+1fZWGvHrVbkPPzme3vfZj/a5+Q+XJr28dNk2K+/pMac/bNtqGRWz5sOlWUN2odGu9Fc87Xg1jX0o1zHJl80XfU/r9dssrJ5rO44+jKetu80vr4/n1t+XYGmY++WVrPf3217R+J86j9aqzDwzSZj74WVAJGvMxX/kTA+2UZZWSKgY7v0LVgdnu9ApF7HypBwZb8ZZdaPj1LKokvbz8qaq0fCWfR+tmK/aqfI98Rat8yuPzvCrN+m2f7rw88r9fdLJXhLqyHZroBBV/kpBSZvLmiap+L0/qd+x8MajM5+13fv+0QSfXeXxdkXeiHPl5FZSXRfup0uPzuigdPr+r6mdfp+skN09emlPqwzp82lOWn3fxUcbOq3VqgvLMLld5WiSvXOmzIqpj7bx522fY+Wbni6GoXPm0xFCWJr9vluWfnTdlPe1xrSyf4zw2lO07KcfLOvwxu+h8QOtr54uhbPuprrDz5uVZ3f3b1xtlde8o9usq2m9UhxbVm5Yvj2XnOXa+GMrKjTes8pwqLkshtT5M+Y4tz0pzv3y5LDLM8muPvWXzpdTVdWkdVJ6qzrX9PlZWBoeVV36frSrLOkey89e9nrDqrpPfx2Moyjefv2Vl2qelqs7x+VCWbz7dqfLWV+tQdJzxadI6FfHLrqr/tH7aNvY7Revsy1TZsv1xLoZB+e1Zlm+iv9l6WqGsLvBla9BzicjXR8rzsn1Mf9O2zDvWDvsYbueLoWxb+/wtyzOf9rKybPnvxZByDiHKI61Dk3W3vw4sO1dWOdR+rHR4dX5T/DGgqDzn5Zl+vyzPfDkpS4vfF/V7Kfz3ivj0N1nO8/JGoShvVG70+3beQalM+GVWlWdfr+aVp8jOF0NV2apL+at6qmrb+3XVvlPElw+FlG0vfrs2tS+lGma5avq6Scuz81Qt1+dV3vx+/YvKxTDzydYB+k7Z+YGtw8uOidJUm/ngNUeJokTS4I+28xV/SoVv5y+7EIxSTlpUYdh5yjoQLF+hFlU8TZ04peSP/07egcBX7PpOqpQDjf17yjYSn6a8PNL623nqpFtsnUj9OFr95Lcta4p7Onmw5SFvHn/iUbbvVf1entTv2PlSlu8bgRSqTtjsCVPZ8n0dUdWoIj4fi5avk6o4j062qpYrNm+K6gufZoXUejSV30Ypy9f6+RPVvDoxsvPVrb+K6Pfscosugvw2tKHo2OKPcXnrNux8s/MoVOWbb6DS75QdO1OPK36+lItHn+c6zuWx8yjUvZAdtCz5urSorsnbDxWUx0V8nZDHL7dqm4nfzkVGsV83KeVcKLLzKRTVy3mGWZ5T2WWlluGU79htPkgjmC+XRYZVfn3dXpXfdr3rlIUm2PUp++1h5ZUvm1XXcXUag6rkrVPZuY/fxxWqyqmtRxWK2HorZb18XVeWb7Z8KaTy39P2LMsf/c3OX1Se/DZPLfN+exXlvc2XlPNZlWP7HYVB+G2jeFUaxOdL0XFX/LyaboLytKnl+vKTsiyfdwqp55hNnn/5/C2b1/Lfq/PdulLqbn+OOEhahnWd6PNM27/q2JJXTor4eiO1TPvvFRlmOc8rT1VtCr4dInV9i/h8SC1DPl+K0m3nUSgqy6Pi86+IzxeF1Lwe1r6Uqg3lSlKum5Q3dp6q8yN7DNM+lsevf9G6DDOf7Lls2fmbpNZF0lSb+f+Z/aGh+e53vxtiwPx20003hViaq6++OsSK3XjjjSFW7OOPPw6xrq997WshVu6GG24IsS6/nKbVzR/59NNPQ+yyt99+O8S6Zg+IIVbtrrvuCrGu//mf/wmxrmPHjoVY14MPPhhi5b7whS+EWDGt/2xlH6aybMuWLdmGDRuyM2fOhE8wH/zqV78KscFo29uye+TIkezQoUNhqr1Uhl955ZUwlc/XQbMnNp31LXPbbbeFWDcvUr366quVdemqVat69r285Z8/f76zrGj2BDOpjr7//vtDLMvef//9znKqzJ7IddLUFP2mXSeVq5Tla/2eeuqpMNX13nvvhdhoLF26NJu9kAlTWfanP/0pxHr98Y9/DLG5df5vfvObEOv1+uuvh1jW+Q39ljXqfFOZ2rx5c5jK5485L7/8cumx0//tzTffDLFePo8eeOCBECumvJi9eApTc4+9ebSOu3btClP51q1bF2Jdf/vb30KsP3fffXeIdf35z38OsV6vvfZaiPWWoYsXLxbWvb5OSPHWW29Vnu/47Zx3HjAf9+uUc6E8KmdVxxVrVOV5HK666qoQy7L9+/d3ysEoNVV+/fl7Vdnw5+ejlHKsz9NUXqls2nOU3bt3h9hcqqtOnz4dprLsvvvuC7FmaJ3K8sPX3zq2VtX5t9xyS4h1+Wst0XqpLo7+9V//NcSKKZ333HNPmCo+f2iKttHhw4dL80d/s8eXU6dOhVgve04jTz/9dIiVe+SRR3rqsbx1Vv7avEw5n1U5npqaClODe/fdd3vSoGNSVRpE+4LNP5X1UV8n2zzVNk857uYZxznmqM+/Umi9q859+5VSpvw5Ycr5Qh5tz1FdJ2o7Vh1b9Nv+2jqvbh22UZfzPXv2VLYp+HaIv//97yHWH3v9oPpX9XAKX68XXZ9Ydc+Hh+HKK68MsXpS2zdGuS+lGke5kpTrJuWNvQZV3hUdF5UnunaIqtapribzyZ7LVpW5O+64I8RGZ6idoE01KAOTKKVifOedd0Ks63vf+162du3ayqD52ialgvvggw9CrKvqJNHyy//www9DrOvzzz8Psa6mK9zf/va3Idalg5gusHQwqeoA44aRyeNPjp944okQa6/ly5cnnahaKSfTt956a4jV4zu2itiGMjl58mSIdY3yZpKmGwPU2GTZi4Qqvo777//+7xAbHdtIrBNiv23ENko9/PDDPRcDeY2A/qL8O9/5TohdNup88w3BKVLOAWwnchF73FQDReo+bG9O8MfePP2s46ANnFoX22hqL/4ilQddMEdqYKrqEPPH5G9+85shVq7OOUmUd8PXfN+v60htII9GVZ7HwXZqqRPh+uuvzy3Tw9JU+b3iiitCLE3RDRxt1lReyaOPPhpi5Tdm/OEPfwixbmNp0w1cddcpZd9LuaHXX4/5zpoi9phj6/hh6Of81zbyWfa8RdsxtaNNv2/rMS3fNwT7doHU89l+G77zDPOG5WFSXtpt5q8d6pgP55ij6GBO7eAfluPHj4dYt1M79brRG+V14he/+MUQK/fVr341xLr8vj8Koy7nPj9TnD17NsTq89cPqhNSjwO+XrdlsUjd8+E2SW3fGOW+lGrU5aouf2PYG2+8EWK99Lm9Aemxxx4LsWY0mU/2OrxKnbqtqTbzoXaCFqHBH+iPDtRq/K0Kw75YnI/8RXjT1Lhw4sSJnju+RZ2h9957b7ZkyZJs586dcy5oxd4wQv04WsPKb50c284cXXjv3bs3TC0sTTa+5Pmnf/qnEOv6xz/+EWJd8/lmEl9v1TlB9Rdo4+gY8I1jv3FPefkLUDUA2o4C/c035PiLA/+0oMz3fItSLpZ1zI90p3VeWc4Lw3qCsE6DaArb6JLXgWAbaWIjmO08sHckR7azQd/pp8OjiG/4ydPW8qmbFHSc2rZt25zyMqr6sG3luUkql/a8QOV548aNnQ4YnR+O+qmoPCnlV/uLbeAou+lZ62S3adNPheoYojpB+af8HWW5SMkr8U8n2frHGuYd/sOScjOP7wT326goPP/88+Eb7ZFSfv05TR1++b4h+LPPPguxLn88GAV/zKlz/PT7zLCvzS2fl/7aoY62HsObPv8apibqbruv6TjarzZeJ6Z2lg5TG8t5k3WerxPq3mxg97c2tb3qqWHtV5s2bZpTZod9XJ2vbS79lqsmrpt0Y5g9p37hhRdCrNfvfve7EGv+2jVVaj7Zm4xU5vLavyNbJquOYU21mY+lE5QnRIHRUSX55S9/OUxhmHQw0uuR9u3bN+cJHjV26TW5uvM/72moiPpxtIbZAb1jx44Q6/rhD39YehKA0dCFSrxhpCy06YJmvlKdaG8M8U922g7N+Fpb32joOz3tRUDeq3AXMh1n8spyXrB3k7aZ7+T2T6HYDoXYwWTvoM97Atl2NthOqYVKjSVqQLz55puzxx9/vHPs8uVlHPXhJJZnlT29Rt5SGdX5oepKNZyM47V3ddlX3elGAzUA+fMbrYffv/p9XaGnfVoN59dcc03nRkPln9LRxnKhY5TNB70S1+eVOgNsWpu+w79N/DYqCvapPXSN86YsoAnzoe7mOhHzjc4p1Omphy5Wr17d2a90ruHL7KiPq5O6LzV93WRvfNP3/E2R2r72pl77hpE2sm2qKnPf+ta35qyTprXetkzqjWCpBmkzZ0xQYB45evSoRguuFdQpN19fvTAI//TZsJ9Gs1Sh67UYqtTV2GXv7tFJ/Z133tmKO/7Rq+kOaDV82cZObfsXX3wxTGE+4WaS/tnGX39ib8dQiXcNar+xN5HY8T/FdqT6MdnQnzqvuBo1Xx78k522PPzf//t/O//7jlNdjEZqgLONa6mvappEuqheuXJlp7Fkkjoc2lyeZfv27Z381jh9/pVRKqtqwFJjVpvp1Wg27WoAUqN2vANejUNaD9sIpDGlmrhpRR3JanjydUGb+fE9/c09w3w6fRJwswow/83HujsV14kYF13X6CELdXqO8+aBprR5XxrWdZO/8e3AgQMh1uXPGZu6oXBY9MSoPW/TtY22q/JO1wj6X9P2WKCnQG1n8DAxJijQYn6sFT+u5aS56qqrQqzLP71Rxr9+wb+yw0/Xef94v9TYo8auTz75pNPYFekE5T//8z/DFDeMTLLvf//7PQ2FP//5z+c8AYDRWqg3k/j6dVT8eIv2RN4+kWc7o+w4nzpxjvuMf1pmFK/+Gle+9UP5kVd+q0Lbnzqy5UEXnfHcQP/bi9A41pz2VXvx9dprr4VY7yuZVTc3+WqtcRikfOrOXNtJpQvSPXv2dF7t78uI6s1Rm9TyLDo/1Pi1Fy5c6Lw9xNdlaszS05VtpbTlNbapvlaw+6X2M5WrJsbM1tOleoWwpfPrgwcPZufOnZtTFkZxjEihhh17LvjSSy+FWLdRTds7avsd/oPy2ygl2HOFhcSPvzufzkdSjPIG5baatG1aZD7V3Tx00LxJL+f2+D5KOn/QwxX+2ljnlToP8+VUN6ON0qTtS8O6bvJvzvKvLbbnjNq+TdxQOExqr8m72UV5p2sEm4eih0ZeeeWVMFWsqTZzxgQFWuxLX/pSiHX518ANqm0XHzqIW3/5y19CrJpt5BR/B9G1114bYl1//etfQ6xcEx3POpCrscs+zWKfXhnmK1lRbtj5rW1vXxunk1SeBm2W35f9vj6fbybxdfRHH30UYtX8KxXrjnXSFH9iH5/stE/k+c6or3zlKyHWFTtO7TFQyyx6WmYS8i2VPa5M6g0WRU922nME/6SQPZ/QxVZ8Atkee0d1x6nXhvKp/S/mo+iiWuOrqgNxnE+hLYTy7KkcHj58uNNgYhvS9HRlG98aojTF1/0rvWpoUwOG3XaiMqXGIe1/TXVM+xus1YCu82vdANH2Bmh7M6T2vbht59sd/nXdeuutIdY16fu13Yfrjknrx0/1dbGv7/3xYBR8Z0aTNywPk+9Q9uOr1rGQzjGbMoy62+5rg9QrbbxO9GXquuuuC7HRmfRy7uuE1LbByJ5D1x3/uSl6YtB2gOpcTOeTOq8cR0fZJD/AM+zrpieffDLEem/41bmi/d06r4wdlyeeeCLEuh3huhZQflm6ZlB5VQeyHhpKOQ401WbOmKBAi+ngZRuP88aRGcQoLz5S+IbvZ555JsTK6UTL3lGixlBfkfq81N0pVY1LOvh8+9vfDlODs69utHfJW9SPo9XUwbSMnn6wZU9Pg/79738PU/XUbVCZz1LrOtupoQtif9I/7JtJhsnXiW+99VaIVfvjH/8YYl3+wmSU7AD5OpHXtrUn9Pbv4jtO42tz7V2FZa/Hm5R8S6FXykQ6Dk5iA7M/fsebnuyrkv1NVL7jVHWnjvn2XOHrX/96iI1WG8qn3f/k6aefbkUnUtvKc91GsUHoRpCXX345THW18ZhvX9Oljj3tn2rA0DAQ9i54NcSpccgfkwfhX50Vn/6eD/xbEWI+2nGutU5N5lcb/PM//3OIdanRsElte8LIns+ocTq1k9CfF/mbCsR3hKR2SgzS4ecN84blYfKN1HlPqaSa7+eYvvNnFIZRd9uOJ50vVLXrFBnldWJqp5AvU0X7iu+obNKkX0upTrAd6bY9oYqedLP8zT6j4oeM0bnYOM3nNpcqw75u8tetvwlvLrI3yqm8+vnaRu3ysZ1b5zG6ttG1gK4J7DWCrhlUXvvtQB6kzZwxQYGWs3eF6GJK79EeVqOQP2EZNVWC9i4RVaBV4yLp4vIb3/hGmOoqqnv8K6bKlq0K3L9eooiWo+1SdfJtX23g74bB+A2zA/qnP/1piHX3Y504pbINYikNKnptmD9Rm49S6jqtq91H857s8h0oTd9MMkz+Ai3l5g3R+tnX62kZ42ws9p1NOqG3jWF+vDSxnZzazir39uYR36BsTUq+pfjqV78aYl2T+qS5LQ9q7FJ5sPWcvyjUfm8bkdXR4C8kx7Vt21g+qxqjR3U3dxvKsz1epDSKNTl+p9+eZ8+eDTF4KY2ObTrWa7+3dZKuCZQ+2zkwH+7wr8s/IfPss8+GWDPa9oSR7yTcu3dviJXzdZ19DXzk8zLlZmGdP8Unt5vgO0aavGF52Ox5hM4n/dNqqeb7OabSP05N1d1+/G8/jl6qUV4n6ub6qut4lSV7XFDairbZMB9omO/lPIW/aSX11ev+OFZ2TToqeTfOeE3eEJNnPre51NX0dZPyzrYPx33ohRde6Pwvaudqww2r8x1jggItpzsn7EFNFxC3335756LKn0TpIKMTev1NleSSJUtKD+a+8lZla+9sUjz1ZKAp/l31SpOeDFA67EFU675z5845HZV6rL5ojK9HHnmk52RODajqaLHrrOWqQWv16tWXlmu/k0cnhFqWDvr6rr2oUpq1fP2ObcC3J+7cMDL5tD/a/diWhSq+UfhnP/tZiM2l8ufHXJmvVNeV3VwQ91XroYceCrFeo7yZpGn2dcqiRpyytOtvWj9bL/pljJoufm09qrEtbGNY3muE7AWl1mXLli1hqrxBIJqEfEuhusXmrfJp1MftUfANDL486OLRs43Iaryxd0zn3TAxSuMun/7pAf9KTkt1bZNvxSjThvLsG8WKOjG0TXR+ahv7iug4pnPyqg4Rv6533HFHiLWHLTvqXNE6lZXdJtmyYRuJ8+j8wB5n2uDf//3fQ6x7HviLX/wiTHXXre13+PdDdbPtfNL1kj93a5J/QmfU9DpjW05VP1TVYfq7Pabp+3mvRfaNpCpDuhYuon2z6WsCnXsN84blYfI33Ommg6rjrsY/tm8oiCbpHNM/oTsMw6i7fX2pfUhlrYz2CR2L/bYa1XWilq22q6J6Sr9p60upM0500w80TFI5z+PrIZW9qjKkeexNmKoPx3VjgX0TgvaZsk5qHWeavCGmyHxucykziusmeyOc8k71la0Lx/UGozrsmwaUdu0vKTdPpGjsvGFmiJ577rkQA+aX6enpGe0eMaSw888eDMOnxY4ePdrzHU0XOXHixMzsyWPP/KlB61Jm9mQm93sx5K1LP/lTZ3337dvXM29qmJqaCksoVnfZml95EKfz0l2Vhz6sWLEifLOLurIdUreDLQ8p+3rk9wEbyvaHc+fOzdn/VeZUL8S/q5wuW7asZ54YytJYd138OlTVL5JaX/j5YtC662+nT5/uzBfXNy9Pymi/s/Mrv/bs2XMpHyMtX+upv2mZ+h39Xp5+6sK6lB6/bZUmpS/miSieVw58fZPHzp+yTfuh+tn+Tgxl6fPbOIatW7eGOYoNO9/svCl55stK2T4fpe6fBw8e7Fm2gvJbnysfLJV3fa481DpqvYvY5aWWi7p1Sh1+G8VQVB60rnnzKygPqvSzf/s6smg7j2K/LqPl2uXpt31alUblQd5+WFZ+7Xyp5cYaVnlO5behgtYjbhf9X5QvcV7PLlNp1Da121nr4ZepeB7NF+dRKJI6n+XXPW87axsor+18Pujv2v9jUFr8sbYf/jiiaV8mlGZbD8VQVh8NK688pdV+xwatS5P6WSc7f1l+Ral5oLLu9xct3+8HomktR+mP29HPY/n6QmUvljXlt34jL122jKSsq6TmqepxO5+Czif9cUfp8mVawc9n+TxX0DLs/qXv2/XzeT8o/ZZdnoLyXXlt98e8ek2h6hzOr2Pe9uuXzRcFpS2vPlYabbo9recwj+F2XuVhijpl2tfhSnfcdnG7eYNsl1HV3Qr6zO4P2gZaP7sN8tLu80Tz63t2WaJ06/v6W9V1os8zG/L227w0+Hyy9Dc7v9Ji6w/F89Lm862Ilj+scu7zJm+b5LHfSd03ymgb2mUqaP+320b54OtVBeWFzQfPzttEWj3luf0N5bdPj6bzjjMKRVLLR5Fh7EuphlWulI92HqXVL1vro+/qb3ZehZR06Pv2uzauPEyRuv6p83n2O0Vluqi8xaB10b4Ug/Y3W28VaarNfPCzoBJFiaTBH23XT8Vv5y87WYvqVjyqFPMO0lWhqkJRhZ5XUceQty795E/d9dXf/YlUUVD6dfBMpYNr2Tor6LfjgVp5ED/PS7fm8wf7oqBtqG1p2TqR+nG0+slvWx5S9nXLfteGqv1B5Tvve3lBZVEnE3G6LI1118Xvx0UnP1ZqfWHnU1qqTqBs0Dr7/crTflq13xeFovXspy7sR79pT8kXsd9J2ab90LHI/k4MZY1hRWUg5URZhplvdv6UPPNlpWqflzr7Z539xYcidp7UclG3TqnD1ms2lJWHovOIlP2in/3b15Fl23nY+3WVvPy0F6b2c6XT5mXZetnv9VufDKM811HnfFtptfmVt87a1vY7KaGoXKeWy2GWX5W/1HN0G5RPg5TdomuWWGZ9mrSv2HmKDHtftwY9rqXqZ53s/GX5FdXJA99YWydU5W1VPZq3T2r94t9T1lXq5Gm/dVhKA3CdZStvfP3ThH63p9Jepd99K0VVu0de0Px52nSOKXXKdMp1pTfIdhlW3S123tSgbef1uz0ViraRz7N+9t0qVecreflXpy4bVjnvtzzZ76TuG2WUxn7KUMr2sfM3kdY8eWnXZ9ru/m9+ukid8pFnGPtSqmGWq2FdN1lFdURZe4mVuv7DzCfpp99C+VW2TzXVZs6YoECO6667LsR6xwYqM3tQCbG0sQ70qPhs5diJ6/+qQer1/m+9xmC2Yui88nW2ou15tYgorfp8tvLMZk9uO6+oqXoHv16t88knn3SWaddBy56tvOa8nlb6yR+7flr2tddeG6by6ZW2p06dymYvsjrrY9Mm+l2lT39X+vXa4FR63Zoezy9aZy1Tvx1fbWFfs5e3nTSfBnc+ePBgblo1rc9nDy6dbci73NtpFK9w37Vr15z9NoXKt8prFc2jgcf9KzvmI+VVXv3jqc7TOlftV9pPVVdoH6/rxhtvDLHxUNpVZ2ldU8Wy0Jb6puhY9LWvfS3E5sp77Yv2n9SxZSYh31Jpf9ExqG794o9XbVZUVsrKQ97+rs/asH3HXT63b9/eOTexdN6o13zZV33pfOutt97Kli9fHj4ZvnGX51//+teV20Vp07m20lpF2zrleCZartY9tZ4bh29961udslKXytUgr0bT+bjKoi8XsczaNGlf+eUvfxmm2iPvuKZ9rM3buwm69tI1bN19VNu66prx5ZdfDrH2UL2g+iG1DlMZ0HViyqvatWyV7yqqw3Teq/qnaUqn0pvaDlCnvhwm1SF1jrtav6LyNZ/PMf1wS8M2zLpb+ZmyP4h+X8fivH1Cnw37OlHDtqTsN/q78itl39UrTlPrmX7M53KeQmmsU4ZEeaE8Sdk+w6a0+31ZadN+pf8jpVnzjsIo9qVxGMV1U9HQThrWbb7Qa/qrXnueR3mp14VXvZJ6YKEzdCiKemd50gkA8lE/jlY/dxTNnvxcumNp9oQ5fJpOdzjNnhxdWsbsSWn4SzXdpaXft99XXJ/NnjiEuXrv7po9AQ2fzmXXRfEq+o3ZC61L30l5csHeLa60FrHz2XzVb+ats9Yr5ffzaBvoN5T3dn3isvW5flN3Stt89VLXrUnatjHtNt1aD31WleY8Nm+1TsOiOwZtmlPK/uyFXc93tIx+NJ1vdfNMZdX+Zspv1d0/RXc0Kz3aP3zeKWhdFZSPVftPP+VCvxu/00/9WMVvv6ry4Otb5X1qvdHP/q3fs7+VWqaGsV+nyjuu6He1Le12t+VR61mkn3JTpMny3I/428qP+JtKh37PPuGg6fh3basi2ob6u9Jsl2m3c9mTE5JaLlPns1LKr8ppnEdB5cKnWdMqVwpaJ1smFMryKIWWH/PRLlfbRumL6db6xHzWdiwyrLwq4svyMOrKftbJpislTTZ/9X9ZvWBpX1W58dtPQWnQ5/p9rUPV/hDpt309pnhe+RRbnymeQmUufkfpTBHLqsqf3w+0DP12v3VXXt0d11l/s+I82k5N03bSb/pyrd+Mx5HU7Sj9lqu6Yjn020Xlr+52UX6rzPoyrfTrM5WBOnWETZPyL4XyOn4ntU7Jq0c1nbfuTWyXputuS9/RMnw51HTdchiXpXTGdMSgbaPPVUaqtqvKhf1u3C9jPti0xrKSur0tLc+vu5an9c7bTvqNOJ/WJ1WT5dxuY/2fl8488TsK/dadRZR2nc/lbXd9pnVPTaf0sx/3S8vX9rbp1u/740FMk+Yr0m/5yNPUvpRqFOVK+emPHfp+rGcizRP/XqfcKE/i9xRS60BJXf9h5ZM+i39XUJ2Ut12VhwrKr37Wd5A280X6Z/aHhkJP1fA0KACUo65sB7YDAABAvjNnzvQ8wbJ+/frOG06q6MnP66+/Prt48WJnes0In0hoo23btnWe3olOnz7d89YZAMD8d+zYsWz16tVhKus8Baq3nQHAJNLTrzqnFV0vvPvuu0lPhOstMfZp2rxuyqbaaof6Otwio3jlIADMR9SPo2Xzmw5QAACAfJ9++mmIdaWeN6kBxHaeLmTqEN69e3eY6nYI0wEKAACA+Sx2gMqjjz6a/ErslOEErUHazBkTFACAWXRAAwAApPn8889DrJzG97FjU91///0htvAcOHDg0hOx8vDDD4cYAAAAMP999tlnIVZONwfaMUT1lplhGmonKA3KAFCNG0YAAADQZtdee22IdX3729/uvA5XDRh59PnOnTuzO++8M3ySZYsXL84eeOCBMLXwPPPMMyHWfVXYhg0bwhQAAAAwP9m3vmjYB10DaCiNIrqGuP3223ueIC1qG2+qzZwxQQFgzKgr24HtAAAAUMyPZxmtWLGi57VXp06d6mnUiA4ePJitW7cuTC0sauzZuHFjmMqy6enpbPPmzWEKADBJGBMUwEJy6NCh7N577w1Tl6lzVOOFRrpJ0r4hJtq6dWu2ffv2MNWrqbZaxgQFgBahfhwtm990gAIAABRT44Q67/REp6XGjCNHjlwKvgNUY1+eOHFiwXaAyksvvRRiXQv5iVgAAABMDp3j62ZH+0So6JrAXiP4DlDNr+8VdYB6g7SZMyYoAACz6IAGAAAop6cXP/nkk2zfvn2dsXv0FKinTlJ1fKrDVJ2fhw8fzm666abw14XpvffeC7HuU6BLly4NUwCASXPFFVdcumFI/2saACaZOkL1Nhh1ak5NTXWuBfLocz35qfk0/6hukhzL63CLPgeAhY76cbRsfpP3AAAAAAAAANAug7TbjuV1uDQyA8BlqsQj6sfRIr8BAAAAAAAAoF2aajNnTFAAaBHqx9GiAxoAAAAAAAAA2muQNnPGBAUAYBYd0AAAAAAAAAAwOYbaCUqDMgBU44YRAAAAAAAAAAC6mmozZ0xQABgzXsk6PuQ3AAAAAAAAALRLU23mjAkKAC1C/ThadEADAAAAAAAAQHsN0mbOmKAAAMyiAxoAAAAAAAAAJgdjggLAmHHDCAAAAAAAAAAAXU21mTMmKACMGa9kHR/yGwAAAAAAAADapak2c8YEBYAWoX4cLTqgAQAAAAAAAKC9BmkzZ0xQAABm0QENAAAAAAAAAJODMUEBYMy4YQQAAAAAAAAAgK6m2swZExQAxoxXso4P+Q0AAAAAAAAA7dJUmzljggJAi1A/jhYd0AAAAAAAAADQXoO0mTMmKAAAs+iABgAAAAAAAIDJwZigADBm3DACAAAAAAAAAEBXU23mjAkKAGPGK1nHh/wGAAAAAAAAgHZpqs2cMUEBoEWoH0eLDmgAAAAAAAAAaK9B2swZExQAgFl0QAMAAAAAAADA5GBMUAAYM24YAQAAAAAAAACgq6k2c8YEBYAx45Ws40N+AwAAAAAAAEC7NNVmzpigANAi1I+jRQc0AAAAAAAAALTXIG3mjAkKAMAsOqABAAAAAAAAYHIwJigAjBk3jAAAAAAAAAAA0NVUmzljggLAmPFK1vEhvwEAAJDizJkz2ZIlS7JFixZ1/j958mT4SzOOHTuWbdq0KVu+fHnnNxRWrlyZ7dy5M8wxmRbqevdr//79l/JJebaQLOR1BwBgIWqqzZwxQQGgRagfR4sOaAAAAKT49NNPs4sXL3bi+v8f//hHJ94Ede6sXr062717d3b69OnwaZa9//772ZYtWzodhZNooa73IM6ePRtiWU+eLQQLed0BAFjoBmkzZ0xQAABm0QENAACAUdMTpRs3bgxTC8dCXe8i27Ztu/SU49q1a8OnwGDOnz/fKU+xbPGENQBgIWJMUAAYM24YAQAAABamvXv3hljX9PR0du7cuWxmZiY7ceJEZ/raa68Nf50cC3W98+hVyzt27AhTWXbkyBGegkUj3njjjU55ivSENQAA80VTbeaMCQoAY8YrWceH/AYAAMA46ZWw0Zo1a7LNmzdnV199dWf6pptu6kwvXbq0Mz1JFup6AwAAIE1TbeaMCQoALUL9OFp0QAMAgLbQawuXLFly6bWFhw4dCn/BpNITgHGcUbnrrrtCbLIt1PUuos7eqampMNXtFF61alWYAvp39913ZytWrAhT3SeuAQCYjwZpM2dMUAAAZtEBDQAAxunjjz/u6Rj68MMPQwyT6tNPPw2xrjvuuCPEJttCXe8yu3bt6rwKWOHw4cPhU2Awerr6+PHjl8qWnrAGAGChYUxQABgzbhgBAAAAAAAAAKCrqTZzxgQFgDHjlazjQ34DAAAAAAAAQLs01WbOmKAA0CLUj6NFBzQAAAAAAAAAtNcgbeaMCQoAwCw6oAEA3qFDh7Jt27Zla9euzRYtWnQpLFmypPPZ3r17s/Pnz4e5i508ebLzHX13+fLl4dOu/fv3Zxs2bLj0d4WVK1dmO3fuTFp2KpsG/a/pKvY7CmXf0XrlLfvYsWPZpk2bLv1dQXF9dubMmU5IUbZ8n39l20af6W/K4zi/vqv0aFn90Db06xjTofJTto76bpx/9erV4dOuLVu29CxPQWntl92eSqvVdDmM+eyXqXidfcdTXipNfp/U+ui3tB79GNV+KCor8Tf8Ntd0/FsMVftI3Md8nti8Tt3PbHnUMiPVhXafUVzLraOp9VY5jmXAbi8FfVa1z1k2Tbbs6Pv6m92ntc5ly45lKM6vUKdM2rTYvK/LprnOcrReNj+1zfth18MuQ/uRtpstRwraZql5VJd+U8tWmvzv1q0zhll/DrtutmWibH3jfPotf5xVHtrlKK7PUve1SPPnnVeVBaWn6XoYALDAzAzRc889F2K9ij4HgIWO+nG0bH6T9wCAaN++fTPLli2b0eVSVVi8eHFn/jJHjx7t+Y6cOHGi8je0bM3XBJ8GTVep8x0/37lz52bWrFnT83lRqMo/sfOnLt/n38GDBzuf5c0bw9atW8Pc1VK2YQxFy52ens6dvyz0y29PGUY51PasymcFzZOy7SPlYd5yfND6pKZX861YsSJ3OTHEdNbZH8qk7hcxFP2O0l5nWSll25ZHLVuK8j3+PdWg663pptfXLk/rLinlzJbblDKk31GdVcamRfEivs7wfFpOnz4d/lLOL7fOPm/l5emePXsq6wSlu+o3q9Y9Ul5r3pR6SCGlzvD7v+g7TdSfw1y22O/EbZLHzqc0pR7HU+txv/3qBF8fAAAWnkHabYvPGhpAgzIAVKOubAe2AwBA1Fib1wBXFcoa6HwDpxoM7XRZUCNnaiN2GZ+GlAbFOt+x86U0ePugDsoydt46y9d8ashN7UBT0PKr5G1D/ZYajBXyGq+npqbCty+rUxYU9Bv9GkU51Dr67yovYr7kbbeqBnRtv7xOJn0Wl+v/pt+p6hzQ3/PSUxT876TsQ3nqdgTkrYfyrE7aY1CelXXG2bRpfcv2G/29jkHWW/G8eapCWYeP2G2qdc0rZ0VB27/Odli/fn341Xw2LWV56/PR8/t1Sn0mts5SvF92PZTWvDqhKCgvU8unQhHltZ0vJVT99jDrz2HXzXb+sn3Czlf3OF51DM+rS2IdXrXfVW0bAMDkaqqtdiydoDQ0A8Bltk6kfhwt8hsA4NlGVjUEqyHQd0Kosc829CqUNVr7Bk4b1Fhrl69l+w60vM6zunwaNF2lznfsfDaocdM2jmpdfd4pVDW6+/lj0LJiutRImtcp4fNT2zg2Gut/32Cu75fROtjfUFy/62nZfl3LOiR8fpc1VvfDL9+GJsqhb7jXts8rM/rML9vvY5bvRFFa8xr9faO9fqOs4dw3vOeV1bIOnLx1q8tvk5Rl+vKnoHKmtNv11bLy0q/OiCK2/vO/oe9pmfodxcuWU6Xuetv5la6YFitve2nesjKQVxcpqOzYfVrr7MuLL8N2H9Jv2ryMoayc27QoXsQv19Nv222ndFdRuuwyUztO89j1sOlQ3Na9Smdefa18LFK17pHPS/2OrTPib/ttqOUX8WXWhkHrz2EuW+y8Zeto57Mhr260eaygNBXx66fl+Tpc01rXOI/KRdn+AgBYGJpqMx9qJ2gRGp0B4LKmKnTUR94DADw1/qoxzzaAF/GNgHkdM1LUwFn0G1qObxgelE+DpqvU+Y6dL4ayhlnfoaDQ1PJ9umMoa1T129I2+Hp23pSGWruumr+IT3dZY3U/ivKliXKY1/Giz4r4ZRd1fPg0VzX2a7vZ+Ys6c7TOdr6y9Gr7+nxQKCuvqfz6pSzTl9WqPMlLf1GZ9Z1MCvpuVRmvq+56x3VQ+srKlfh1KKvLfV4qFJUFX8ZtKPoNn5ayjmObFsWL+GXmUZmw81RtP6XLzl90LEuRl6f6rM7+VfT7Kesuqk/0m1Xlym/TOh15MTRRfw5z2WLnUx4WsfPFUOc4XpTftjwq3WX7sO3gLTouAAAWjqbabf/P7IFlaH71q1+FGACgyHe/+90QAwAA4/bYY49lp06dyjZs2BA+KfbEE0+EWNenn34aYtX27dtX+BtLly7NpqamwlTXsWPHQmx+UPp37doVpub68Y9/HGKXvfPOOyFWbXp6unD5q1atylasWBGmuhYvXpy99dZb2U033RQ+6aXlWR9++GGI9Tp58mR25MiRMJVlP/vZzwqXGf3yl78MsSy7ePFidujQoTA1fk2VwwMHDnTWLXrhhReyq6++OkzNpWU/9dRTYSrLXn311ez8+fNh6jLbprBs2bLsJz/5SZjKt27dumzNmjVhqpuOPL/73e9CrKssvdq+n3zyyZwyNQ7Kf1v+tK5l+5ko/TavZe/evSFW7fe//31lGR82/f6FCxeyzZs3l5YreeSRR0Ks6+zZsyFWTfl5/Pjx3N/QZ35/kLJ9SOlV3RN98MEHITZcDz30UIh1/eY3vwmxfNr/ovXr13f2z6Yozw4fPly6f/nyqfpkEPv37+/8po4FZfw2PX36dIilGeZxvA3nCPqNOsfxomP4n/70pxDrLrNsH3700UdDrLdcAgAWpqbazIfaCVqEBn8AuMw27lA/jhb5DQAYxBe+8IUQq2fPnj2FjZvR1772tRDr+vvf/x5i7adG9KqOGXVWeX/7299CrJyWr86FMg8++GCIdb388sulHTn+b2+++WaI9fKdCQ888ECIFVNDvO0Iefvtt0NsvJosh7azUZ2FKZ1mtrNS3n333RDrUqeo75wpazyP7r///hDLsvfffz+3c9UuNyW9+t28jvtR++Mf/xhiXU8//XSIlVPHoC2DtlOijG4OqOpIapuUMpJHneyvvPJKmMrn94etW7dW7kO33XZbiGU9HdjDpG2m9Yl2794dYnPppgzb+XffffeF2OCUhqpjgfh6tKj+HYYrr7wyxOoZ5nG8DecI/RzHi47htnxV5fcdd9wRYgAANNdmPpZOUJ4QBYB81I+jRQc0AGAcbrjhhhBLV+dppnG75ZZbQqyeM2fOhFi5fpaf0mGd8qSffZJLnXipHS62I2RUT4NVabIcqrMx8h3QRXzHo3/69uOPPw6xLt/oX8Svl1+Of2IqNb393vTQJNt5qU7N1A5KlVNbBtUpkdc57FXdbDBJli9fXrsDNaUD7dZbbw2x0bJP1JU9gf6HP/whxLplqqrzrQ7laQo92Wg7bUfVWTyIYR7H23CO0M9xtugYbm/AqFLnjRAAgIVlkDbzoXaC0qAMAJgv6IAGAOTR60/16sht27Zla9eu7Qnf+973wlzNm29PX/VDnYj+acBxSukAsY3z77333pwyURQ073yUUg59p+Lzzz+fmwd5oYxvDNf+lrcMH6r2y88//zzEuubTk0e2s9l2aqa46667QqzLdw7PJ+ps0StPd+7cmVsG2qTfJw0H5Z+utJ2dlvIxarIDtK7UDtN+qI5SWdm0adOcsqL6aliGeRxvyzlCyjH8nnvuCbHu8aHsBgy7Pdp0fgAAmN8YExQAxowbRgAAaB81mKpR9uabb84ef/zxbMeOHZ0OMBtshwQWHj1d5ctEUbDjZU46PWWYlwd5oQ7tb3nL8KFqvywa7xXtp6cZV65c2XlqcOPGjdmWLVtyywC6T1fqlaaRXonrO5+Un7Zu0pjYk0Lrqk7PJUuWZKtXr+6UFeWBLyt1xwFFfba9Q/n9rW99a85To5pWJ7zdHg8//HCIAQAWqqbazBkTFADGjFeyjg/5DQDw1HCqRnY1mNI4imGwY1aiS69LHMYTmeos+/KXvxymMJ+pQ+vee+/l5pMa/Pieb7zxRoh12adDta+kjOU7H+gNDtdff32n03Mh3YDSVnpq1XbIq/NZ5U3nWnoaN97YYMdq1lOg43wyGQDQDk21mTMmKAC0CPXjaNEBDQDw9ISCbWRXw9yePXuyEydOZDMzMz3h6NGjYS4sRGqk9WUiJUzS01Z5pqenc9e7LFy4cKHy9Y7a3/K+WxZOnTo15zXH43o9adtcccUVIdZ+ejJfHVqROs23bt1aWCbQpU4kOx7jSy+9FGLdG35sntoxROczrdedd97Z0/mpunrfvn2dG5t8WVF9heHSE8e2gzOKT/f7Gxu0b7/yyithCgCArkHazBkTFACAWXRAAwD09Iga5CI1nL777rudTqtJeUIGg1mxYkWIdRvbkc150vKzzz4LscHceOONIdblx/Ls1w033BBiXX7s0TazHVp1x5l98803Q6xrPtVpP//5z0OsmwfqNNm+fXtrxkVss6mpqRDrPoEXX0Pqnwr1Y4iOmi3PuvmoXwcOHOjpAFWH2uHDhzsdwnpFMEbviSeeCLHuzSy6scyP96ljq7aVbjjTvp0yRjcAAKkYExQAxowbRgAAaAfbASpPP/30xDbEffTRRyGGOvTavkgdMU12hM6nJ/Ms7SO20+JPf/pTiA3mS1/6Uoh1vf322yE2mGuvvTbEuv7617+GWLmmOmEHcc8994RYd0xa3biRQuXU1m+2M7/tjh071tOp9dRTT9GZVcM3v/nNEOtSJ6H87ne/6/wv6pAaRp6m1o8qx3YbD1I+X3/99RDrUocaxkf7bxxaQNtVNy7oxjJ1TNsnco8fP97ZVtxwBgCwmmozZ0xQABgzXsk6PuQ3AKBM1ViCbegUSeU7ft56660Qy6fG6+9973thCtFXv/rVEOt68cUXQ2xw87nx13bOqXNYDd+DUqeM7VzVqzub6HT2y9VrGuPTcUXUSfPtb387TI2PXvNp7d27N8TK+XL6ne98J8TmH/+EsNfkjQmTQPWK7VR8/vnnO3lkX0/68MMPh1izVBdoLNcqvhz7sUz7ldKZ2tST6wAAoHlNtZkzJigAtAj142jRAQ0AsPxYgf51gVZbOkVS5XX8FD1Fps+vv/76OeN0Ye4Ye1u2bMn2798fppr12muvhVj7+XFOv/GNbxSWrzqefPLJEOs++bh27dpGOrn8+IdlHTXq0PVjDI6LXllqy586hqvKn/6uchrp++N+9Wkd/gnpP/zhDyE2l8qGygh6/fu//3uIZZ2n8n7xi1+EqW55uPvuu8NU81RGVW8W7bcqn36810HSc9VVV4VYtxO27AYH/faOHTvCFIbB7r+xU7zqphMAAPIM0mbOmKAAAMyiAxoA4Bte1Vjnn2hTQ+7OnTtb0ylSh+/40TqoETg2TqvTSut88803z7t1G6WXX345xLo2btzYybdDhw7NaehXnurzbdu2dV6lu3z58vCXfPbJJTUY6wkpu31U9tpIT5tpPLdI5UflS+ud91SoPlPZU74pT/R/HnWu+jy5/fbbO/niO1mVT1qu/qZOlyVLlnR+I88jjzzS05moV8Wq80zbKor7w+rVqy/tD/Y746BXD//sZz8LU10qf1pfm3ZRXij9+rul8jufXvOtsuWfCM57AlbbWmWDmzfm8sc22/GnsjPs8qCbbrRt7PFGHWGqz3z5VPkeJD3+KdL169fP6XTTdN6+geZp/7Xj0mr/1f68aNGiS0HHANW/Mei44eszAAAGwZigADBm3DACAEA76GlJ35GjDhDbQHfNNdd0nqrS39QhYhvn204dPza9Wgc1Amud1BCpzk/7RM6+fftCDNa6det6GnVF+XbvvfdeyssYlKf6XJ0O6pyJY6MV8a8pffzxx3u2j32ir22+//3v93RYqnxpvbUP2TxR0Gcqe8o35UnZk0EvvPBCT+ej5le+KD/sMpVPWq7+pk4X/f7Zs2fDt3qpk2XXrl1hqksdodpWcXl5+8Ntt90WpsZHHcO+/Gl9bdoVlBc2/aJ1UPmdb5599tkQ69I2Vid3rJcVV3myYw/iMpV3X2air3/96yHWPG2HuC20bezxRsciX58pjf6p8rrUqetvnNBv6SYUlRX9r+m4b1BWhk91rTqji6hsqP6NQccN1Wc69/I3uwAAFpam2swZExQAxoxXso4P+Q0A8LZv3z6nsdg20EVqRNW4mlVP9rWJGsJ/+9vf9nSE5tHfjx492mlMRj416h48eLD2k4FVDe7+ycf5ROXr+PHj2fT0dPgk3a233hpic+lJok8++aS0Eb1I2fiRKt/qFKzahtofTpw40ar9QeVvz549yeVvvu/T6rj1N2WokzvWy4qL8kPzPfjgg51pXJbX2alyMcxOcdUJhw8f7rm5qIjm8Tcm9Eu/6etRdYaqrNgnhdesWdOZF8OlJ37tGLSpdO6lNwrQEQoAC1dTbeaMCQoALUL9OFp0QAMA8qghVh0G6gy1HYZqYFdHjBrZT5061emc0dOjkR+7LtLnsbNC/xfN59kOjrLOnDqU5nfffbfTgaIGYEvTcd1WrVp16bOoLN02n6677roQK6ex2+z4bWUdYXWXb/NL+XjttdeGqWJ2W9p4EXUeqHNOeaZykdd5qfxTUMegOk3VSVhF8xRtHy2jX6Mqh5s3b+40Xsd1sNtOtDx9rjxTvqiDUTcflFFnil6lqXnVWaLv23SJfkefa7/VbysNVR086hRUp4iWabeflu33dUnZ3+vod5uIOsxV/rSuSqvPZ62P8kJlxu7TZey+5ZfXpH7WW9tK29RvK9F2Vz4oPzSfXQ8/1rNVd59XPRLTLSn7Q2qepqal322kfcHnm8rNsGnf1f4dj6k2/2IZ1XatqgMkdd3jDRmxbra/qe/pN5UedYBq3rgsO5/X775ql1lUXoa5bLF5ZfPQS53PqjqG67W29olfbXNt75mZmZ6g7aGgbab9OdINDv4V4ACAhWmQNvNFswebmRAfGSWYxmYA6LJ1IvXjaJH3AAAAABYCjbVoxwNVZ1RK528deuVsfGuCOrN40nJh09syVM5Enay6CUsdz1VsOZIxNF0DAFqgqXZbxgQFgDGj4w0AAAAAMCznz5/vGSNWHZRNd4ACXuwAlUcffTSpA1TK3gwBAFg4mmozZ0xQABgze8MI9eNokd8AAAAAJt2BAwcujZ0qDz/8cIgBo/HZZ5+FWDl12NsxREfx2mYAQDs11WbOmKAA0CLUj6NFBzQAAACASffMM8+EWPe1pBo7FRg2O86oXsW8c+fO7MyZM+GTuTT28+23397zBCnX6QAAGaTNfKidoByoAADzBR3QAAAAACaNOpb8a0mBUXj22WdDrGvLli2djlGNFapxP2NYuXJltmjRomzjxo09ZXXr1q3ZqlWrwhQAAP1hTFAAGDNuGAEAAAAADMNLL70UYl0PPPBAiAHDtW7duuzgwYM9T4SKOjqPHDlyKbz//vvhL12aX9/bvn17+AQAsBA11WbOmKAAMGa8knV8yG8AAAAAk+y9994LsSybnp7Oli5dGqaaZ5c9zN/B/KGO0FOnTnU6NaemprI1a9aEv/TS53ryU/Npfn0PALCwNdVmzpigANAi1I+jRQc0AAAAgEl24cKFbGZmphM2b94cPh2OXbt2XfotxYFInZoqE4cPH75URmzQ53ryk85PAECeQdrMGRMUAIBZdEADAAAAAAAAwORgTFAAGDNuGAEAAAAAAAAAoKupNnPGBAWAMeOVrONDfgMAAAAAAABAuzTVZs6YoADQItSPo0UHNAAAAAAAAAC01yBt5owJCgDALDqgAQAAAAAAAGByMCYoAIwZN4wAAAAAAAAAANDVVJs5Y4ICwJjxStbxIb8BAAAAAAAAoF2aajNnTFAAaBHqx9GiAxoAAAAAAAAA2muQNnPGBAUAYBYd0AAAAAAAAAAwORgTFADGjBtGAAAAAAAAAADoaqrNnDFBAWDMeCXr+JDfAAAAAAAAANAuTbWZMyYoALQI9eNo0QENAAAAAAAAAO01SJs5Y4ICADCLDmgAAAAAAAAAmByMCQoAY8YNIwAAAAAAAAAAdDXVZs6YoAAwZrySdXzIbwAAAAAAAABol6bazBkTFABahPpxtOiABgAAAAAAAID2GqTNnDFBAQCYRQc0AAAAAAAAAEwOxgQFgDHjhhEAAAAAAAAAALqaajNnTFAAGDNeyTo+5DcAAAAAAAAAtEtTbeaMCQoALUL9OFp0QAMAAAAAAABAew3SZs6YoAAAzKIDGgAAAAAAAAAmB2OCAsCYccMIAAAAAAAAAABdTbWZMyYoAIwZr2QdH/IbAAAAAAAAANqlqTZzxgQFgBahfhwtOqABAAAAAAAAoL0GaTNnTFAAAGbRAQ0AAAAAAAAAk4MxQQFgzLhhBAAAAAAAAACArqbazBkTFADGjFeyjg/5DQAAAAAAAADt0lSbOWOCAkCLUD+OFh3QAAAAAAAAANBeg7SZMyYoAACz6IAGAAAAAAAAgMnBmKAAMGbcMAIAAAAAAAAAQFdTbeaMCQoAY8YrWceH/AYAAAAAAACAdmmqzZwxQQGgRagfR4sOaAAAAAAAAABor0HazBkTFACAWXRAAwAAAAAAAMDkYExQABgzbhgBAAAAAAAAAKCrqTZzxgQFgDHjlazjQ34DAAAAAAAAQLs01WbOmKAA0CLUj6NFBzQAAAAAAAAAtNcgbeaMCQoAwCw6oAEAAAAAAABgcjAmKACMGTeMAAAAAAAAAADQ1VSbOWOCAsCY8UrW8SG/AQAAAAAAAKBdmmozZ0xQAGgR6sfRogMaAAAAAAAAANprkDZzxgQFAGAWHdAAAAAAAAAAMDkYExQAxowbRgAAAAAAAAAA6GqqzZwxQQFgzHgl6/iQ3wAAAAAAAADQLk21mTMmKAC0CPXjaNEBDQAAAAAAAADtNUibOWOCAgAwiw5oAAAAAAAAAJgcjAkKAGPGDSMAAAAAAAAAAHQ11WbOmKAAMGa8knV8yG8AAAAAAAAAaJem2swZExQAWoT6cbTogAYAAAAAAACA9hqkzZwxQQEAmEUHNAAAAAAAAABMDsYEBYAx44YRAAAAAAAAAAC6mmozZ0xQABgzXsk6PuQ3AAAAAAAAALRLU23mjAkKAC1C/ThadEADAAAAAAAAQHsN0mbOmKAAAMyiAxoAAAAAAAAAJgdjggLAmHHDCAAAAAAAAAAAXU21mTMmKACMGa9kHR/yGwAAAAAAAADapak2c8YEBYAWoX4cLTqgAQAAAAAAAKC9BmkzZ0xQAABm0QENAAAAAAAAAJODMUEBYMy4YQQAAAAAAAAAgK6m2swZExQAxoxXso4P+Q0AAAAAAAAA7dJUmzljggJAi1A/jhYd0AAAAAAAAADQXoO0mS+amRXiIxMTrAZn3wDNNNMR00wvtGmJnzWxPKbTphWXppYnTDPNNNMR00wzXT4tTS+TaaYjpplmmumIaaaZZjpimmmm59e06LMYr2uonaCDJAwAAAAAAAAAAADAwjVIX+NYXocLAAAAAAAAAAAAAGUGediSTlAAAAAAAAAAAAAArWNfkVvXUDtBeRUuAAAAAAAAAAAAgFEb+pigkTpEmWY6YpppppmOmGaaaaYjpplmeuFOS9PLZJppppmOmGaaaaYjpplmmumI6fk33Y+hdoICAAAAAAAAAAAAwKgxJigAAAAAAAAAAACAiUInKAAAAAAAAAAAAICJQicoAAAAAAAAAAAAgIlCJygAAAAAAAAAAACAiUInKAAAAAAAAAAAAICJQicoAAAAAAAAAAAAgIlCJygAAAAAAAAAAACAiUInKAAAAAAAAAAAAICJQicoAAAAAAAAAAAAgIlCJygAAAAAAAAAAACAiUInKAAAAAAAAAAAAICJQicoAAAAAAAAAAAAgIlCJygAAAAAAAAAAACAiUInKAAAAAAAAAAAAICJQicoAAAAAAAAAAAAgAmSZf8/P+mswMuYb9AAAAAASUVORK5CYII="></p>
DATA_VALIDATION
<p>For surveys with microdata sets, the indicators are calculated following the definitions and concepts described above. These results are compared with the indicators published in survey reports, SDG national reporting platforms, or obtained from ad hoc queries. In some cases of discrepancies, the results are consulted with the national institutions that conducted the survey.</p>
<p>For model-based estimates and projections, out-of-sample validation methods are described in Kantorov&#xE1; et al (2020).</p>
 
ADJUSTMENT
<p>Generally, there is no discrepancy between data presented and data published in survey reports. However, some published national data have been adjusted by the Population Division to improve comparability. Notes are used in the data set to indicate when adjustments were made and where data differed from standard definitions. Surveys might differ in the classification of modern and traditional methods. To improve comparability of data over time and across countries, method classifications used in some survey are adjusted to follow the classification described above. </p>
<p>The global indicator represents all women of reproductive age. Some survey estimates represent women who are married or in a union and this is indicated in a note.</p>
 
IMPUTATION
<ul>
<li>At country level </li>
</ul>
<p>There is no attempt to provide estimates for individual countries or areas when country or area data are not available.</p>
<p>For analytical and comparative purposes, country-level model-based estimates and projections are generated using a Bayesian hierarchical model (see references below).</p>
<ul>
<li><strong>At regional and global levels </strong></li>
</ul>
<p>In order to generate regional and global estimates for any given reference year, the Population Division/DESA uses a Bayesian hierarchical model, described in detail in:</p>
<p>Alkema et al (2013) and Kantorov&#xE1; et al (2020).</p>
<p>Country-level, model-based estimates are only used for computing regional and global averages and are not used for global SDG reporting of trends at the country level. However, the model-based estimates are recommended to be used for analytical and comparative purposes. Since the model takes into account the relationship of family planning indicators - contraceptive use of any, modern and traditional methods, unmet need for family planning &#x2013; the information from surveys that only provide data on contraceptive use (and have no information on unmet need for family planning) is considered as well. The model is providing estimates of the indicator for countries and years without direct survey data by extrapolating underlying trends determined using data across all countries. The model implicitly weights observations from other countries such that higher weights are given to observations from more similar countries. The fewer the number of observations for the country of interest, the more its estimates are driven by the experience of other countries, whereas for countries with many observations the results are determined to a greater extent by those empirical observations.</p>
<h2>Обработка отсутствующих значений: </h2>
<ul>
<li> <strong> <em> На страновом уровне: </em> </strong> </li>
</ul>
<p> Не предпринимается попыток предоставить оценки для отдельных стран или территорий, когда данные по стране или территории недоступны. </p>
<ul>
<li> <strong> <em> На региональном и глобальном уровнях: </em> </strong> </li>
</ul>
<p> Для создания региональных и глобальных оценок для любого заданного базового года Отдел народонаселения / DESA использует Байесовскую иерархическую модель, подробно описанную в: </p>
<p>Alkema L., V. Kantorov&#xE1;, C. Menozzi and A. Biddlecom (2013). National, regional and global rates and trends in contraceptive prevalence and unmet need for family planning between 1990 and 2015: a systematic and comprehensive analysis. The Lancet. Vol. 381, Issue 9878, pp. 1642&#x2013;1652. </p>
<p>Wheldon M., V. Kantorov&#xE1;, P. Ueffing and A. N. Z. Dasgupta (2018). Methods for estimating and projecting key family planning indicators among all women of reproductive age. United Nations, Department of Economic and Social Affairs, Population Division, Technical Paper No. 2. New York: United Nations.</p>
<p>Kantorov&#xE1; V., M. Wheldon, P. Ueffing., A. N. Z. Dasgupta (2020). Estimating progress towards meeting women&#x2019;s contraceptive needs in 185 countries: A Bayesian hierarchical modelling study. PLoS Medicine 17(2):e1003026. </p>
<p> Страновые оценки, основанные на моделях, используются только для расчета региональных и глобальных средних значений и не используются для глобальной отчетности ЦУР о тенденциях на страновом уровне. Чем меньше количество наблюдений по исследуемой стране, тем в большей степени ее оценки основываются на опыте других стран, тогда как для стран с большим количеством наблюдений результаты в большей степени определяются этими эмпирическими наблюдениями. </p>
REG_AGG
<p>The Bayesian hierarchical model is used to generate regional and global estimates and projections of the indicator. Aggregate estimates and projections are weighted averages of the model-based country estimates, using the number of women aged 15-49 for the reference year in each country. The number of women aged 15-49 are taken from United Nations, Department of Economic and Social Affairs, Population Division (2022). World Population Prospects 2022. Numbers of women who are married or in a union are taken from United Nations, Department of Economic and Social Affairs, Population Division (2022). Estimates and Projections of Women of Reproductive Age Who Are Married or in a Union: 2022 Revision. New York: United Nations, which are estimates and projections based on data from United Nations, Department of Economic and Social Affairs, Population Division (2019). World Marriage Data 2019. </p>
<p>Details of the methodology are described in Kantorov&#xE1; et al (2020) and United Nations, Department of Economic and Social Affairs, Population Division (2022).</p>
<h2> Региональные агрегаты: </h2>
<p> Байесовская иерархическая модель используется для создания региональных и глобальных оценок и прогнозов показателя. Агрегированные оценки и прогнозы представляют собой средневзвешенные значения оценок по странам, основанных на модели, с использованием количества женщин в возрасте 15–49 лет за отчетный год в каждой стране. Подробности методологии описаны в: </p>
<p> Wheldon, M., V. Kantorov&#xE1;, P. Ueffing and A. N. Z. Dasgupta (2018). Methods for estimating and projecting key family planning indicators among all women of reproductive age. United Nations, Department of Economic and Social Affairs, Population Division, Technical Paper No. 2. New York: United Nations. </p>
DOC_METHOD
<p>E-Learning video for SDG indicator 3.7.1 on the website of the Population Division (<a href="https://www.un.org/development/desa/pd/file/10712">https://www.un.org/development/desa/pd/file/10712</a>)</p>
<p>Information on the operational definitions and calculations of family planning indicators from surveys, as well as survey questions and statistical programs needed to derive the indicator, can be found at the website of the USAID Demographic and Health Surveys Program: https://dhsprogram.com/topics/Family-Planning.cfm and the website of UNICEF MICS: <a href="https://mics.unicef.org/">https://mics.unicef.org/</a></p>
<h2> Доступные странам методы и руководства для составления данных на национальном уровне: </h2>
<p> Не применимо </p>
Key English Russian Actions
COLL_METHOD
<p>Data are compiled based on systematic searches of websites of international survey programmes, survey databases (e.g., the Integrated Household Survey Network (IHSN) database), websites of national statistical offices, SDG national reporting platforms and ad hoc queries in addition to utilization of the country-specific information from UNFPA country offices.</p>
 
COMPARABILITY
<p><strong>Sources of discrepancies:</strong></p>
<p>Generally, there is no discrepancy between data presented and data published in survey reports. However, some published national data have been adjusted by the Population Division to improve comparability. Notes are used in the data set to indicate when adjustments were made and where data differed from standard definitions. Surveys might differ in the classification of modern and traditional methods. To improve comparability of data over time and across countries, method classifications used in some surveys are adjusted to follow the classification described above.</p>
<p>The global indicator represents all women of reproductive age. Some survey estimates represent women who are married or in a union and this is indicated in a note. </p>
<h2> Источники расхождений: </h2>
<p> Как правило, нет никаких расхождений между представленными данными и данными, опубликованными в отчетах об исследованиях. Однако некоторые опубликованные национальные данные были скорректированы Отделом народонаселения для улучшения сопоставимости. Примечания включаются в набор данных, чтобы указать, когда были произведены корректировки и для тех случаев, если данные отличаются от стандартных определений. Глобальный показатель представляет всех женщин репродуктивного возраста. Некоторые оценки обследований относятся к замужним женщинам или женщинам, состоящим в консенсуальном союзе, что и отражено в примечании. </p>
COMPILING_ORG
<p>This indicator is produced at the global level by the Population Division, Department of Economic and Social Affairs, United Nations in collaboration with the United Nations Population Fund (UNFPA).</p>
<h1> Составители данных </h1>
<p> Этот показатель разрабатывается на глобальном уровне Отделом народонаселения Департамента по экономическим и социальным вопросам Организации Объединенных Наций в сотрудничестве с Фондом Организации Объединенных Наций в области народонаселения (ЮНФПА). </p>
CONTACT_ORGANISATION
<p>Population Division, Department of Economic and Social Affairs (DESA)</p>
<p>United Nations Population Fund (UNFPA)</p>
 
COVERAGE
<p><strong>Data availability:</strong></p>
<p>Data for the percentage of women of reproductive age (15-49 years) who have their need for family planning satisfied with modern methods are available for 140 countries or areas for the 2000-2021 time period. For 115 countries or areas, there are at least two available data points.</p>
<p>Table 1: The regional breakdown of data availability is as follows:</p>
<table>
<tbody>
<tr>
<td>
<p><strong>Region</strong></p>
</td>
<td>
<p><strong>At least one data point</strong></p>
</td>
<td>
<p><strong>Two or more data points</strong></p>
</td>
</tr>
<tr>
<td>
<p>WORLD</p>
</td>
<td>
<p>140</p>
</td>
<td>
<p>115</p>
</td>
</tr>
<tr>
<td>
<p><em>Central and Southern Asia</em></p>
</td>
<td>
<p>13</p>
</td>
<td>
<p>10</p>
</td>
</tr>
<tr>
<td>
<p>Central Asia</p>
</td>
<td>
<p>4</p>
</td>
<td>
<p>4</p>
</td>
</tr>
<tr>
<td>
<p>Southern Asia</p>
</td>
<td>
<p>9</p>
</td>
<td>
<p>6</p>
</td>
</tr>
<tr>
<td>
<p><em>Eastern and South-Eastern Asia</em></p>
</td>
<td>
<p>12</p>
</td>
<td>
<p>11</p>
</td>
</tr>
<tr>
<td>
<p>Eastern Asia</p>
</td>
<td>
<p>3</p>
</td>
<td>
<p>2</p>
</td>
</tr>
<tr>
<td>
<p>South-Eastern Asia</p>
</td>
<td>
<p>9</p>
</td>
<td>
<p>9</p>
</td>
</tr>
<tr>
<td>
<p><em>Europe and Northern America</em></p>
</td>
<td>
<p>16</p>
</td>
<td>
<p>11</p>
</td>
</tr>
<tr>
<td>
<p>Eastern Europe</p>
</td>
<td>
<p>6</p>
</td>
<td>
<p>4</p>
</td>
</tr>
<tr>
<td>
<p>Northern America</p>
</td>
<td>
<p>1</p>
</td>
<td>
<p>1</p>
</td>
</tr>
<tr>
<td>
<p>Northern Europe</p>
</td>
<td>
<p>3</p>
</td>
<td>
<p>2</p>
</td>
</tr>
<tr>
<td>
<p>Southern Europe</p>
</td>
<td>
<p>5</p>
</td>
<td>
<p>4</p>
</td>
</tr>
<tr>
<td>
<p>Western Europe</p>
</td>
<td>
<p>1</p>
</td>
<td>
<p>0</p>
</td>
</tr>
<tr>
<td>
<p><em>Latin America and the Caribbean</em></p>
</td>
<td>
<p>25</p>
</td>
<td>
<p>20</p>
</td>
</tr>
<tr>
<td>
<p>Caribbean</p>
</td>
<td>
<p>8</p>
</td>
<td>
<p>5</p>
</td>
</tr>
<tr>
<td>
<p>Central America</p>
</td>
<td>
<p>8</p>
</td>
<td>
<p>8</p>
</td>
</tr>
<tr>
<td>
<p>South America</p>
</td>
<td>
<p>9</p>
</td>
<td>
<p>7</p>
</td>
</tr>
<tr>
<td>
<p><em>Northern Africa and Western Asia</em></p>
</td>
<td>
<p>17</p>
</td>
<td>
<p>15</p>
</td>
</tr>
<tr>
<td>
<p>Northern Africa</p>
</td>
<td>
<p>6</p>
</td>
<td>
<p>6</p>
</td>
</tr>
<tr>
<td>
<p>Western Asia</p>
</td>
<td>
<p>11</p>
</td>
<td>
<p>9</p>
</td>
</tr>
<tr>
<td>
<p><em>Oceania (excluding Australia and New Zealand)</em></p>
</td>
<td>
<p>9</p>
</td>
<td>
<p>6</p>
</td>
</tr>
<tr>
<td>
<p>Melanesia</p>
</td>
<td>
<p>3</p>
</td>
<td>
<p>2</p>
</td>
</tr>
<tr>
<td>
<p>Micronesia</p>
</td>
<td>
<p>3</p>
</td>
<td>
<p>1</p>
</td>
</tr>
<tr>
<td>
<p>Polynesia</p>
</td>
<td>
<p>3</p>
</td>
<td>
<p>3</p>
</td>
</tr>
<tr>
<td>
<p><em>Sub-Saharan Africa</em></p>
</td>
<td>
<p>48</p>
</td>
<td>
<p>42</p>
</td>
</tr>
<tr>
<td>
<p>Eastern Africa</p>
</td>
<td>
<p>16</p>
</td>
<td>
<p>14</p>
</td>
</tr>
<tr>
<td>
<p>Middle Africa</p>
</td>
<td>
<p>10</p>
</td>
<td>
<p>8</p>
</td>
</tr>
<tr>
<td>
<p>Southern Africa</p>
</td>
<td>
<p>6</p>
</td>
<td>
<p>5</p>
</td>
</tr>
<tr>
<td>
<p>Western Africa</p>
</td>
<td>
<p>16</p>
</td>
<td>
<p>15</p>
</td>
</tr>
<tr>
<td>
<p><em>Landlocked developing countries (LLDCs)</em></p>
</td>
<td>
<p>33</p>
</td>
<td>
<p>29</p>
</td>
</tr>
<tr>
<td>
<p><em>Least developed countries (LDCs)</em></p>
</td>
<td>
<p>47</p>
</td>
<td>
<p>42</p>
</td>
</tr>
<tr>
<td>
<p><em>Small island developing States (SIDS)</em></p>
</td>
<td>
<p>27</p>
</td>
<td>
<p>19</p>
</td>
</tr>
</tbody>
</table>
<p><strong>Time series:</strong></p>
<p>Not applicable</p>
<p><strong>Disaggregation:</strong></p>
<p>Age, marital status, geographic location, socioeconomic status and other categories, depending on the data source and number of observations.</p>
<h1> Доступность данных </h1>
<p> Данные по доле женщин репродуктивного возраста (15-49 лет), чьи потребности по планированию семьи удовлетворяются современными методами, доступны по 130 странам или территориям за период 2000-2019 годов. По 103 странам или территориям доступны как минимум два элемента данных. </p>
<p> Доступность данных по регионам выглядит следующим образом: </p>
<table>
<tbody>
<tr>
<td>
<p> <strong> Мир и регионы ЦУР </strong> </p>
</td>
<td>
<p> <strong> По крайней мере, один элемент данных </strong> </p>
</td>
<td>
<p> <strong> Два или более элемента данных </strong> </p>
</td>
</tr>
<tr>
<td> </td>
<td> </td>
<td> </td>
</tr>
<tr>
<td>
<p> МИР </p>
</td>
<td>
<p> 130 </p>
</td>
<td>
<p> 103 </p>
</td>
</tr>
<tr>
<td>
<p> Северная Америка и Европа </p>
</td>
<td>
<p> 13 </p>
</td>
<td>
<p> 7 </p>
</td>
</tr>
<tr>
<td>
<p> Северная Америка </p>
</td>
<td>
<p> 1 </p>
</td>
<td>
<p> 1 </p>
</td>
</tr>
<tr>
<td>
<p> Европа </p>
</td>
<td>
<p> 12 </p>
</td>
<td>
<p> 6 </p>
</td>
</tr>
<tr>
<td>
<p> Латинская Америка и Карибский бассейн </p>
</td>
<td>
<p> 23 </p>
</td>
<td>
<p> 20 </p>
</td>
</tr>
<tr>
<td>
<p> Центральная Азия и Южная Азия </p>
</td>
<td>
<p> 13 </p>
</td>
<td>
<p> 10 </p>
</td>
</tr>
<tr>
<td>
<p> Центральная Азия </p>
</td>
<td>
<p> 4 </p>
</td>
<td>
<p> 4 </p>
</td>
</tr>
<tr>
<td>
<p> Южная Азия </p>
</td>
<td>
<p> 9 </p>
</td>
<td>
<p> 6 </p>
</td>
</tr>
<tr>
<td>
<p> Восточная Азия и Юго-Восточная Азия </p>
</td>
<td>
<p> 11 </p>
</td>
<td>
<p> 10 </p>
</td>
</tr>
<tr>
<td>
<p> Восточная Азия </p>
</td>
<td>
<p> 3 </p>
</td>
<td>
<p> 2 </p>
</td>
</tr>
<tr>
<td>
<p> Юго-Восточная Азия </p>
</td>
<td>
<p> 8 </p>
</td>
<td>
<p> 8 </p>
</td>
</tr>
<tr>
<td>
<p> Западная Азия и Северная Африка </p>
</td>
<td>
<p> 17 </p>
</td>
<td>
<p> 15 </p>
</td>
</tr>
<tr>
<td>
<p> Западная Азия </p>
</td>
<td>
<p> 11 </p>
</td>
<td>
<p> 9 </p>
</td>
</tr>
<tr>
<td>
<p> Северная Африка </p>
</td>
<td>
<p> 6 </p>
</td>
<td>
<p> 6 </p>
</td>
</tr>
<tr>
<td>
<p> Страны Африки к югу от Сахары </p>
</td>
<td>
<p> 44 </p>
</td>
<td>
<p> 38 </p>
</td>
</tr>
<tr>
<td>
<p> Океания </p>
</td>
<td>
<p> 9 </p>
</td>
<td>
<p> 3 </p>
</td>
</tr>
<tr>
<td>
<p> Океания, за исключением Австралии и Новой Зеландии </p>
</td>
<td>
<p> 9 </p>
</td>
<td>
<p> 3 </p>
</td>
</tr>
<tr>
<td>
<p> Австралия и Новая Зеландия </p>
</td>
<td>
<p> 0 </p>
</td>
<td>
<p> 0 </p>
</td>
</tr>
<tr>
<td>
<p> Развивающиеся страны, не имеющие выхода к морю (РСНВМ) </p>
</td>
<td>
<p> 30 </p>
</td>
<td>
<p> 25 </p>
</td>
</tr>
<tr>
<td>
<p> Наименее развитые страны (НРС) </p>
</td>
<td>
<p> 45 </p>
</td>
<td>
<p> 36 </p>
</td>
</tr>
<tr>
<td>
<p> Малые островные развивающиеся государства (МОРАГ) </p>
</td>
<td>
<p> 26 </p>
</td>
<td>
<p> 16 </p>
</td>
</tr>
</tbody>
</table>
<h2> Дезагрегирование: </h2>
<p> Возможно по возрасту, семейному положению, географическому положению, социально-экономическому статусу и другим категориям, в зависимости от источника данных и количества наблюдений. </p>
DATA_COMP
<p>The numerator is the number of women of reproductive age (15-49 years old) who are currently using, or whose partner is currently using, at least one modern contraceptive method (CPMod). The denominator is the total demand for family planning (the sum of the number of women using any contraceptive method (CPAny) and the number of women with unmet need for family planning (UMN)). The quotient is then multiplied by 100 to arrive at the percentage of women (aged 15 to 49 years) who have their need for family planning satisfied with modern methods (NSMod).</p>
<p><math xmlns="http://www.w3.org/1998/Math/MathML">
<msub>
<mrow>
<mi>N</mi>
<mi>S</mi>
</mrow>
<mrow>
<mi>M</mi>
<mi>o</mi>
<mi>d</mi>
</mrow>
</msub>
<mo>=</mo>
<mfrac>
<mrow>
<msubsup>
<mrow>
<mi>C</mi>
<mi>P</mi>
</mrow>
<mrow>
<mi>M</mi>
<mi>o</mi>
<mi>d</mi>
</mrow>
<mrow></mrow>
</msubsup>
</mrow>
<mrow>
<mi>U</mi>
<mi>M</mi>
<mi>N</mi>
<msubsup>
<mrow>
<mo>+</mo>
<mi>C</mi>
<mi>P</mi>
</mrow>
<mrow>
<mi>A</mi>
<mi>n</mi>
<mi>y</mi>
</mrow>
<mrow></mrow>
</msubsup>
</mrow>
</mfrac>
<mo>&#xD7;</mo>
<mn>100</mn>
</math></p>
<h1>Методология</h1>
<h2>Метод расчета:</h2>
<p>В числителе приводится доля женщин репродуктивного возраста (15–49 лет), которые в настоящее время используют или чей партнер в настоящее время использует хотя бы один современный метод контрацепции. Знаменатель - это общая потребность в планировании семьи (сумма использования противозачаточных средств (любого метода) и неудовлетворенная потребность в планировании семьи).</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAB0EAAAGPCAYAAAAqWai2AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAALEoAACxKAXd6dE0AAKyVSURBVHhe7d3vyx3Vvf//yee+1URvSZFDEqFFD4omWvwkBQVNGktRjjaJLQfBol45RWhPTWxiOZQ2aa94Tgva5ocoeEO/iTXFUpo0qaDQRKlGS8JRPGASSujHW/lxtH/A9b1ee6+VvPf7mh9r9p6991z7ej5gJWv2NXv2mjVr1sysNTNr0cysDAAAAAAAAAAAAAAmxP8J/wMAAAAAAAAAAADARKATFAAAAAAAAAAAAMBEoRMUAAAAAAAAAAAAwEShExQAAAAAAAAAAADARKETFAAAAAAAAAAAAMBEoRMUAAAAAAAAAAAAwEShExQAAAAAAAAAAADARKETFAAAAAAAAAAAAMBEoRMUAAAAAAAAAAAAwEShExQAAAAAAAAAAADARKETFAAAAAAAAAAAAMBEoRMUAAAAAAAAAAAAwEShExQAAAAAAAAAAADARKETFAAAAAAAAAAAAMBEoRMUAAAAAAAAAAAAwEShExQAAAAAAAAAAADARKETFAAAAAAAAAAAAMBEoRMUAAAAAAAAAAAAwEShExQAAAAAAAAAAADARKETFAAAAAAAAAAAAMBEoRMUAAAAAAAAAAAAwEShExQAAAAAAAAAAADARKETFAAAAAAAAAAAAMBEoRMUAAAAAAAAAAAAwERZNDMrxBv3q1/9Kvvud797KS6ajnFhmmmmmY6YZppppiOmmWaa6YjpyZ6WppfJNNNMMx0xzTTTTEdMM8000xHT83Na//djqJ2gAAAAAAAAAAAAANCPQTpBh/o6XNtbCwAAAAAAAAAAAACjMLLX4Vq+c7To8daIaaaZZjqa1Gn9L00sK2I6bVr/R00sL2KaaaaZjphmmuniaWl6mUwzzTTTEdNMM810xDTTTDMdMT1/phUXTcd4XWN5He4gCQaASWPrROrH0SLvAQAAAAAAAKBdmmq35XW4AAAAAAAAAAAAAFqhqYdVhtoJWoQnbQDgMlsnUj+OFvkNAAAAAAAAAO1iH7IcpA13LJ2gPCEKAJfZOpH6cbSaOpgCAAAAAAAAAJo3SJv5UDtBaVAGAMwXdEADAAAAAAAAwORgTFAAAAAAAAAAAAAArdDUQ5aMCQoAY2brROrH0SK/AQAAAAAAAKBdmhrGjDFBAWDMbJ1I/ThaTR1MAQAAAAAAAADNG6TNnDFBAQCYRQc0AAAAAAAAAEwOxgQFAAAAAAAAAAAA0ApNPWTJmKAAMGa2TqR+HC3yGwAAAAAAAADapalhzBgTFADGzNaJ1I+j1dTBFAAAAAAAAADQvEHazBkTFACAWXRAAwAAAAAAAMDkYExQAAAAAAAAAAAAAK3Q1EOWjAkKAGNm60Tqx9EivwEAAAAAAACgXZoaxowxQQFgzGydSP04Wk0dTAEAAAAAAAAAzRukzZwxQQEAmEUHNAAAAAAAAABMDsYEBQAAAAAAAAAAANAKTT1kyZigADBmtk6kfhwt8hsAAAAAAAAA2qWpYcwYExQAxszWidSPo9XUwRQAAAAAAAAA0LxB2swZExQAgFl0QAMAAAAAAADA5GBMUAAAAAAAAAAAAACt0NRDlowJCgBjZutE6sfRIr8BAAAAAAAAoF2aGsaMMUEBYMxsnUj9OFpNHUwBAAAAAAAAAM0bpM2cMUEBAJhFBzQAAAAAAAAATA7GBAUAAAAAAAAAAADQCk09ZMmYoAAwZrZOpH4cLfIbAAAAAAAAANqlqWHMGBMUAMbM1onUj6PV1MEUWOhOnjyZLVmyJFu0aFHnf01jtM6fP5/t3bs3W7t2bWc7xG2xYcMGtgcWrOXLl1/aH/bv3x8+BbAQaJ+P+7/qAgCTYdu2bZf27U2bNoVPgWaoTC2U8nXmzJl5ew2vtKsuWLly5aXtpWO9tpmuizGZBmkzZ0xQAABm0QEN9O8f//hHdvHixU5c/2sao6MLPXV+Pv7449mRI0fCp91t8eqrr2ZbtmwJnwALy+nTp0Msy86ePRtiABYCu8/bugDA/PbBBx+EWLcjBGiSLVOTXr4+/fTTeXkNr87aFStWZDt27Mjef//98Gn3WL979+7sxRdfDJ8AlzEmKAAAWDDUWWTvFlTQk3J17xa0d4jqDkRgnP7t3/6t5wIQAABgEPEGq3i+u3PnzvAXAADGQ8emf/mXf7nUeYvJ19RDlowJCgBjZutE6sfRIr8Xno8//nhOZ5GelPvRj34UptLYu0Lt3cjAqKksqgxHuiv26NGj2czMTHbu3Lls37592cMPPxz+CgAAUO2NN97oebsEb5UAAIybjk327Q7r16/vTOvaV//v2bMnu+OOO8JfMQmaGsaMMUEBYMxsnUj9OFpNHUwx/+m1KceOHQtTwPyhC0Hrl7/8ZbZq1apO/Oqrr+486awAAAAAAMB89bvf/S7Esmzx4sXZr3/962zp0qWdaf3/2GOPXboWxuQZpM2cMUEBAJhFBzR++tOfhhgwf2hMFIuLPgDAJNFNavGVrEuWLGEMwBG5++67O2+XiKanp0MMANpPr/COxw4Nh4PJYN/qddttt3Vu+gVSMCYoAABYsPT6lEiv/Dp06FCYAuYH2xi8Zs2aEAMAYDK88847IZZ1xgD79NNPwxSGSQ3Lx48f77xiUGHz5s3hLwDQfm+++WaI9XacYX6zr8K96667QgyTrKmHLBkTFADGzNaJ1I+jRX7jvvvuC7GuJ554IsQAAAAAAAAAjENTw5gxJigAjJmtE6kfR6upgynmry9+8YvZ1NRUmOreWbh///4wBQAAAAAAAGCcBmkzZ0xQAABm0QG9cP3gBz8Isa5NmzZl58+fD1MAAAAAAAAA5iPGBAUAAAva0qVLe54G1XhTL774YpgajJ4qXbRoUScsX748fFrOfmfJkiXh07lOnjzZ+XvesrWMtWvX9ixnw4YNhU+5alzJbdu2dZYTv6O4PrNjTvbj2LFjnd+OaVVYuXJl38tWB/XevXvnLFNxrbP+ltKJXZR/+lzLjsvV39Qx3hTlh5Znt4+CTX9Zvuhv9nsayzZS3P5NoW7atf72+0pvlZ07d16a35fFItr+8TvK7yqD5pul5cTv231C39ff7H5QVVb1fVteFDRdtK9V0Xrq9/S7dpmaVtpStofo9+N3bRmI+4/PR033m2ZPy4/L1fZJvanEpsmmuYzNJ/1uqrxtHff11HLkxbLgt52WG8vEsG6wUZq1/vodu04KdcuO5o3ftWVC+7ldtrZX1TKbKs/9itvE54nSXnUMst9J3Tfsd8rK4yB5rPnj37WcSGOa23xWvGqf0PrrN+2+p6A01KnHqs5HtKz4dwWlTb9btj/YPNqyZUv4tGv16tWX/haDfqMu+xs+3VVsXqss9cNuy9Tft99RnlYpqvNTt7Hmi98pmzfOpzSpPEQqv8pnuxzF9VndulbzK6/9upSFOsegMtq/8n5by9dnyuMm6/eqfcqmQ/OVbcuYb34bVNWBZfRb+k27H8TlxrT0kx8xrXa5cf2aOF4oXb48Kig/6+SHrTtsvg9Shxftq5q2v9GEsjRoHWz+a300T1H+x308llcFfb/ffULbYJDjks1/e40kdnkxVB0nrbz8GbR8xjKv9bV5qKDP9Ddbp9ahvFLa/LapOv42yZZrv98pLSo7ql/L2PKqYOn8wP5Noen9BePX2EOWM0P03HPPhRgAAO3GMWthOHr06IxOf2LQtJw7d25m8eLFlz5X/PTp052/5VmzZs2leRUvMj09fWk+hRSp3/HrIidOnJhZtmxZz+c+rFixorO+kf89H5QX+/btC3Pny8tX5Z/Np6KwZ8+esJRqSofdTkWhnzRL2fIHpW2Tkh8xbN26NXyzl093VSgrn3m03ez3p6amwl+K+TKnNFax85f9RlP5ZtnlqfyLvmeXkxdsmVK6tC/lzReDfsfua2U0X+p6pizX7teaX1L2H18/9EO/Y5dZtS+KL3cKVfy+kPc79u/9busqBw8erKx3Y0ipm+pQvmn/yfutvJBSdmw5VJ6Vlc2Yp17T5bmulGNhDEV1hp2naD291O8Mkseajn/Td6SoTMe/50nZDxSUj8rPMnnH05RtoP2haNlF+VEU8tbV5pWC5/Mgdd/061vnPMaqSl+eOt/R+lTV+Qpl5cTO58uiZedT/qTWAal57te7Tkg5Jymi9I2jfu93nxrGOb41zONdyjZWmfJlq6z8Rk0cEyz7+0r3oHW48qlqX23i/CzqNw32fF1pWb9+fe58MSjPq44fVhPHpbz5y4LfPmK3Zb/5U0X51/T5W6S8qbpGifunr2sGqS895W1VnsVQtk1teU0JedsU81tTbbVpZ1p9KkokDc0AcJmtE6kfR4v8XnjKTvT9CXbZhUzexVEev8wUqd/x66ILGTtdFuKFlF2PqlB2EevTogbB1IsehZQGxLwLRV0waR0U8n5PeVLEp1kNO3bah0GkXDjnhbwGD03XWZYaKOqyDUX6rTJ5nVdVDUg+rzWdp8l8s2y5V1qrGgpsULmpk66U/Ne+lbe8WLbz0le1jrYe0TLqNLRo2YPwZSIlD/Lqr6JyEfnGsrz8sH+vu62rfl9SG+x8qNNQVqaf/UPloYzdP1SOyvJMf/eGUZ7rqKrL84I9F4js3/PWM0/qdwbJY03Hv2k5ZWVQf/eUz0XbIG4j/zdtzzrnAHn7c1HQslVneHXqLIW8esbmlYLXT10lPm156U9Rlb48qd/J2w/sNvb7aBE7jy+Llp2v7jlg3bpeIa5L2b6joHT0W7doPfKWWRXy6pO6BtmnlC9a57x9uSiU7d/RMI93dfZ3naPa81StZ5m8vFO50PcU7LJiqEqzzVvtF2Xl0O83dh/Wcuqsu36nCYOkQd9VecnLt7yg+ar2wSaPS6npiiHvGtT+Xt380X5SpU7+2VC0zpb+Xqf+9XnbRP1Vt/6xQfur5+vDqpDSroD5pak288FadPpEozMAXNZUhY76yPuFx59E2xN9nbD7C5KiCw1/cVTEXmQqpEj9TtkFgS7WYqOc/vfLVLDrqoslXXTEi1Qt21+MljUOlqVF37P5rDzNuzAqa0T0DRhKm11mpM9St6FPs71gVJrVKKd5lHdl27hK3sWolqfl20YB/VbeRXbVxXRqWazDN3QV5aHkNRJqG5Sx66m8yTPMfLN5ZoPSbS++9Vt+P/DlS2Ul5o/SlbevleWfvuN/Q8uw6yia9tulbJ/MS0cM+lvc37TcvAbrvEaIOuw6FW1jS+tif19B27WM3RZFeWGXZ4PSZxvetY18uagqx75eUlCaVSYj5a9+J6/M2d/vl12eftvvH7H+99vXptGzabXfU1xlRd/Vuuv3fDnRbw+jPKfS+vp11XLt+moepduuZ15+2GVoHVKkfmeQPNZy876roDzVd1UOFM+rB7VM+x3lT97x19cL2h/8doz0m3aZNmj5tg5U2nw9qjSVseuskLe98vjv5fH7ZtE6WjZfBim3KenzUr9j81j7ZN42Vj4q78vqOvtb+u0idj4bBq1rfdnKWxdNazvEebR9yo67qWxeK43aJ/xytW5+fTQ9qLJ9Stss5oH+92VCwW5/5YfqkVi2tWxfT1eVY33fzq+gdNh9UcvPyw8FWwY8/c3Pr3WK66jl6vftOtlQlt/aXnZ/jXnh6bd8urW9i9h5/fLr1OE++PX29bBCXvrrKkqDfkt/i2VF+Wf3rTiPTZPfx5U+n+ayvBTlk51fvxnzwfL5oTIR05rHb9NUeWVYQb+t9Yu/qTT6cxmFvLRH+q7f/7QeWq79nvJe28Lnpb5bxi/bbx8t1+e3DXaf7pdfvtZB62LrT62r1tnv15q3LP/Ezq/lYvI11W6bXgv0oShhNDQDwGVNVeioj7xfeHyjgj/R18m4/XvRhbW9OCqaR/xFZorU7/h1iUHrkMcvNwZdHOVdQOozf+FVdKGZl5Z4oVjEX1TrgimPT0dReiNdONn5ixp26uZfv/yFdNF6Rr7BRsFeNHqpZbEO/Z79/byG9MhvxxjK0mwveIu2zzDzzS9boc5+EEPqvlaWf37eqvLnG1uK1jFvf9d6FM3vGyEHLUtqqLLLK2sAlbw81mdFtJ/beYsa2Ow8MZSVJd945I8RUV65qNp2+rudv2z9UmkZWp+qBiNf35XlQZ39wxtWeU6l9bLLK9v3JDao5v2uXY7WK0Xqd5rMY4WidfDqlAPx9ULRflb3eOqP0wpl/DoX7Zee/14ev18WrWPk86SqjJdJSZ+X8h2VBTtPVf1bxi5Hv13EzhdDE3Wt3adVZsr2kZRzizpUFmLnRBW/T1fVyVXq7lO+XMRQ59ymKG/z5q3KE79f6ftFfCdI2bJ9Ha9Qdr5it4vSUFVP2nJZluZR1uFNn59J3TTkra9C0T7uy6/ypoift6njkvh0p6q7ff25TFld6fO+qtzob7ZcKhSts9/vypatba1tbudXSD2+FvHbM2W/8/t1Vf1t5y3La0ymQdpt02uBPtCgDACYLzhmLQz+xDzvRN9fjOfNYy+Oyi5G/YVOitTv+HVRyEtrpIsgP3/VhZcusuz8Rcv3aUm54NHv+ouvPD4NVcsVn4d565iXf01fSPnfKCsrlk9/WYNAalmsy+4HiheJ8/hQdIGu7Wfny2vsGna+2TxTqFq+b9xQqGoAtGW7bPl2vpRGW7/fFHXy+LxI2Sd9I8sgfCdlWRnO2xdjKEqzrxeKGpztPAp1G9eK6gSfv0Xzeb7sVZWjJtntW1YmfRpVdsqOE9awynMKX+aq9usqdlmp2zf1O4PksS97CtqHUmibxO+oXk/5TZtWlaE8eftwVdn29WrZOvh1Tl1f/708vgwWrWNkG2v1vUGkpM9L+Y7fHoN0yNnl6LeL2PkUmqpr7blIVf3QT342xa9PahktkrdPlS1T5djP39Q5vs/XsnJg+Xour07w54Qpxw0tx36nqK73yy46L7V8vmu75mmyDtd3R3l+JnlpKEu/L98KVfu4Pd4oFBnWcUn8dkrlv1e1L+lvdv6iMqn57PEmtdz4cll0XebzvKpc6bd92SqrZ1L4vEtZns8XhbLjlp0vtT7C/NZUW+3/mS00I/erX/0qxAAAtk6kfhwtm9/f/e53QwwL3UsvvRRiXd/73vdCrN1mL+6zVatWham5rr766mz2wiRMdR0+fLjzeZEbbrghxLreeeedECu3a9eu7KabbgpT+fS7GzZsCFNdx44dC7HLXnjhhRDLstkLtcrlil/Pd999N8SK6TubN28OU8344x//GGJdTz/9dIiVe+SRR7LZi8EwlWV/+tOfQmx0Zi+kQyzLZi9EszNnzoSpyw4dOhRiWSe92j6R3W7WkSNHQqzr7rvvDrHLRplvy5Yty1555ZUwle9rX/taiHVt3bp1Ttn1brvtthCbu86R8u/ixYthKsv+9V//NcSKab+55557wlR62Xjrrbcq950HH3wwxLrytnmqpUuX9pSHsnTa7e333d/85jch1uv1118PsW69oN+rojKtuqnMunXrQqzrb3/7W4j1eu2110KsW/ZV9lL4svznP/85xIavrK4v8/vf/z7pu6Msz3nee++9EOt6+OGHQ6z9UvM4z/T0dOmxPzp//nz26quvhqnu/pDym/fff3+IZdn777/fWU4VnY9U1ZG+Xv373/8eYqOlPLBp1TqePHkyTPXSuu/evTtMZZXrOC5XXHFFiHUdOHAgxEajybpW5x/RlVdeGWL57rjjjhAbvS984QshNhzjPMcf5vHOnx+lHDe039nziyL+/OGBBx4IsWLKY3se+fbbb4dYuUHq8FGfn+VRGsrS7/dX5X/VPn7LLbeEWFfeNd4oj0v90nVC1b6kv9n979SpUyHWS9ej9jzpqaeeSlpflUu7/KLrMpuX2kYp1+I//vGPw9TgtB3sPq00p5yfKB3KC8uf0wHRIG3mQ+0EpUEZADBf0AGNyF9o6OJq//79Yaq9fGNGiqoLry9/+cshVs8Xv/jFECv31a9+NcS6PvrooxC7TPkf+UaAIv6i78MPPwyxYqkdbXXYBn01qqRcCIq2i+1E08XuMC/w8/gG6jfeeCPELrONQ2qU+s53vhOmihslbGNaUWPHKPNt+fLllfuBV9UQK7feemuIFfPl0jcyFbENS3b/KJNy84D36aefhlh/7P6qbVHUsWC3tzquVC6ivE4x38hiy10Z3yCXIq+RSb9v812deKllyJfl48ePh1g7pTZgySjLc57//u//DrEuWxe0WZ08zpN6887HH38cYl2+ji/izy38cvL0cz5y9uzZEBu9hx56KMS6flNw84U/Dj722GMh1i6q79VwH23ZsqVzjG6646RIU3Wt2A6pKqk36s1H4zrHH/bx7s033wyxrtTjRkoaPvjggxDr1rOp6bbHDruMIoPW4eM4P/PqpiElL2+88cYQKzbK41K/+rlOsDdvWL5T3bY3VLnrrrtCrOt//ud/QqzLdzKnXjM3eQOHv+nYdlZX8Tex+HM6oAlD7QSlQRkAAMxHerLCUgdZVWfKJKp70VeX7yz97LPPQqzLX9A9//zz2dq1a5NCG9iGo7oN8v5id5gX+HnUoGMbH/Oe7LQdVOrQ9k91+gZjNXLaPLnvvvtCrNd8zrcopaPUN/7lleO8oP1gGJp+isY37viOBdWpvoFV29uWC/3NN477cpX3NPEgqhqlfJmq2+Bvl2/XfVDKSz2NuXPnzk6Hhy83w76rftzl2TdWpzwdvJD4DiK95SJve/gwrLdhDNJp0DSlxXYa2qdprN/97nch1n06qJ/Oi1H57W9/G2JdWielWXWDfYvDOKV0ANgnxVVXlJ2L27qkTudCKt3Is3fv3mzbtm0j20+GKeUcf9jHO7s9m95m9mYpHf/8NisKbXwCbZxPOfcrpXOtbcelQfjrjzz+PKXOMcSXAX/j2eeffx5iXeMoMz5NdW7e8OcEKTcgYOFo6iHLsbwOlydEAeAyWydSP44W+Y0iuiiZmpoKU907Ol988cUwhXHRdlCjRkrA4NRYGqnxyjZW+Q5NdUSp08E2JNsGYxl259V8l1eO80LRHeZto3rUlgf/VKfKgy0T8bW2vuPblxtbrlJfhTvJ1DCvffWaa67J7r333s5TX+rw8OXGvoJtFPzvF4X5Up4njervvO3hQ5Md9W325JNPhlj3XMN3FOr4ZztH7fxtpPr3xIkTPXWwaB1UTyxZsqRzw0RZp2Ib2Gs1bZdvfetbc26M0bTqQFuXNPk6bOWTnga7+eabs8cffzzbsWPHgt1PmjaqfNPxz2+zojDqYyUu47jUv5S3HgHzVVPDmDEmKACMma0TqR9Hq6mDKSbTD37wg54n4X7+85+3vrEIc2kbzsc7qNvg61//eoh12c4oe6e8OqLiEwX2Vab+aRqNORTpjv9hP2m8ENj8biObPjVa2cZrjQ9mxwiLT/yoU1NlKrLjf4rtTE193dek0qva1TDv97X5qu3leaFTh1q/r8lvO39Tzh/+8IcQ65qPN/GoI1Rj0+3bt6+nThV19OiGieuvv77wVeVtoKeDbL2gDhCVw5UrV3aeCNP/mrZ1oM4v7E1c/dI5v5avfOJmjYWpzus8MR6TfFwCMNcgbeaMCQoAwCw6oOGpId4O0q8GI54GHS+9pnhmZqZWuHDhQqteu9evK664IsRGR2Mz2RsB7BN4Nm47or75zW+GWFd8msY/RTOqhqVx5Fu/8spvVWj7eMW+PNiOBKXdpt+OBWXH+VSjd7wBReXJPqUxjFcejlKd8e48vS5848aNYapLbzA4ePBgdu7cuTllZdR55X8/JcyH8bcnxdGjR3O3QVlQh9qk3ryicz7b2aayaG98+6//+q8Q69Y78+kJdHUIajxGdeRt3bq1p95RfXrnnXfOebqyLVTn593kEZ8Y80+Eaf1eeeWVMDUYPXVql6/Olj179nSesPX7hvYnlMs73g1yDKxD+6zfZimhreP+TiqOS+n8sBspw3DMJ1dddVWIAc1hTFAAGDNuGAHa65FHHum5QOdp0GZ99NFHIdZ13XXXhViXv7PXjxnadrbs1B1jyI+vV2fcmCbZpylsQ6R9Gs92riiddr3j0zTvvvtu5/+o7CmaSci3FLfeemuIdU1i3aL8V8NxFJ/q1JNHanyPHZra5vZmha985Ssh1hU7T99+++3O/6LljmP7+o71v/71ryGWRg33Ud0xby1/ra3Oz127dnVuXhhHg+C4y7NvMONY3evGG28MsS4/fhiy7F//9V9DrNs5GOsd//r3Jl+1OkrquN2+fXv2ySef9Az5oHX9z//8zzDVLk888USIdTtI1Anpb+jQU67q/FTnpNavifpPxyhbV+s3dR6jTrE2n1c0bdjHO/uZnbcJ9ulnjgfttNCOS/48pc5T+H78VD/epp/284+C74j11/lldGOfVXf8YUy2ptrMGRMUAMaMV7KOD/mNKmpIUaNypIaiX/ziF2Gqvja/cqxJqRex9vWo4js9lf+2A8WPKdh28fWeorKTuv3VWGMbg/xr7Ebpq1/9aoh16akMXajazivfIGg7TuM2s68W1PqUPUUzCfmW4p//+Z9DrMt3FE8Kuz21ffx2EjuP+M7T+Npc2xE/rlenKm22o75OveTHGfQdh3X41z+q83Ocxl2efYOZf33pIOo2/LfRl770pRDrsjcUtN2onnDxbz946aWXOv/bsqS/D+tVuKM6R4zntvYY2cbzK51rxNfQKq26UUadkIcPH+55EkxPuarzs8nOSX+Mevrpp8dyc8m4Dft4588F65zvVdGrjCPdxEBHaPsM+7jUtqcJ9dS99Ze//CXEqr322msh1uWvma+99toQ60o9b2my49nfwOiv88v88Y9/DLEu30GOha2pNnPGBAWAFqF+HC06oJFCHTq2MX7Hjh2dV++k8E82Vl3s6OJfT5vOd9/+9rcrGzL0ZIVtxC96qst2jqgRw98p2mb+Ynfv3r0hVs6/dtm+GnTU8sZJsxeqeeNu2bFE1YCpsmBfc1m1PpOQbyn8UxHPPvtsiE2WvLFlfWPOfffdF2KX+VdTqhzZcdn8q3ZHyXfUp77G1W/jptYhpTN12A3A4y7P/umw2IHVr7o34GzatCnE2kmdDXaddu/ePW86BfwTLsNkn5BUR5jOVV544YXwSfeY11Rn2LjPEe2r7BnzslzVmIOT/ATbMI93/ka7lPM91bX+Nch5/LIZ0qR9hn1catvThL6T8Jlnngmxcrr2tWVe58f+OOTzUtfYVa851zFF1+xN8TdNpKRBtM217SMtY9w39qG9BmkzZ0xQAABm0QGNMv5CPrWxyDcK62Kn6OJOjQo333zzpSfs5jOtgzqyijoslQf+Ka5HH300xHr58Xi+8Y1vVHawtsUDDzzQczGoC7yqxiP9fcuWLWGqeyGo5YyLLrJ9Z5TtEPCNTOKfptH62HJd9RTNJORbCjVY2LxVg3vbO1L6kfd0lW/AzHtNnm0wVfmx27fopolR8de52m5V9ZLmsU8XqdNukHWweWpvKMmT2mg8iHGXZ+WlbQDU71c1qOsYtXz58jlPLIlv+C9alo5neuLINuC11ZNPPhli3XVau3Ztow3Oo+KfGGmShkGw1HFi952HHnooxAY3rHNE7XfatlWNz88//3yIzb2JoA3sq1i1DbReKQ3qTfBPH5c9Wd50R0LbDPN4p/NBf75Xdu2g5abWtbphwS5b5xBV55IYvVEel/KO9aOkfcDWtWpPUJkuo31N175WUV+Lv5YuW7b2M12rpxxT6njqqadCrEvnhWXbU3/TNrfp8MsAmsKYoAAwZtwwArSfGvH7aSBSo7C/2NGJvr0IU1yfbdy4MXwyGXQxs3r16jmNJXF9baOiGq59w2OkC0aN9RRpubpo27ZtW25DiT5TI4d+V43bVReXw6QOxJ/97GdhqkvbWQ0z/kJc6VZafTl4+eWXx/4KNvuUnvLfbruiDk3bgWAbwqpehSuTkm8p9GS5bwDU/qEy7Bt7Na313blzZ2eeRYsWjaxBeFD2iWFbHqSoTGjft3ljv+dvohg1vZbRpkH7hTooVC/Z+k6NO7HOsw23Wi/7qvV+2DyNDWm+oUnlxf/2MI27PPunPx9//PFOPul3IuWR0qPf1DFKeffhhx+Gv17mO7u0LKU1plH/a/r6668fegdzU3RTkX0FqtJ9++23dzp4faeG8kn5pr8pD5csWTK2DgT/FJ7KlT0WKN5U2lQX2TxSmY50rmLHLh7UsM4RVTZVXyq9qhd8+Y/L1O9F999/f4i1h44B9slcbXetk+qKGHSep3WJQXWwzb9++XMbn4+ivFQdMIyOhDYZ5vFO52m+w0MdPraujXW26qq4XHucKaNzQUv7kbal0qnlWloXfa710o0tKlsYvmEel/wrVf/jP/7j0jJjufL79bBNT0+HWJfKtMqb0mLLpNKZV7/omrjoOKRraX/erP3R1olarvYBnf/E5abuTymUBntDmranzpO0zew5nuJxv7bnUCoLmzdvDlNAV2Nt5jND9Nxzz4UYAKAIdWU7sB0WhqNHj87o9CcGTafy341hzZo1YY58J06cyP1eXpi9CJnZs2dPz2dF+lkXpdV+J4Wdf/bCLXzay6dl3759PdNlQeusPCpz7ty5mdmLotzvV4Wi7dNP/vVramqq57dSg/Kxit2mVWWxX8p/m64YtE2KFJWB2Yv3MEe1YeVb3TzzZaVoP7A0j/1OmTr7iw9F5bbO70fD3CcOHjzYs2wbyspEURnQ8lLY76RsN0ktH/3WSyl1XorTp093luWXrzQrLFu2rOdzm9ay9Upd/yLDKM91qDzlLbss6LibZ/369bnz5wWVVZt3ZeVtkDzuZ9+2VPbyyk1KKFqnfusO+52q/bNqW+TlY7951cTxK9UwzhHrlFuFsmO5na9sG6XOZ6XuB3XXR0H136D1bF5douUqrTbtCto2ts4dtC7rZ5/yaUph5y/bbsM83tVdtua15xRlZUf6PZdUKGLzuur3vX7qpX7r2CL9pMHOn7LOddI8jONSVLXcvO/3s33r5Gm/50kqy1XqLlvz2/UdtGxJv9tT+7bqgyr2O1XbH5OhqbZaxgQFgBahfhwtm988kYsquutyq3kiMZXuZJ+9wKi8y3L2AqRzJ+Qox74aFt2de/Dgwcp11p2ib731ViePyuhO8ePHj8+5ezZFylh5w6Y74Pfs2ZN8p63yZfYitOdJr3FS/qt8enY8Ma/oCdE6YyDO93xLpfSeOHGi5074FMqXa6+9Nky1W9nYPl/72tdCbC4/nqhovdswVpD2i8OHD9c6LsR6vqrOS6GnyFR/+v1Dd/4r2Ke8lMZf/vKXYWq4xl2et2/fXqvemJqaKnx19q9//evcus/S7+j3Bn2yd1RU9j755JO+nqb2T9WMkn/KeJiKjl9Fb6wYxDDOEX/4wx8m738qB6rH2kpPQlW97juP6j89QeWfJKtDdYnqB0vLjXVsFM9lJ/nJwWEe7+Kyq+pa0e/reuALX/hC+KSa6uaUaxKv7jEM/Rvmcck/DdwGOk/S9YrqjhR1zjO07JRjin5b52rDuGbS9tS+n7JPR9q3VQ+oPgDKDNJmzpigAADMogN6YdD4QvGiQP/XbXBVg4htANAynnjiiTBVTBcYuhjQd+1Ftb6vCz5dCOnEX43aeu2bTWMRvy527KQitkMw9eLeXqBdd911IdbLpiUuV50UuqBVx6VfZ10U6QLt3XffrWwcsfR6HDVA6UJQy/AXj3HZylP9ri7utM3y9JN/g9DrnpQfSrvS59OuPFJjmxpqTp06lfzKPfsaURtvmsp5zC9R+svG3NRFrG8s07aps71lGPlWN89UT9h1T+kIsPuKT3Me5Ysa9rQeWp+8hgOtqz5Xvmr/Ub4Upb/u74vdB7S+TXew+psYtC4KZdtM9YitP6TOWEF23YvqL++qq64KseqbKFTOVceoXtL6aX1sWZG4zVQfxXq+KbHhMNaJlvJNv6u0KY22zrPr6NXdP/I0XZ7rUr2hY25evqhM6DP9TXmjRsWiRrfYOK/0qf6x21bp1zZXuvV7ctddd3X+Fz+moDVIHvezb3taL72GTmVS+a/88OU25pO2X8yropsP+j2e2t+sqleVT8prpdfWCVpGPOZ7/eZV3vFLv9lU+fSaPkf0+59dpmhan2u5KgdF5V9S69DU+ayqulavcLRjQSvdKoczMzM9QeuhoP3U7u961aN/tX5dqh+0bOWXXce4bfSbOvdQntvyMeg5ZT/71LDO8SOVk2Ed76rqWi0zHsvE5k/Z8SyK1yRx+Xn5o7QraN2072gfKmLXq2690E+9ZLe/1nvQ87N+0mDzLOUG07pluOnjUqS/a5l+H1Zcn+Xd3NLP9rXH/JT9T+e+qjtUJpUO/x2lL9Yx9jwjRdUxxdZbYtcxpa5JoWVqn1b9GbenpbTos7gdtW+XHYssux1TjzeALJo9adAjxEOhBuW8jtCizwFgoaN+HC2b3+Q9AAAAAHXA3XvvvWEq6zQaD+OJGRTTk5VqHBc1euvGuZRGco2BZ5/UHGKTJwAAGKFB2m3H8jpcGpkB4DJV4hH142iR3wAAAACsZ599NsS6T6wUvSIXwxM7QOXRRx9Nfkoo5Sk1AAAwPzTVZs6YoADQItSPo0UHNAAAAIBI40jaJwn1BGhqBxyG47PPPguxcufPn+8ZQ1SvfgQAAJNhkDZzxgQFAGAWHdAAAADAwrZ3794Q6/rBD34QYhglO+7bjh07sp07d2ZnzpwJn8yl8QRvv/32nidIaZMEAAAy1E5QGpQBoBoXZwAAAAAwXupk2717d5jKsjVr1mRLly4NUxgl+0pi2bJlS6djVGOFatzPGFauXJktWrQo27hxY08H6NatW7NVq1aFKQAAMB811WbOmKAAMGa8knV8yG8AAAAAcuDAgRDrevjhh0MMo7Zu3brs4MGDPU+Eijo69briGN5///3wly7Nr+9t3749fAIAAOarptrMGRMUC0q8S1BBr0tBu2ibaMyVJUuWXNpOurvz0KFDYY75K7XsUT+OFh3QAAAAAOSvf/1riHWfAtW1KcZHHaGnTp3qdGpOTU11tkkefa4nPzWf5tf3AADAZBmkzZwxQbGg2LsEz549G2Jog02bNnVeYfPqq69mFy9eDJ9mnbs777333jA1f1H22o8OaAAAAGDh0s2qMzMznXD48OHwKcZNnZq7du3qbJO4fWzQ53ryk85PAACQZ16PCaoB6+OTVWVBT2DpaTINpH7y5MnwbQB5tm3bdmnf0X4zCtqX7dgrZc6fP99JV0yj9uv5jhtGAAAAAAAAAADoaqrNfF6PCfr666+HWDk9gaWnyTSQ+s0339wZSJ1XoQJznTlzJtuxY0eY6j6FeezYsTA1PM8880yIZdnixYuzffv2XbqrU6+0mZ6eDn/NsjfeeKOTrkj79XzHK1nHh/wGAAAAAAAAgHZpqs18QY4JqoHU9dpNPU2mp8oAjI+eztY+GT311FM9Y6/olTabN28OU5OPV7KOFh3QAAAAAAAAANBeg7SZT9SYoHZMgBjOnTuXHT16tPMk2bJly8KcXXqa7Pbbb+88/QZMGr0mNr4yVq+ETrF06dJsamoqTGXZmjVrslWrVoWp4fj4449DrOuOO+4IsXx33313tmLFijCV9TwlCgyCDmgAAAAAAAAAmBzzekzQFFdffXWnE0dPkp06dSrbs2dP53WbkZ5AW79+PU+EYuK8+eabIdZ9JXSqXbt2XbqJ4PDhw+HT4Tl79myIdVV1umqfPn78+KU0TsJTojyBCAAAAAAAAABAV1Nt5vN6TNB+PPbYY9lbb73V0xGqDqJf/OIXYQoARotXso4P+Q0AAAAAAAAA7dJUm/mCHBP0pptuyn7/+9+Hqa4dO3bwWlwAY8crWUeLDmgAAAAAAAAAaK9B2swnakzQOvTKTTv2obz44oshBgBYaOiABgAAAAAAAIDJMfFjgpbRq3GtV199NcTKafzQvXv3Zhs2bMiWLFmSLVq0qBMUX7t2bedvKWOMnjx58tL3ly9fHj7t2r9/f2dZdtn6PX2eR0+xbtu2rbOc+B3F9VndJ1yVrp07d3Z+366fgj6rs8yYHi1Hy42OHTuWbdq0aU569Vk/T+Q2vby68n5foU5+qcxo+2o5K1eu7FmOllu2/SP7+0eOHAmfdtnlxaCy6un3498Vr9LPutt5t2zZEj7tsstQ0Lye/X5VnkRN7bdeE2WPJxABAAAAAAAAAOhqrM18Zoiee+65EBuONWvWzGgVYujHsmXLepZx4sSJ8Jd8+/btm1m8eHHPd/KC5tG8ZY4ePdrzHdHv+zT5sGLFiplz58515pfp6enc+WJISYsoPT5Py8LWrVvDN4vZ+bV8pTvlN1LSK1re+vXrc5dhQ0yr/Uz5NqjU9VHQ+ufRMpSWlHKloPJRVE7z5i8LeXlg10fxIoOse948ZcGzf0vZjk3ut1GTZW/YdSXSsB0AAAAAAAAAYPyaaqtdkGOCWvfcc0+Idf2///f/QmwuPdm1cePG7OLFi+GTLFu2bFm2Zs2aTli8eHH4NOvMo3lTn1ITzXvzzTdnp0+fDp/ke//997NvfetbnafW9ASbf5LOi2mxT2J6+tvq1avnPD1YRuOo6onRVB999FF2/fXXJ/2G0nvo0KEwlS+uf8oTvEqr5m2almnXR2UglocVK1aET7veeeedEOv1b//2b51taMtVGZWPO++8M/epRZXHOq688soQq2+Qddc8qex+1Y9h7LfDLHu8knW0bH7zRC4AAAAAAAAAtMsgbeYLdkzQ6J/+6Z9CrOvDDz8MsV7qFNm9e3eYyjqdPEePHs1OnTqVHT58uBMuXLjQ+cx2RFV1PlqaN9J4persmpmZ6fw/PT0d/tKlzqfbb7/9UieUOnL27duXnTt3rvMdpcN3RP3sZz8Lsbn+8Y9/hFh3WVu3bu0sQ8uK4cSJE3PGUf35z3+e/ArRxx9//FJHlNJ28ODBnmX7jrEnnngixPL94he/6HQIRz4PYr7FTq6Uztc6VCbs7+/Zs6dTBmJ5OH78eCct+lxl4rrrrgtz9vrf//3fEOt2Dmod4rZX0DL0mS1Xyse8MWxVHuP3fH7Gz23wr4RONei6a56YBl+2bfoUtNx+DWu/HXfZw3DQAQ0AAAAAAAAAE2RmiIoeV23qMdY17lWc/Th48GDPMvxrKuXcuXM9r9Jc4V5H650+fbpnfr0yM89R9zrcGPYVvI5Tacubvyg9Pt0KRenW61U1r36jbN3Ep6MovWLni2Fqair8dS6ti51XeZRHeWznU9qLXhGr9fHLVcjb1nXYV6Fq+f3SclSWi9Y18ttz2bJl4S/5+t0/7PcUz9PUuosvTyns/EXb0edX0X4Spe63wy57vJJ1tGx+k/cAAAAAAAAA0C6DtNuO5XW4bXpC9Atf+EKIFTtw4EDPqzRfeOGF7Oqrrw5Tcy1dujR76qmnwlTWeWVm6tOSeiJtw4YNYarXI488EmKXrVixovM0W1569Jl/+vPjjz8OsV433XRT54m4zZs3l66b+HScPXs2xKrpSdJdu3aFqbl+/OMfh1hX0Stk33jjjRDr0npqHfJoffRkon+KdVD2Cc6VK1eGWH16WlHbcNWqVeGTfFoPuw562nBcmlr3YRrWfjuMsscrWceH/AYAAAAAAACAdmmqzXzBjwmaQp0nkTodizo8rDXuVaTvvvtuiBXTq0PLOsLUoeKXW9QBGt1www0h1lXUqVhH2e+VWb9+fWkHqKxbty7Euv72t7+FWK/XX389xLoeeOCBECv2k5/8JMSacdVVV4VYtyMztaN7EIOM4dmkcax7XcPab4dd9ngl62jRAQ0AAAAAAAAA7TVIm/mCHxP0o48+CrFiduy/Bx98MMTK+Q6XorFGLd9hmaKqQ/LLX/5yiI3fLbfcEmLpzpw5E2K97BiL6rhK6Zjtt/O2yH333Rdi3TE6r7/++k6H4EIwH9Z9WPttG8oehoMOaAAAAAAAAACYHEPtBJ0PDcqfffZZiHX5J+2OHTsWYl3PP/98tnbt2qTQBv12vqjzUZ1aO3fuHPm6+afxPP/U4V133RVio6XXFuvp1kidgRs3bsyWL1/eybeiDtwqKnP6/qZNm+bku8pfGwxr3ZsyrP12WGWPJxABAAAAAAAAAOhqqs18wY8J+te//jXEuqqextQ4jHoSLCXMR4cOHeqM8bhs2bJOp9aWLVtat25F45qOgzqKt27dGqa6VEaUb8pDdar5Drk86lxTp+eSJUuy1atXd76/e/fuOfk+znFAvabWfRSa2m+HVfZ4Jev4kN8AAAAAAAAA0C5NtZkv+DFB//SnP4VY1zBeH7t48eLsjjvuCFPtpU64e++9t+c1oqi2ffv2Tifb1NRUZ1tb6lRTp6bytsjJkyc7r5NVp6eeqJxPBl33NhvXfssrWUeLDmgAAAAAAAAAaK9B2swX9JigekrNdjqtWLGi8vWx09PT2czMTK1w4cKFbNWqVWEJ7aRXmKoTLlIHkJ7yO3r0aO46jdMVV1wRYu2xdOnSbNeuXZ1tvW/fvjmv9FXebtu2LUxdpidA77zzzp5yqO9qGepc9Pmu8tc2/a77KDW137ax7KE5dEADAAAAAAAAwORY0GOC/vSnPw2xru985zshdpl/MtSPITopfv7zn4dYtwNUT4PqKb82dt7edNNNIdb15ptvhlg7aLzMw4cPdzqQ7dORO3bsmDNW5oEDB3o6QNXxrO9qGepcnG/qrPswDWu/HVbZ4wlEAAAAAAAAAAC6mmozX7Bjgmo8Qzv+nzpsHnjggTB1mZ4M1fiGkX997iTwT8Q+9dRTre+As9vkvffeC7FyeupylNSB/PLLL4epLp/W119/PcS61PHclKuuuirERi9l3YdpmPvtMMoer2QdH/IbAAAAAAAAANqlqTbzBTkmqDr9/DiF6vgrehXuPffcE2JZ5wlJfX+S3XjjjSGWb9SdiXnsNlEHrjq1yyjNa9euDVOjs27duhDrOnv2bIjNpdcxV6nzROMtt9wSYuNRZ92HYVj77bDLHq9kHS06oAEAAAAAAACgvQZpM19QY4KqM0JjX65evXrOGIybN28OU3M99thjIdb1jW98Izt58mSYmv/8OId/+MMfQmyucXUmeg899FCIdalTu6hzVq9hVZrVEdYULXPJkiXZ3r17wyf5fAfZHXfcEWJd9mlNpa/slbFall4r269Dhw6F2GCaWvdhG9Z+O+6yh+GhAxoAAAAAAAAAJsdEjQmqJ718UMePOj41VuE111yTbdmyJczdpafvXnnllTCVT+MAaqzGSB2od955Z7Zt27bOb3j6TB1A6hxZvnz5nKdO20brZ1/xuXv37twOLq3T7bff3ooOHb1uVZ3XkbaJ0qY0xg4pdUBp22sbxzTbcSoH8emnn3Z+8/HHH+9sY/2u7cBUZ5t+2257/bYfY/W+++4Lsa7169fP6QjVtJazcePG8Eka/0Tvf/zHf1zqBFQeKc155bdKU+s+bMPab4dR9ngCEQAAAAAAAACArsbazGeG6Lnnngux4VizZs2MVqHfsH79+plz586FpZXTfCtWrMhdTlVQOvMcPXq0Zz5NV/HrnMLOPz09HT7tdfDgwZ75FBYvXtz5PQXF7d9sXhQtU+x3yuaz7DoW5Z2cOHFiTrrKwtTUVCcNcTo1PXn023bZKUF5nCevXOkzrbv/m5+uUpU/eXlQlf9NrrvYbaKQws5fth2Hsd9K02Vv2HUl0rAdAAAAAAAAAGD8mmqrXZBjgq5ZsyY7evRo58mtonFAPc13/PjxbHp6OnyS7tZbbw2x9tL4jfv27QtTXXrC7ciRI52guCxevLgz34MPPtiZHic96ffWW2/1PMWaJ6Z5165d4ZPB6bdTy4J+/+DBg3PGyIwOHz48ZzxQPT2ofLdP3arcat46Xn755RBrTpPrPmzD2m+HWfZ4Jeto2fzmiVwAAABgYdAbjPQGoEWLFnWGe2lq+BgAAAA0b5A283k9Juj9998fYuXUeaTXjO7Zsyc7ffp0pyOp31dzauxQLUPL0nJ9J4g6PeLvqePlxIkT2fbt28Nfe2ksTs0v+t+PzZnHdsz4jrMiNo3XXXddiM2lVwZr3fQKUb9srZPW+ZNPPunMZ5dz5ZVXhthcqb9t2XEyqzqQ1Rn17rvvXtoelk+zpKY7hS8LcVtKLAfx98s6AWNHnTrLVG7scpR/U1NTnU57lVvNG/PUzldEv6syqGXYbRGX+8gjj4RPLlu6dGmI9catptZd7DaxaSxj50spV03ut9E4yx6Ggw5oAAAAYGHQEEC6RhTd9P3ss8924gAAAJgsi/Q4aIg3Tg3KeR2hRZ8DwEJH/ThaNr/JewAAAGBh2LRpU7Z79+4w1d+blwAAADAag7TbjuV1uDQyA8BlqsQj6sfRIr8BAAAWprVr13Zehaqwbdu28Cnmm/Pnz3deZxu3ZeprbR966KFLbwjSm4GeeOKJThwAAADt0FSb+YIcExQA2or6cbTogAYAAFiYjhw5EmJZ9sEHH4QY5puPP/648zrb6MMPPwyxchoi6dSpU5lejnbhwoXKYVwAAAAwPoO0mc/rMUEBAGgKHdAAAAAAAAAAMDmG2glKgzIAVOOGEQAAAAAAAAAAuppqM2dMUAAYM17JOj7kNwAAAAAAAAC0S1Nt5owJCgAtQv04WnRAAwCAhez8+fPZ3r17s7Vr12ZLlizJFi1a1AmK6zP9TfOk2r9/f7Zhw4Zs5cqVl5alsHz58s7n+nvq8jZt2nTp+/pedObMmWzbtm09v6H0avnHjh0Lc82l78X5FSyND2r/FsPJkyfDHJdpXfQ3/Wb8u9ZJ6Y15GNOj38yjz5W3micuLwatl5ZVti5l4jbwy9X2VL4VpcmLZUPLiuuloHjdsmHzzP6+4lpXm9aYd2Xrr3WM869evTp82rVly5ZLf4tBy/S07eJ66f+8bZ0n5ovyoGjbHTp0KMxdzeaNTYPW3+eN4vosdRsCAABMioHazGfG4LnnngsxAICtE6kfR4u8BwAAC9W+fftmFi9ePKNmgbKgeTRvmYMHD84sW7Ys9/s+pCxP1qxZc+k709PTnc+2bt3as6y8MDU11ZnXO3r0aO78ZUHf8fzfT5w4Ubju/vunT5/upC9v3rygPDh37lz4drmydPigfCzTZNkQ+x3lidYpZVuuX78+d/1VHvLmLwueLw9529rT76bki4K2hbZJFfudmDe27BeFlHwHAACYz5pqt2VMUAAYM55ABAAAwCjpicCNGzdmFy9eDJ8U0zyat4iWde+992anT58On5SLy9MTbak+++yzzlN2O3bsCJ8U2717dydN3rXXXhti6a644ooQy/f3v/89u/POO5PXfcWKFZ30pdITqt/61rfCVDE9eXjzzTcnp0P5WPSkpbaLLxvLli3L1qxZ0wmLFy8On17elvZJ3Sqff/555ynKlG356quv5q7/ddddF2JpbJr7oac/lWY9ZZqyz4i2hbZJnbz56KOPsuuvv76z3aso3+s8cQoAADDfNNVmzpigADBmvJJ1fMhvAACw0KjjxHdATU9PZydOnNDjcp2g+J49ezqdX2XUweOXNTU1lR09evTSss6dO5cdPHiw04FmqTMwtRNHv/H+++934urQ2rdvX2e5Wr46m7Zu3dr5W6T5/StDly5deilNCpbSZv8Ww0033RTmyKcOw9gppg5OpUvrrrxbv379nE5U24GmfFK+xPVQ0LpoW9hOO3WIVb3m99vf/naY6tJv222g5Sptfht42p62k1brpOWcOnUqO3z4cCdcuHCh85ktG+qQS32drNIat6WW4bel1t/S+uv1s5ZelxvXTWmx9P34txiU5kH86Ec/6umY1Pbx+0zMY7/P1Hl97eOPP95TnlQ+4vL1W377PfHEEyEGAAAweRprM589mRqaokdUeeUgAFzW1KP9qI/8BgAAC80y98pUvcq2iF7NqdeWLl68OHxymf6mz+2y9lW8olN/t/PnLTdak/NK0BUrVuS+HlX861Wnwyt0i9h59Vup7PdiKHoFr6f11bynT58On+Q76l7VWrZ8/c3OW/Wq2z179nTS4V/V6rdnWV6L1sHOr1fXFonz2FCWTl9OVGaL+Lyq2u6R/56m8/j58vLO89ukbt6UbW9tFztvUboBAADmu6bazIf6JChP2AAA5gte4Q4AACadnvTTE2uRnmZbt25dmJrr6quvzrZv3577JN2LL77Y82SjlqUn9Mro7/ZpNn0/9XWhejJOTyIqTXm+//3vh1jXm2++GWLDpfXZtWtXmCqnfNS8eiq1zKpVqzrrGxU9SajP7ZObSou2V5nHHnuskw7/lOuBAwd6tucLL7xQmNeidXjqqafCVPfVtXptbAo9MVmWTl9OVGbLnoYdpp/+9Kch1vX73/++8gnhn/zkJz1P8ypvUp8GnZqaKi1PP/7xj0Os65133gkxAAAA5GFMUAAYM24YAQAAwCj8+c9/DrGuBx54IMTqe+2110Ks+3rQRx55JEyVe/rpp0Osy6cpj14xWtYBKvqb7TjTK1yHTev9yiuvhKlmla1r9N5774VY18MPPxxi9anTM1IHbFVHn9j8lnfffTfEiqmTr6qzXPy6jKOzT5269jW4Wl91UFfRtrMdxOK3VR69xriqQ93ftPC3v/0txAAAACZLU23mjAkKAGPGmKDjQ34DAICF5Pjx4yHW7ViseiKxiDqH4riOcs899yR12onvRLJpKrJ8+fLk5Uf2iddhUUdX3XQ16b//+79DrOu2224Lsfrs9nzwwQdDrJzvKP3www9DrNg//dM/hVg5vy6jerLX8p26999/f4hVu+OOO0Ksy2+rPLfcckuIpUt9whQAAGC+aarNfCydoDwhCgD5qB9Hiw5oAACwkNiOLnUs9uvjjz8Osa66nTf2CUKbpkHdddddIdZ+6kg+dOhQtnPnzs6TkWvXru0JKU8OfvDBByHW1W+ntn/V7PPPPz8nPUVhWPpdlyb5Tt0bbrghxKr5zn6/rQbhn8AFAACYdIO0mTMmKAAAs+iABgAAwLCdPHmy0+l5zTXXZPfee2+2ZcuWzpiReu2qDXZ8zlHTU7Q+PUUBAAAAaDPGBAWAMeOGEQAAAGDy7d+/P7v55ps7nZ6TRuOj+lfAAgAAAP1qqs2cMUEBYMx4Jev4kN8AAADjpc6zhUCvnN24cWOY6pqamsoOHjyYnTt3LpuZmekJ43zl6fT09Jz0VIULFy7MeQUsLrvqqqtCDAAAACmaajNnTFAAaBHqx9GiAxoAACwktsNRY1L264orrgixrr/+9a8hlsa+RvW2224Lscnmz/PV+blr165s3bp12dVXXx0+rcd3rPW7Tb/85S+HWNdnn30WYuOj1wZb4xgj9Morrwyxro8++ijEqvlxVuuOmwsAAIDLBmkzZ0xQAABm0QENAAAmne1wfP/997MzZ86EqXpuuummng7VP/3pTyFW7dChQyHWdeutt4bYaI36CVT7Clw95anOz0H5jrU33ngjxOpRJ+yyZcvCVL3tWVdqB+tf/vKXEOtSmcvjO+Sb9JWvfCXEut56660Qq/bHP/4xxLpuvPHGEAMAAMAoMSYoAIwZN4wAAABgFO6///4Q6zpw4ECI1XfPPfeEWJZdvHixM95limeffTbEur75zW+G2GiN8wnUlI7flKc6/StzX3rppRCrz25PdZD7JxmbsmPHjqSy8swzz4RY19133x1ivYo6R5vgO/vVkZ1y44C23e7du8NUt8O9iU5vAACAhaSpNnPGBAWAMeOVrONDfgMAgIXEdyRt2bJlzmtHvb1792ZLliyZ0ynnz6M2bdpUuSzNY1+Fq068YXZipVKaBnk9cArfmVZG+aSOyCrKO/sEp9ZD26uMOjeXL18+54ncxx57LMS6vvGNb1Ruz35pbNSdO3eGqbm0/qdPnw5T3XKS+jrc1157LcSa8dRTT4VY1/r160vLiv62du3azo0BkV8GAAAAqjXVZs6YoADQItSPo0UHNAAAWEjUkTQ9PR2mum6++eZOh5Tt8NLTbupMU2fZ448/3unQ+fjjj8Nfu1atWtXpEIo0j5a1bdu2nmWpU0gdbuoY8k/HaUzMcfFPY/7oRz+69JRfXP9+XxecZ8OGDSGWdTr41NHnO9PUQenzqYp/+lPbS79ln+TU7+jpSy179erVnd//8MMPw1+71KG6devWMNXdnnfeeWdne+Y9FarPtEyth8qJ/q9DHfBKj+2MVblR2v36+zLrrVixIsS6T7Fq28W81TLLOlyrPPLIIz0dzVr+9ddfP6d8KK78uP3223s6sJW2zZs3hykAAAD0Y5A2c8YEBQBgFh3QAABgIVCHjO00EnVIqQNz0aJFnaBOH3Wm2afx8sZe/PWvfz1nWXrdqV3WNddck9177709T4CqA1TjK6Y+3TcM/jW86njTetv1//TTT8NfB/eDH/yg52lQ/Z7yRh2BCupIVAdlzCefr0XUGW07L0VPmmpZdhvo6Uu7Da688soQu+z73/9+z++qI1Tb0y4rBn2mZWo9VE5SO4zVcR7zQelR2YjLVLnxT8nu27ev8mnh73znOyHWpW2ndY7LVPnul8ZL/e1vf9uz7ZQv+o1YXhQUV37YfUZ5efjw4TAFAACAcWBMUAAYM24YAQAAwCipY8Z3nBVR54+exMvriFIHUZ1liV5tqiflxv0aXP/k47Cpw1cdv7YzTdQRqGA7z5SuX/7yl2Gq2vbt27M9e/bMWXaRqamp7IEHHghTl2l7Hj9+vPLJyzwp45zKLbfc0tn+fjxTT+uiDlD7BG0Rvco3tdO4HyorKWm2tA21byhPAQAAUF9TbeaMCQoAY8YrWceH/AYAAAuROmbUcXbixIlOZ43vQNK0nthTJ9Qnn3xS+jrPuCx14qnzTB1FvjNOn+l39HvqGEp5AtTOk/rEqH26MaVTTOk+ePBgz9OJou9qXfSUpacn/qLrrrsuxNKoM035qQ5L36Gm31QeKR+VLj15G9N01VVXdf4vo45AddTlLVtp1mf6m5av1xCXdc5pe2u+uCy7zqJ06XPlm/JJ21VpTqXtqXKg8mVfqSxarpapfErpAI3UeZu37prWNvZs/ur/vCedrZjmo0ePdraT/52YJzGPlR8pHaD9lCdbHlI7nwEAAOabptrMF83MCvHGKZF5iSv6HAAWIlsnUj+OFvkNAAAADJdeFxupg5MxMgEAAFClqTZzxgQFAGCWDqYAAAAAAAAAgMnAmKAAMGbcMAIAAAAAAAAAQFdTbeaMCQoAY2ZvGKF+HC3yGwAAAAAAAADapak287F0gvKEKADko34cLTqgAQAAAAAAAKC9BmkzZ0xQAABm0QENAAAAAAAAAJODMUHRCps2bcoWLVrUCYpjsh06dOjS9l6+fHn4dOHihhEAAAAAk2rZsmUhlmXXXXddiAEAAADFmmozZ0xQtMKZM2dCrDeOyfThhx+GWJadPn06xBYuXsk6PuQ3AAAAMFynTp3KZmZmOmHDhg3hUwAAAKBYU23mjAkKAC1C/ThadEADAAAAAAAAQHsN0mbOmKAAAMyiAxoAAAAAAAAAJgdjggLAmHHDCAAAAAAAAAAAXU21mTMmKACMGa9kHR/yGwAAAAAAAADapak2c8YEBYAWoX4cLTqgAQAAAAAAAKC9BmkzZ0xQAEClM2fOZEuWLMkWLVo0UNi7d29YYvvQAQ0AAAAAAAAAk4MxQQFgzObDDSOffvppdvHixTDVv88++yzEAAAAAAAAAACYq6k2c8YEBYAxmw+vZL322muzxYsXh6n+XXnllSHWDhyPAAAAAAAAAKBdmmozZ0xQtNr58+eznTt3ZitXrrz0Ok29knPDhg3Z/v37w1xznTx5sufVnWXzeocOHer5Lb0GtB+bNm3K/X0tT39bvnz5pb9r/bZt21b4W/q+1jnOr1CVB2X0O/q9tWvXznnFqT7T35SHdWl76XWnWoZfZr9ptZRulQe/fOVlnfzQfPG72haRtr0ta4rnvb41bjvlnc2nY8eOzdm2iuuz1HLU1vpx6dKl2YULF7KZmZmBwmOPPRaW2A7zoQMaAAAAAAAAABaqQdrMGRMUraXOp+uvvz7bsmVL9v7774dPs84rOV999dVs48aNnU6qvM6lL37xiz2v7nz66adDrNqzzz4bYl3q/OmHTdfZs2c7/6tzcdmyZdnu3buz06dPdz4Trd+OHTs6f7Mdeepg0zpqXbXOVswDdQiq8zGF5lOHnH5Hv3fkyJE5rzjVZ/rbzTffXGvZ6kDU9nr88cc7y7A0rbSqQ7CfzlWJeafy4JevvIz5kfIbcXtI3E5a/r333ttT1hR//fXXw9Rlcdsp7/7xj3908kh5tXr16jnbVnF95rct2ocbdAAAAAAAAABgcjAmKFpJHXXqTKsag1CdVPfcc8+cjrqrr746m5qaClPdjqiUzjd1iNkONj1d2ASNg6jOTHUuVlFHnp4oVIfZnXfe2dMpl0fp/bd/+7cwVUzrf/vtt3c65FJp2erYrMo7pVUdiFXbS9tB6/Taa6+FT6pp2+bl3YoVK7I1a9Z0ghV/o05nqzpAU7ZNno8++qiTR75jNo+2rTqLPW4YAQAAAAAAAACgq6k280Uzej/hkKgTlMZ9pNBTdHmdSBqDcNeuXdltt93WeSJTHWIHDhzIfvjDH/Z0uKnDU/NZ6kjUk3nR1q1bs+3bt4epfHr6VJ2v0YkTJ7KbbropTNVTtE56IvCnP/3ppQ5WdYr9x3/8R09np+axTxOuX7++s85Ki/LgxRdf7DwRaZWlNT6p6H9D6Yh5K+o4VJp//vOf9+SvOhyPHz8epnqp41h/t/Pb9IrWUU/YFnUUllVD6hC3Hbdatjos/RO62na2XGj93n333U6HuKdX6sb8UxmzaVc5+drXvpZ9/vnn2dtvv935zJcbveY2j/Lhxz/+cbZu3brOtPLTP7mqdJ06dSpMdVFXtkPcDvYGHqaZZprpiGmmmR7etDS9TKaZZprpiGmmmWY6YpppppmOmJ4f0/p/YOoEHZbnnnsuxHoVfY6Fa82aNeoF6wn67Ny5c2GOXidOnJgz/+nTp8NfL1u2bNmlvy9evDh8WmzFihWX5td3B5G3Tlp+3jrpM6XPz6+wb9++MFev6enpnvm2bt0a/jKXn7coHZH+ZvNCYc+ePeGvvaampnrm03QRrYudN4YiR48e7ZmvbNly8ODBnvmL0uzzQ0H5r3KVwn9XoSxtPi+1XpatE6kfR4v8BgAAAAAAAID2GqQNlzFB0Up6svPw4cO5T/GJnjCcnp4OU116QtR79NFHQ6w7fmPeq0gjPdFon5R88sknQ6wZem2rnqbMWyf/+t5o3759ha/k3bx5c+cpxuiDDz4IsV56ClRPdkb6Tlneiv72y1/+Mkx1PfPMMyHWy45zqaccf/KTn4SpubQuemLVpruMvfujatmiJzDt63FfeOGFEKv2+9//vu+nfrXt/JPIlp4Otd55550Qmz+0fyxZsqTzFOwgQU/sAgAAAAAAAAAwbGN5HW5jj7FiYthXx+a9LjSPOmU0b6TOL3XuWX4evUrVdtpZflxIvY7Wv3K1Dr9ORa9mjfp5fa9/5W7e7qyOX43XGanzWB2oKfzyfZ70k2bxeZ2XbnXeXnPNNWEqfdn+lcbnzp2bk+/2dbhSJ09EnXlRWZmy7HfKOk3bWj/6bd2vunk9bDa/Y6e7pmNcmGaaaaYjpplmutlpaXqZTDMdMc0000xHTDPNNNMR00wzPb+mI31up2tRJ+iw8JpBpLKvjlU81bKE193aZSsUvQbWLmv9+vXh0/7VXSf/6le9srWKXoFrv5PHz5P6yldRGux39bpZy//dv+a1iP9eHp8fqctO+V7K75ex303ZTmK/48vDfKgr9bpp7WN2PfoJRa8obgOOWQAAAAAAAAAwfk211Q71dbhFbG8uMIjly5eHWPd1t3kefvjhEOt64403QuyykydPdp5yjO67774Qa7crr7wyxIr51+TWeeXrHXfcEWJdH374YYh1ffbZZyHWtWrVqhAbnH9l7Pe+973Ok6lVQfO10Rrzmt4yba0f9QTwhQsXOk/tDhIee+yxsMR2KLq7CAAAAAAAAAAwfoO0mTMmKCaexqG0Y1D+13/9V4hd9pvf/CbEumNmFo3DiV5F45AOg8Zr1at5q4Id1xWogxt0AAAAAAAAAGByDLUTlAZltIXt1FQnmcYKtV599dUQ650X85vGYv3yl78cptqLG0YAAAAAAAAAAOhqqs18LK/DpcEfo+ZfwXngwIEQy7JDhw71vAr3oYceCjF4/vW7V111VYgN39GjR3Nfr1oWTp06lV199dVhCe3FK1nHh/wGAAAAAAAAgHZpqs2cMUExr7333nsh1n3qr4jGwVyxYkWYyrLnn38+xLLsD3/4Q4h1l9HkuJZt4DsqNf5pKj8u5w033BBiXbfcckuIdR07dizEBnfjjTeGWNfnn38eYpON+nG06IAGAAAAAAAAgPYapM2cMUHROufPnw+xcurMu3jxYpjKejo583znO98Jsazz5GfssNu/f3/nf3n00UdDbHLceeedIdb1l7/8JcSqvfbaayHW5V8te91114VY10cffRRi5T777LMQK/alL30pxLrefvvtEAOGgw5oAAAAAAAAAJgcjAmK1tGYnZs2bQpTxfbu3RtiXffdd1+I5XvggQdCrOv/+//+v86rcG1Hqp9nEnzlK18Jsa5nnnkmxMqpk1jbIlq/fv2cV8vedtttIdaVsmx1Ou/YsSNMFVu6dGnP0727d+9O7iCfb7hhBAAAAAAAAACArqbazBkTFK2kDi91hBZ1eqkjTfNEixcvzu6+++4wlU8deFNTU2Gquwz7Ktw1a9Z0Ot4mjV4FrHWL9BRsVSeznrL9xje+Eaa68vZb5Zdf9s6dO8PUXOq43rhxY5iq9uSTT4ZY1umsXrt27UR2hPJK1vEhvwEAAAAAAACgXZpqM2dMULSWOjlvv/32Tmdl7Pg6c+ZMp5PNd6T97Gc/m/OUYp6vf/3rIdbtVLMdqQ8//HCITZ7p6ekQ69J6r1y5sidvRZ2fyl+9Qtc+Ibt169bCsVKffvrpEOvasmVLp5PVjj2qJ27Vgfn44493ptVpneKxxx7rec2xnkxVmVBnqh/bVOuhp1f1tw0bNmRLlizprN98Q/04WnRAAwAAAAAAAEB7DdJmzpigaB11uMWOLz1ZqA7Pa665Jlu0aFHn9ajqZLP0dKc6y1KsW7eu5xWrVtWTpPOZngbdt29fmOpSh6LNW4Wbb765k7+2A1T5u3379jA1lzpH7RO2ok5WLSsu9957782OHDnS+Zs6QN96661OPMULL7zQ02mqMqHOVLt8Ba3H6tWrO3979dVXO+tw9uzZ8C2gGh3QAAAAAAAAADA5GBMUrXPllVdmhw8f7oxBWUUdprt27QpTafKWq068lCdJ5zM9HXn06NHCTmBPHY979uxJyl/No21RRa/O/eSTTzqdsqk0r76TUh68G2+8McTajRtGAAAAAAAAAADoaqrNnDFB0Qp2LE51XKlDUq8yVaedOr/sk4B6SlSdlidOnCh9QrHII488Mud1rPY1uU2x65Qy1ui1117bk66UDrzrrrsuxLKkzk09tXnq1KnOU6HKQ/uqWdEylN/6uzoeU5+wFW0LbS8t16ZFcX2mv6lzO3Y2x3n8tsgTy4O2uTpb1Znqv6fl6XP9ljpv9cSonvzNUzffPPsdu6wyV111VYhl2a233hpiXbySdXzIbwAAAAAAAABol6bazBfNzArxximReYkr+hwYFY2HqdfBijq01DEIjIutE6kfR4v8BgAAAAAAAIB2aarNnDFBseAcO3bsUgeoPProoyEGYCHTwRQAAAAAAAAAMBkYExQLji+XDzzwQIgB48ENIwAAAAAAAAAAdDXVZs6YoFhQzpw5k7366qthKuuMH5kyXicwTLZjnvpxtMhvAAAAAAAAAGiXptrMGRMUC8qmTZuy3bt3h6ksO3r0aLZq1aowBYyHrROpH0er3/xetGhRiAEAAAAAAACYVBpOb+/evWEKo9JUmzljgmLBOH/+fLZ///4wlWXLli2jAxTAJTqYAgAAAAAAAAAmA2OCYsH4+9//nl28eLETX7x4cfbss8924sC4ccMIAAAAAAAAAABdTbWZMyYoFoybbrop09ufFS5cuJCtW7cu/AUYL3vDCPXjaJHfAAAAAAAAANAuTbWZMyYoAIyZrROpH0eL/AYAAAAAAACAdmmqzZwxQQEAmKWDKQAAAAAAAABgMjAmKACMGTeMAAAAAAAAAADQ1VSbOWOCAsCY2RtGqB9Hi/wGAAAAAAAAgHZpqs18LJ2gPCEKAPmoH0eLDmgAAAAAAAAAaK9B2swZExQAgFl0QAMAAAAAAADA5GBMUAAYM24YAQAAAAAAAACgq6k280Uzs0K8ceoEpXEfAMr5utLeQKLPmR7udKTPm1ge00xHTDPNNNMR0+XT0vQymWaaaaYjpplmmumIaaaZZjpien5M6/9BjaUTtKnEA8AkoE4EAAAAAAAAAGCuQdrPGRMUAAAAAAAAAAAAwEThSVAAaJFYP+r/iOnhT0v8rInlMc10xDTTTDMdMV0+LU0vk2mmmWY6YpppppmOmGaaaaYjpts/HelzO10HY4ICwJhRV7YD2wEAAAAAAAAAxq+pttqhvg63iBIPAJiL+nG0bH7TAQoAAAAAAAAA7TJImzljggIAMIsOaAAAAAAAAACYHEPtBKVBGQCqccMIAAAAAAAAAABdTbWZj+V1uDT4A8BlvJJ1fMhvAAAAAAAAAGiXptrMGRMUAFqE+nG06IAGAAAAAAAAgPYapM2cMUEBAJhFBzQAAAAAAAAATA7GBAWAMeOGEQAAAAAAAAAAuppqM2dMUAAYM17JOj7kNwAAAAAAAAC0S1Nt5owJCgAtQv04WnRAAwAAAAAAAEB7DdJmzpigAADMogMaAAAAAAAAACYHY4ICwJhxwwgAAAAAAAAAAF1NtZkzJigAjBmvZB0f8hsAAAAAAAAA2qWpNnPGBAVQ2/79+7NFixZ1wvLly8Onk+nMmTPZkiVLOuuq/0+ePBn+MhzUj6NFBzQAAAAAAAAAtNcgbeaMCQqgtrNnz4ZYlp0+fTrEJtOnn36aXbx4sRPX///4xz86cUweOqDHayHdXNFWuulj27Zt2cqVK3u2xaZNm7Lz58+HuYCFgToJACaTzmti/a74JDt06NC8PZYdO3ass32U7rgOOkfduXNnmAMAgC49sDLKB1gw/zAmKACMGTeMAAvr5oo20kXCihUrsh07dmTvv/9++LS7LXbv3p29+OKL4RNgYaBOAoDJpJu+IhufRB9++GGIza9jmW5EWr16decc1KZb56hbtmzpdJACABDpgRUeYJlMTbWZMyYoAIwZr2Qdn37y2z4dpKC7k/VZHf4utUlvgEG76SnPf/mXf7l00QAAaCedb8TzB51/cP4AYNLoOmnjxo1hCkCTOI8AJpOOnfHNCdrH9SaISdFUmzljggJAi1A/jlY/B9OXXnopxLp0d7Iu1OtcQPi71PTaZWBc3njjjZ677NevX9+ZnpmZ6fy/Z8+e7I477gh/BQCMy9NPP33p/EH184EDBzpxAJgUe/fuDbGu6enp7Ny5c53z0hMnTnSmr7322vBXAHVwHgFMJh07Y5uO9vFnn322E580g7SZMyYosIDpNTK6S4Sn0YDBO6AnfUwhTK7f/e53IZZlixcvzn79619nS5cu7Uzr/8ceeyxbtWpVZxoAAAAYFvuGnTVr1mSbN2/Orr766s70TTfd1JmO56kAAAApGBMUWMDeeeedEONptHHihpHJcOTIEcanwbxkxwC97bbbLjU0AQDa5cknn+zcrCLLli3LHnjggU4cWIh27tx56YbelStXhk8xn+mm7PiUmtx1110hhiZoCIz4KlSFSXpd4kLT7wMNnEcAk+mhhx7q7NOiffyJJ57oxCdBU23mjAkKAGPWzytZ0YxB81uvDbW+973vhRgwf8TXpgiNTQDQXnoy/8KFC53XQp46dYqnobCgvfnmmyHWe0MX5i9/UzbDMTTr448/7ulk/vDDD0MM802/DzRwHgFMJr25S/u09m3t4+vWrQt/mf+aajNnTFAAaBHqx9Ea9GD6v//7v9nU1FSY6jbA2Fc4AQAAAAAAAAD6N0ibOWOCAgAwq9+D6Q9+8IMQ63r66adDDAAAAAAAAAAwLowJCuTQk1zx/fqbNm0Kn3bHUNDYIxpzJP59+fLlnXmKxgLU5/q7HXtB39+7d29neXXpXf9Kw9q1ay8tL6Zjw4YNlU+hKS3xO1u2bAmfdq1evbpnmQpaZh36fZ82Tff7dJzWd9u2bZ1l2DyMy9XfTp48GeauR2nS+vlto/ztZ9uIvqdtW2f7cMPI/KZXyNinQfVqUZUhAAAAAAAAAEB9jbWZzwzRc889F2LA/DI9PT2j3UNhzZo1nc/27ds3s3jx4kuf54WpqanOvHLu3LmZ9evX584Xw7Jly2ZOnDgRvlFt69atucvxoWy5Wp+87xSFuP6WzR8F0e/pd+3nPqxYsaKTLyk0n/Izbzl5QelMXbbSqrTkLScGbWtt86NHj/Z8rukiKWVEwecpdWU7pG4Huw/FbXn69OmebaxyUFYe65Qrux/YOqaM/Y7qoSJ2PpXfSOujv9l9WvuM6iD9LY++7+s8TdvllsmrVyItw+a7gqb37NmTvN9bWgf9nl+m1rdOmjVf/K7dNgcPHuypYxRXWpug9dWylHZf5+p3lA79fhmb7pSQmh+R0he/W7UvRHZb2LwsY/O4Kn+byDcrLkPrZ4+32pdVhuyxoKysxnTZddF3lZ6yeqGMtpe+79dT6Sjbh72ydfTLV1yfpS67iq1LlO4qykeb5yllVmm13/HnTf3USXX3lajp8lmXlq2y4ddJ+aPPispvnrxyo+9qHWJ+639t45Ty0lR5TmV/J3V72u8or6rk7UMKKeukNMX59f0idj79VmTLWvy7gqb7Kb9xXWwdVhX0W4NSHmk9VI58PsZ9JrUOHUZe2TTZZVbx9VK/+33ZOqlus9tLaS3Lr7iNbbr0/Tr1gqXlqZz7MpO63fz2rgp5+6TdprY85uVPrK9Sy5MX88+XIy1Xnyl9/dRjqeWz7FjWBKU9Hj9sGVHQZ/qbP756yh/7varQT355Nt122Spf2t516kO7LYrqo6bOMbUs+xuK67OyPLH1QUrQ73pKR9y++s1In9tztpieIkqn8qqJutuy28CWQ8X1mf6WWl8pjU1cJ9o807pZWkcty6Y1ZVvq73H+lKDf8Gx5sNuySpPlvKg8idLn80bL1zZJ3Yb9ir+t34u/HdMYt31qGmIeaT3ifqzvKp/iuul/Lbdsm6fQcpU2Lbss7Sk0X/yulhdp29plK67yUKapfSmV9iv7O7Yuydvn+i1Xg143KR02DXXYbaC0W3a/0v+x3Hmj2v+0/fPyqSzod/N+p6k287F0gtLgj7bTDh53Qu2wdU429F1VKvGgVxU0X1Vlor/byi4Gfab05VUqRZVenXVRUAXo2fxRsAfKqpBSydfJPxvKKvrIVvgpwedt0Um5DoR2PgW7ffxvWrZOpH4crX7y25YJxSO/X+iAX6TsBM0r+r0yqd+x8yn9onTHz4qCPWHVPpVXP9mg36mq53z+ifKlqi7QvlWWf17K+inod6vqE5vmmM9Fyy/bDqn0e6n1V1n6fV5XhVg2UvljQtUFjk6Q7fwKVfw+VPYbTeWbZb+jtKh82/0pLygNdtk6blSlq6we8bTs1GNnynLt/KnrqFC1vVP4c5WqxgFf5lL2N78f+N/wf5eUPFZ9WFXfWcMon6mUb6llRmlM2bb2Oyo3ZXlWVnc3XZ5T2eWm1n2p30ndhxSK8iavXOax88X9Qduvqqylll/NYxtx6oZ+aT+tcy2jda9an2HklT8vqqrDIr99+93f+10n2+CZso3r1ElaXmr5L9tuefOXBeWFZ9PRb/5UUb6krq9CnXos5fwhbhtfppqi7dPUvlgnnxTKjh0pis7VfUgp38rfqm0RQ+r+Yr/TxPmXLwMpwVM6/N/L9hlvGHV3lLLvKmieojyKmiwbeXmmfEjZlnn1ltTdVzS/10+d0HQ5z8sbfUfftZ/7oDSk7EN1qU6t+u0YUsqR2O9ofcvWT3/vh/aRpreNLR+x/BTtF3nlK2pyX0rly5WmU+rP1HKl7d5EOfF5o/KXwrc5+07ovPXP4+eTsvIZQ539z9czdUJeuptqM0+r8RpGIz/armiH1U6vv8UTMlUA/uJQ8yjEaV0E20ot7ySt6g4af8Ko38y7mNZy7LJViZWdPPr1LKokvbIKTX+LadNv+zQplJ006Du+4UDroe/YdVbe67f8svXdMn7ZfvtouWUn6EV5ZA8YWmbe9tF3tWzNazVVoaO+fvLenkTZEz+VXV8e88qB+BOPsn2v6PfKpH7HzqeTMb9/lAWlOa8+Kwp5N1RYvl7Rsu10Vag6IcurWxT0mfLB5kUMWrey5do06/tlJ/tl26GK0p6XvpSQV9/68lcVqo5Rnsq9/X7Vts/b1lUXAz6vlUde0/lm2XnzjnNFQfMpXakXhgop+Z+Xh/otrb9C3kWNjkdl7Lx11lEh9WKuiF+fqjzIO27nlQnL1geKe4PUSXnL84ZZPlMoT/OWXRXKjldi51U6y8pN0bKGUZ5T2WWqDKRI/Y4/Btl18n8rWo4vl0XsfFp+2bmtDynl16dXoWz72KB5+lWnHoqh6veGkVd167DI5p2/XqhjkHXSd3XuU7UdY9B8VfWtlpe37ZQ2hbzypM/ylpuarhjy8l6/Gf9eN390/K5SVfcVhaJ1tvLqx6KgNPi8bUKd8mGD0pN3Xu3rtapQdm5eJa+slQWVjzzDPIbbeZs4/6pTZhT0e56/dtDv2GkfvH72h6K8t+qcT8eQR9uzqB5SOvK2dVF5jnyeFdWDRUH7hVenrlLIuwbz+1uZYZVznzd167WiNpZ+9FOGFLQtyth5tX5l277q3LqIb4tOCUpH2XHGnz+U5U/ePjqMfSmVL1d16s+qctXkdVPdtpLI7/8+vX79i8qVn6/p/S+vzMTtn1c2bCgqn021mTdzFlSgKGGDJBgYhbwT8bKKOa8iVyg6MPpKRxVBET9v1cHWn5CWXXT79SyqJL26+ePTlHewjPyylTdlB+m8g2zROvvKvWzZRSepeXmkee08gzT+Uj+OVj8HU7u/+7LsT46KTmj8fl2275X9XpHU79j5bFDDhr1wUZn2+5lv/NC6xjpA+1VePVFUR0je/DHob/a7So//fU2X8SeNSm/eCZw/WdZyi+oJm2ZfX+jkT9tVaVVcoV8+7fotnydaF20zny+at+pE1c6v5TbBlheloUzeBVzVsc6uZ9F+Nsx8s/PaoH0q7s8qN1q2lmXn8b+lNMXf0v8+P6ryT+tjf0Nxu/9GWrbf58vOEex8Nmjb2uOcft8vV+s4COWdXV7RNo58Hivk5UGkvLDz5uWD3b99sNtMafX1hkLZ78uw9+sqdv20fK2D/W3RdvbbVtNl7Lw2T1RutC7aP/Rb2qb+92RY5TmVXZ7yKEXKd7QOdr68tMaypO1RVH7sdlMo4uezQX8bpPz6ZassazmWtrM9Diju5+mH/12VUbtcrZfS59en7DxrGHmlee18Wv8qKvt2uYOU56J1Upr0t5hn+s28Y45Pu63ztb4+D8rSqt+yZUHBpiHStG84q6r7fR2Qyn8vBq2X1i+mTds+rzEvlok8vg5T0O/5sqoy6Y8DCmXni/pdv2xfl+bV2zYMKm97xjrL5ovSpO3s01u1Lyhf7Pxl+25dflvG7W3Trd/TfDHdyss84zjH9Puifstva/1WGZ+/SnMK/z27XVUGlS7No+Xl5Zn9blN1t5Zh51Xw20DxeFyN8+Tx21PrlLeN/DFAy7XrYZXlWawTIqXT18UKdl08raudtyyvLP+9MsMq5z5vbMir0/yyla4mKN12uXHZNi+1fZWGvHrVbkPPzme3vfZj/a5+Q+XJr28dNk2K+/pMac/bNtqGRWz5sOlWUN2odGu9Fc87Xg1jX0o1zHJl80XfU/r9dssrJ5rO44+jKetu80vr4/n1t+XYGmY++WVrPf3217R+J86j9aqzDwzSZj74WVAJGvMxX/kTA+2UZZWSKgY7v0LVgdnu9ApF7HypBwZb8ZZdaPj1LKokvbz8qaq0fCWfR+tmK/aqfI98Rat8yuPzvCrN+m2f7rw88r9fdLJXhLqyHZroBBV/kpBSZvLmiap+L0/qd+x8MajM5+13fv+0QSfXeXxdkXeiHPl5FZSXRfup0uPzuigdPr+r6mdfp+skN09emlPqwzp82lOWn3fxUcbOq3VqgvLMLld5WiSvXOmzIqpj7bx522fY+Wbni6GoXPm0xFCWJr9vluWfnTdlPe1xrSyf4zw2lO07KcfLOvwxu+h8QOtr54uhbPuprrDz5uVZ3f3b1xtlde8o9usq2m9UhxbVm5Yvj2XnOXa+GMrKjTes8pwqLkshtT5M+Y4tz0pzv3y5LDLM8muPvWXzpdTVdWkdVJ6qzrX9PlZWBoeVV36frSrLOkey89e9nrDqrpPfx2Moyjefv2Vl2qelqs7x+VCWbz7dqfLWV+tQdJzxadI6FfHLrqr/tH7aNvY7Revsy1TZsv1xLoZB+e1Zlm+iv9l6WqGsLvBla9BzicjXR8rzsn1Mf9O2zDvWDvsYbueLoWxb+/wtyzOf9rKybPnvxZByDiHKI61Dk3W3vw4sO1dWOdR+rHR4dX5T/DGgqDzn5Zl+vyzPfDkpS4vfF/V7Kfz3ivj0N1nO8/JGoShvVG70+3beQalM+GVWlWdfr+aVp8jOF0NV2apL+at6qmrb+3XVvlPElw+FlG0vfrs2tS+lGma5avq6Scuz81Qt1+dV3vx+/YvKxTDzydYB+k7Z+YGtw8uOidJUm/ngNUeJokTS4I+28xV/SoVv5y+7EIxSTlpUYdh5yjoQLF+hFlU8TZ04peSP/07egcBX7PpOqpQDjf17yjYSn6a8PNL623nqpFtsnUj9OFr95Lcta4p7Onmw5SFvHn/iUbbvVf1entTv2PlSlu8bgRSqTtjsCVPZ8n0dUdWoIj4fi5avk6o4j062qpYrNm+K6gufZoXUejSV30Ypy9f6+RPVvDoxsvPVrb+K6Pfscosugvw2tKHo2OKPcXnrNux8s/MoVOWbb6DS75QdO1OPK36+lItHn+c6zuWx8yjUvZAdtCz5urSorsnbDxWUx0V8nZDHL7dqm4nfzkVGsV83KeVcKLLzKRTVy3mGWZ5T2WWlluGU79htPkgjmC+XRYZVfn3dXpXfdr3rlIUm2PUp++1h5ZUvm1XXcXUag6rkrVPZuY/fxxWqyqmtRxWK2HorZb18XVeWb7Z8KaTy39P2LMsf/c3OX1Se/DZPLfN+exXlvc2XlPNZlWP7HYVB+G2jeFUaxOdL0XFX/LyaboLytKnl+vKTsiyfdwqp55hNnn/5/C2b1/Lfq/PdulLqbn+OOEhahnWd6PNM27/q2JJXTor4eiO1TPvvFRlmOc8rT1VtCr4dInV9i/h8SC1DPl+K0m3nUSgqy6Pi86+IzxeF1Lwe1r6Uqg3lSlKum5Q3dp6q8yN7DNM+lsevf9G6DDOf7Lls2fmbpNZF0lSb+f+Z/aGh+e53vxtiwPx20003hViaq6++OsSK3XjjjSFW7OOPPw6xrq997WshVu6GG24IsS6/nKbVzR/59NNPQ+yyt99+O8S6Zg+IIVbtrrvuCrGu//mf/wmxrmPHjoVY14MPPhhi5b7whS+EWDGt/2xlH6aybMuWLdmGDRuyM2fOhE8wH/zqV78KscFo29uye+TIkezQoUNhqr1Uhl955ZUwlc/XQbMnNp31LXPbbbeFWDcvUr366quVdemqVat69r285Z8/f76zrGj2BDOpjr7//vtDLMvef//9znKqzJ7IddLUFP2mXSeVq5Tla/2eeuqpMNX13nvvhdhoLF26NJu9kAlTWfanP/0pxHr98Y9/DLG5df5vfvObEOv1+uuvh1jW+Q39ljXqfFOZ2rx5c5jK5485L7/8cumx0//tzTffDLFePo8eeOCBECumvJi9eApTc4+9ebSOu3btClP51q1bF2Jdf/vb30KsP3fffXeIdf35z38OsV6vvfZaiPWWoYsXLxbWvb5OSPHWW29Vnu/47Zx3HjAf9+uUc6E8KmdVxxVrVOV5HK666qoQy7L9+/d3ysEoNVV+/fl7Vdnw5+ejlHKsz9NUXqls2nOU3bt3h9hcqqtOnz4dprLsvvvuC7FmaJ3K8sPX3zq2VtX5t9xyS4h1+Wst0XqpLo7+9V//NcSKKZ333HNPmCo+f2iKttHhw4dL80d/s8eXU6dOhVgve04jTz/9dIiVe+SRR3rqsbx1Vv7avEw5n1U5npqaClODe/fdd3vSoGNSVRpE+4LNP5X1UV8n2zzVNk857uYZxznmqM+/Umi9q859+5VSpvw5Ycr5Qh5tz1FdJ2o7Vh1b9Nv+2jqvbh22UZfzPXv2VLYp+HaIv//97yHWH3v9oPpX9XAKX68XXZ9Ydc+Hh+HKK68MsXpS2zdGuS+lGke5kpTrJuWNvQZV3hUdF5UnunaIqtapribzyZ7LVpW5O+64I8RGZ6idoE01KAOTKKVifOedd0Ks63vf+162du3ayqD52ialgvvggw9CrKvqJNHyy//www9DrOvzzz8Psa6mK9zf/va3Idalg5gusHQwqeoA44aRyeNPjp944okQa6/ly5cnnahaKSfTt956a4jV4zu2itiGMjl58mSIdY3yZpKmGwPU2GTZi4Qqvo777//+7xAbHdtIrBNiv23ENko9/PDDPRcDeY2A/qL8O9/5TohdNup88w3BKVLOAWwnchF73FQDReo+bG9O8MfePP2s46ANnFoX22hqL/4ilQddMEdqYKrqEPPH5G9+85shVq7OOUmUd8PXfN+v60htII9GVZ7HwXZqqRPh+uuvzy3Tw9JU+b3iiitCLE3RDRxt1lReyaOPPhpi5Tdm/OEPfwixbmNp0w1cddcpZd9LuaHXX4/5zpoi9phj6/hh6Of81zbyWfa8RdsxtaNNv2/rMS3fNwT7doHU89l+G77zDPOG5WFSXtpt5q8d6pgP55ij6GBO7eAfluPHj4dYt1M79brRG+V14he/+MUQK/fVr341xLr8vj8Koy7nPj9TnD17NsTq89cPqhNSjwO+XrdlsUjd8+E2SW3fGOW+lGrU5aouf2PYG2+8EWK99Lm9Aemxxx4LsWY0mU/2OrxKnbqtqTbzoXaCFqHBH+iPDtRq/K0Kw75YnI/8RXjT1Lhw4sSJnju+RZ2h9957b7ZkyZJs586dcy5oxd4wQv04WsPKb50c284cXXjv3bs3TC0sTTa+5Pmnf/qnEOv6xz/+EWJd8/lmEl9v1TlB9Rdo4+gY8I1jv3FPefkLUDUA2o4C/c035PiLA/+0oMz3fItSLpZ1zI90p3VeWc4Lw3qCsE6DaArb6JLXgWAbaWIjmO08sHckR7azQd/pp8OjiG/4ydPW8qmbFHSc2rZt25zyMqr6sG3luUkql/a8QOV548aNnQ4YnR+O+qmoPCnlV/uLbeAou+lZ62S3adNPheoYojpB+af8HWW5SMkr8U8n2frHGuYd/sOScjOP7wT326goPP/88+Eb7ZFSfv05TR1++b4h+LPPPguxLn88GAV/zKlz/PT7zLCvzS2fl/7aoY62HsObPv8apibqbruv6TjarzZeJ6Z2lg5TG8t5k3WerxPq3mxg97c2tb3qqWHtV5s2bZpTZod9XJ2vbS79lqsmrpt0Y5g9p37hhRdCrNfvfve7EGv+2jVVaj7Zm4xU5vLavyNbJquOYU21mY+lE5QnRIHRUSX55S9/OUxhmHQw0uuR9u3bN+cJHjV26TW5uvM/72moiPpxtIbZAb1jx44Q6/rhD39YehKA0dCFSrxhpCy06YJmvlKdaG8M8U922g7N+Fpb32joOz3tRUDeq3AXMh1n8spyXrB3k7aZ7+T2T6HYDoXYwWTvoM97Atl2NthOqYVKjSVqQLz55puzxx9/vHPs8uVlHPXhJJZnlT29Rt5SGdX5oepKNZyM47V3ddlX3elGAzUA+fMbrYffv/p9XaGnfVoN59dcc03nRkPln9LRxnKhY5TNB70S1+eVOgNsWpu+w79N/DYqCvapPXSN86YsoAnzoe7mOhHzjc4p1Omphy5Wr17d2a90ruHL7KiPq5O6LzV93WRvfNP3/E2R2r72pl77hpE2sm2qKnPf+ta35qyTprXetkzqjWCpBmkzZ0xQYB45evSoRguuFdQpN19fvTAI//TZsJ9Gs1Sh67UYqtTV2GXv7tFJ/Z133tmKO/7Rq+kOaDV82cZObfsXX3wxTGE+4WaS/tnGX39ib8dQiXcNar+xN5HY8T/FdqT6MdnQnzqvuBo1Xx78k522PPzf//t/O//7jlNdjEZqgLONa6mvappEuqheuXJlp7Fkkjoc2lyeZfv27Z381jh9/pVRKqtqwFJjVpvp1Wg27WoAUqN2vANejUNaD9sIpDGlmrhpRR3JanjydUGb+fE9/c09w3w6fRJwswow/83HujsV14kYF13X6CELdXqO8+aBprR5XxrWdZO/8e3AgQMh1uXPGZu6oXBY9MSoPW/TtY22q/JO1wj6X9P2WKCnQG1n8DAxJijQYn6sFT+u5aS56qqrQqzLP71Rxr9+wb+yw0/Xef94v9TYo8auTz75pNPYFekE5T//8z/DFDeMTLLvf//7PQ2FP//5z+c8AYDRWqg3k/j6dVT8eIv2RN4+kWc7o+w4nzpxjvuMf1pmFK/+Gle+9UP5kVd+q0Lbnzqy5UEXnfHcQP/bi9A41pz2VXvx9dprr4VY7yuZVTc3+WqtcRikfOrOXNtJpQvSPXv2dF7t78uI6s1Rm9TyLDo/1Pi1Fy5c6Lw9xNdlaszS05VtpbTlNbapvlaw+6X2M5WrJsbM1tOleoWwpfPrgwcPZufOnZtTFkZxjEihhh17LvjSSy+FWLdRTds7avsd/oPy2ygl2HOFhcSPvzufzkdSjPIG5baatG1aZD7V3Tx00LxJL+f2+D5KOn/QwxX+2ljnlToP8+VUN6ON0qTtS8O6bvJvzvKvLbbnjNq+TdxQOExqr8m72UV5p2sEm4eih0ZeeeWVMFWsqTZzxgQFWuxLX/pSiHX518ANqm0XHzqIW3/5y19CrJpt5BR/B9G1114bYl1//etfQ6xcEx3POpCrscs+zWKfXhnmK1lRbtj5rW1vXxunk1SeBm2W35f9vj6fbybxdfRHH30UYtX8KxXrjnXSFH9iH5/stE/k+c6or3zlKyHWFTtO7TFQyyx6WmYS8i2VPa5M6g0WRU922nME/6SQPZ/QxVZ8Atkee0d1x6nXhvKp/S/mo+iiWuOrqgNxnE+hLYTy7KkcHj58uNNgYhvS9HRlG98aojTF1/0rvWpoUwOG3XaiMqXGIe1/TXVM+xus1YCu82vdANH2Bmh7M6T2vbht59sd/nXdeuutIdY16fu13Yfrjknrx0/1dbGv7/3xYBR8Z0aTNywPk+9Q9uOr1rGQzjGbMoy62+5rg9QrbbxO9GXquuuuC7HRmfRy7uuE1LbByJ5D1x3/uSl6YtB2gOpcTOeTOq8cR0fZJD/AM+zrpieffDLEem/41bmi/d06r4wdlyeeeCLEuh3huhZQflm6ZlB5VQeyHhpKOQ401WbOmKBAi+ngZRuP88aRGcQoLz5S+IbvZ555JsTK6UTL3lGixlBfkfq81N0pVY1LOvh8+9vfDlODs69utHfJW9SPo9XUwbSMnn6wZU9Pg/79738PU/XUbVCZz1LrOtupoQtif9I/7JtJhsnXiW+99VaIVfvjH/8YYl3+wmSU7AD5OpHXtrUn9Pbv4jtO42tz7V2FZa/Hm5R8S6FXykQ6Dk5iA7M/fsebnuyrkv1NVL7jVHWnjvn2XOHrX/96iI1WG8qn3f/k6aefbkUnUtvKc91GsUHoRpCXX345THW18ZhvX9Oljj3tn2rA0DAQ9i54NcSpccgfkwfhX50Vn/6eD/xbEWI+2nGutU5N5lcb/PM//3OIdanRsElte8LIns+ocTq1k9CfF/mbCsR3hKR2SgzS4ecN84blYfKN1HlPqaSa7+eYvvNnFIZRd9uOJ50vVLXrFBnldWJqp5AvU0X7iu+obNKkX0upTrAd6bY9oYqedLP8zT6j4oeM0bnYOM3nNpcqw75u8tetvwlvLrI3yqm8+vnaRu3ysZ1b5zG6ttG1gK4J7DWCrhlUXvvtQB6kzZwxQYGWs3eF6GJK79EeVqOQP2EZNVWC9i4RVaBV4yLp4vIb3/hGmOoqqnv8K6bKlq0K3L9eooiWo+1SdfJtX23g74bB+A2zA/qnP/1piHX3Y504pbINYikNKnptmD9Rm49S6jqtq91H857s8h0oTd9MMkz+Ai3l5g3R+tnX62kZ42ws9p1NOqG3jWF+vDSxnZzazir39uYR36BsTUq+pfjqV78aYl2T+qS5LQ9q7FJ5sPWcvyjUfm8bkdXR4C8kx7Vt21g+qxqjR3U3dxvKsz1epDSKNTl+p9+eZ8+eDTF4KY2ObTrWa7+3dZKuCZQ+2zkwH+7wr8s/IfPss8+GWDPa9oSR7yTcu3dviJXzdZ19DXzk8zLlZmGdP8Unt5vgO0aavGF52Ox5hM4n/dNqqeb7OabSP05N1d1+/G8/jl6qUV4n6ub6qut4lSV7XFDairbZMB9omO/lPIW/aSX11ev+OFZ2TToqeTfOeE3eEJNnPre51NX0dZPyzrYPx33ohRde6Pwvaudqww2r8x1jggItpzsn7EFNFxC3335756LKn0TpIKMTev1NleSSJUtKD+a+8lZla+9sUjz1ZKAp/l31SpOeDFA67EFU675z5845HZV6rL5ojK9HHnmk52RODajqaLHrrOWqQWv16tWXlmu/k0cnhFqWDvr6rr2oUpq1fP2ObcC3J+7cMDL5tD/a/diWhSq+UfhnP/tZiM2l8ufHXJmvVNeV3VwQ91XroYceCrFeo7yZpGn2dcqiRpyytOtvWj9bL/pljJoufm09qrEtbGNY3muE7AWl1mXLli1hqrxBIJqEfEuhusXmrfJp1MftUfANDL486OLRs43Iaryxd0zn3TAxSuMun/7pAf9KTkt1bZNvxSjThvLsG8WKOjG0TXR+ahv7iug4pnPyqg4Rv6533HFHiLWHLTvqXNE6lZXdJtmyYRuJ8+j8wB5n2uDf//3fQ6x7HviLX/wiTHXXre13+PdDdbPtfNL1kj93a5J/QmfU9DpjW05VP1TVYfq7Pabp+3mvRfaNpCpDuhYuon2z6WsCnXsN84blYfI33Ommg6rjrsY/tm8oiCbpHNM/oTsMw6i7fX2pfUhlrYz2CR2L/bYa1XWilq22q6J6Sr9p60upM0500w80TFI5z+PrIZW9qjKkeexNmKoPx3VjgX0TgvaZsk5qHWeavCGmyHxucykziusmeyOc8k71la0Lx/UGozrsmwaUdu0vKTdPpGjsvGFmiJ577rkQA+aX6enpGe0eMaSw888eDMOnxY4ePdrzHU0XOXHixMzsyWPP/KlB61Jm9mQm93sx5K1LP/lTZ3337dvXM29qmJqaCksoVnfZml95EKfz0l2Vhz6sWLEifLOLurIdUreDLQ8p+3rk9wEbyvaHc+fOzdn/VeZUL8S/q5wuW7asZ54YytJYd138OlTVL5JaX/j5YtC662+nT5/uzBfXNy9Pymi/s/Mrv/bs2XMpHyMtX+upv2mZ+h39Xp5+6sK6lB6/bZUmpS/miSieVw58fZPHzp+yTfuh+tn+Tgxl6fPbOIatW7eGOYoNO9/svCl55stK2T4fpe6fBw8e7Fm2gvJbnysfLJV3fa481DpqvYvY5aWWi7p1Sh1+G8VQVB60rnnzKygPqvSzf/s6smg7j2K/LqPl2uXpt31alUblQd5+WFZ+7Xyp5cYaVnlO5behgtYjbhf9X5QvcV7PLlNp1Da121nr4ZepeB7NF+dRKJI6n+XXPW87axsor+18Pujv2v9jUFr8sbYf/jiiaV8mlGZbD8VQVh8NK688pdV+xwatS5P6WSc7f1l+Ral5oLLu9xct3+8HomktR+mP29HPY/n6QmUvljXlt34jL122jKSsq6TmqepxO5+Czif9cUfp8mVawc9n+TxX0DLs/qXv2/XzeT8o/ZZdnoLyXXlt98e8ek2h6hzOr2Pe9uuXzRcFpS2vPlYabbo9recwj+F2XuVhijpl2tfhSnfcdnG7eYNsl1HV3Qr6zO4P2gZaP7sN8tLu80Tz63t2WaJ06/v6W9V1os8zG/L227w0+Hyy9Dc7v9Ji6w/F89Lm862Ilj+scu7zJm+b5LHfSd03ymgb2mUqaP+320b54OtVBeWFzQfPzttEWj3luf0N5bdPj6bzjjMKRVLLR5Fh7EuphlWulI92HqXVL1vro+/qb3ZehZR06Pv2uzauPEyRuv6p83n2O0Vluqi8xaB10b4Ug/Y3W28VaarNfPCzoBJFiaTBH23XT8Vv5y87WYvqVjyqFPMO0lWhqkJRhZ5XUceQty795E/d9dXf/YlUUVD6dfBMpYNr2Tor6LfjgVp5ED/PS7fm8wf7oqBtqG1p2TqR+nG0+slvWx5S9nXLfteGqv1B5Tvve3lBZVEnE3G6LI1118Xvx0UnP1ZqfWHnU1qqTqBs0Dr7/crTflq13xeFovXspy7sR79pT8kXsd9J2ab90LHI/k4MZY1hRWUg5URZhplvdv6UPPNlpWqflzr7Z539xYcidp7UclG3TqnD1ms2lJWHovOIlP2in/3b15Fl23nY+3WVvPy0F6b2c6XT5mXZetnv9VufDKM811HnfFtptfmVt87a1vY7KaGoXKeWy2GWX5W/1HN0G5RPg5TdomuWWGZ9mrSv2HmKDHtftwY9rqXqZ53s/GX5FdXJA99YWydU5W1VPZq3T2r94t9T1lXq5Gm/dVhKA3CdZStvfP3ThH63p9Jepd99K0VVu0de0Px52nSOKXXKdMp1pTfIdhlW3S123tSgbef1uz0ViraRz7N+9t0qVecreflXpy4bVjnvtzzZ76TuG2WUxn7KUMr2sfM3kdY8eWnXZ9ru/m9+ukid8pFnGPtSqmGWq2FdN1lFdURZe4mVuv7DzCfpp99C+VW2TzXVZs6YoECO6667LsR6xwYqM3tQCbG0sQ70qPhs5diJ6/+qQer1/m+9xmC2Yui88nW2ou15tYgorfp8tvLMZk9uO6+oqXoHv16t88knn3SWaddBy56tvOa8nlb6yR+7flr2tddeG6by6ZW2p06dymYvsjrrY9Mm+l2lT39X+vXa4FR63Zoezy9aZy1Tvx1fbWFfs5e3nTSfBnc+ePBgblo1rc9nDy6dbci73NtpFK9w37Vr15z9NoXKt8prFc2jgcf9KzvmI+VVXv3jqc7TOlftV9pPVVdoH6/rxhtvDLHxUNpVZ2ldU8Wy0Jb6puhY9LWvfS3E5sp77Yv2n9SxZSYh31Jpf9ExqG794o9XbVZUVsrKQ97+rs/asH3HXT63b9/eOTexdN6o13zZV33pfOutt97Kli9fHj4ZvnGX51//+teV20Vp07m20lpF2zrleCZartY9tZ4bh29961udslKXytUgr0bT+bjKoi8XsczaNGlf+eUvfxmm2iPvuKZ9rM3buwm69tI1bN19VNu66prx5ZdfDrH2UL2g+iG1DlMZ0HViyqvatWyV7yqqw3Teq/qnaUqn0pvaDlCnvhwm1SF1jrtav6LyNZ/PMf1wS8M2zLpb+ZmyP4h+X8fivH1Cnw37OlHDtqTsN/q78itl39UrTlPrmX7M53KeQmmsU4ZEeaE8Sdk+w6a0+31ZadN+pf8jpVnzjsIo9qVxGMV1U9HQThrWbb7Qa/qrXnueR3mp14VXvZJ6YKEzdCiKemd50gkA8lE/jlY/dxTNnvxcumNp9oQ5fJpOdzjNnhxdWsbsSWn4SzXdpaXft99XXJ/NnjiEuXrv7po9AQ2fzmXXRfEq+o3ZC61L30l5csHeLa60FrHz2XzVb+ats9Yr5ffzaBvoN5T3dn3isvW5flN3Stt89VLXrUnatjHtNt1aD31WleY8Nm+1TsOiOwZtmlPK/uyFXc93tIx+NJ1vdfNMZdX+Zspv1d0/RXc0Kz3aP3zeKWhdFZSPVftPP+VCvxu/00/9WMVvv6ry4Otb5X1qvdHP/q3fs7+VWqaGsV+nyjuu6He1Le12t+VR61mkn3JTpMny3I/428qP+JtKh37PPuGg6fh3basi2ob6u9Jsl2m3c9mTE5JaLlPns1LKr8ppnEdB5cKnWdMqVwpaJ1smFMryKIWWH/PRLlfbRumL6db6xHzWdiwyrLwq4svyMOrKftbJpislTTZ/9X9ZvWBpX1W58dtPQWnQ5/p9rUPV/hDpt309pnhe+RRbnymeQmUufkfpTBHLqsqf3w+0DP12v3VXXt0d11l/s+I82k5N03bSb/pyrd+Mx5HU7Sj9lqu6Yjn020Xlr+52UX6rzPoyrfTrM5WBOnWETZPyL4XyOn4ntU7Jq0c1nbfuTWyXputuS9/RMnw51HTdchiXpXTGdMSgbaPPVUaqtqvKhf1u3C9jPti0xrKSur0tLc+vu5an9c7bTvqNOJ/WJ1WT5dxuY/2fl8488TsK/dadRZR2nc/lbXd9pnVPTaf0sx/3S8vX9rbp1u/740FMk+Yr0m/5yNPUvpRqFOVK+emPHfp+rGcizRP/XqfcKE/i9xRS60BJXf9h5ZM+i39XUJ2Ut12VhwrKr37Wd5A280X6Z/aHhkJP1fA0KACUo65sB7YDAABAvjNnzvQ8wbJ+/frOG06q6MnP66+/Prt48WJnes0In0hoo23btnWe3olOnz7d89YZAMD8d+zYsWz16tVhKus8Baq3nQHAJNLTrzqnFV0vvPvuu0lPhOstMfZp2rxuyqbaaof6Otwio3jlIADMR9SPo2Xzmw5QAACAfJ9++mmIdaWeN6kBxHaeLmTqEN69e3eY6nYI0wEKAACA+Sx2gMqjjz6a/ErslOEErUHazBkTFACAWXRAAwAApPn8889DrJzG97FjU91///0htvAcOHDg0hOx8vDDD4cYAAAAMP999tlnIVZONwfaMUT1lplhGmonKA3KAFCNG0YAAADQZtdee22IdX3729/uvA5XDRh59PnOnTuzO++8M3ySZYsXL84eeOCBMLXwPPPMMyHWfVXYhg0bwhQAAAAwP9m3vmjYB10DaCiNIrqGuP3223ueIC1qG2+qzZwxQQFgzKgr24HtAAAAUMyPZxmtWLGi57VXp06d6mnUiA4ePJitW7cuTC0sauzZuHFjmMqy6enpbPPmzWEKADBJGBMUwEJy6NCh7N577w1Tl6lzVOOFRrpJ0r4hJtq6dWu2ffv2MNWrqbZaxgQFgBahfhwtm990gAIAABRT44Q67/REp6XGjCNHjlwKvgNUY1+eOHFiwXaAyksvvRRiXQv5iVgAAABMDp3j62ZH+0So6JrAXiP4DlDNr+8VdYB6g7SZMyYoAACz6IAGAAAop6cXP/nkk2zfvn2dsXv0FKinTlJ1fKrDVJ2fhw8fzm666abw14XpvffeC7HuU6BLly4NUwCASXPFFVdcumFI/2saACaZOkL1Nhh1ak5NTXWuBfLocz35qfk0/6hukhzL63CLPgeAhY76cbRsfpP3AAAAAAAAANAug7TbjuV1uDQyA8BlqsQj6sfRIr8BAAAAAAAAoF2aajNnTFAAaBHqx9GiAxoAAAAAAAAA2muQNnPGBAUAYBYd0AAAAAAAAAAwOYbaCUqDMgBU44YRAAAAAAAAAAC6mmozZ0xQABgzXsk6PuQ3AAAAAAAAALRLU23mjAkKAC1C/ThadEADAAAAAAAAQHsN0mbOmKAAAMyiAxoAAAAAAAAAJgdjggLAmHHDCAAAAAAAAAAAXU21mTMmKACMGa9kHR/yGwAAAAAAAADapak2c8YEBYAWoX4cLTqgAQAAAAAAAKC9BmkzZ0xQAABm0QENAAAAAAAAAJODMUEBYMy4YQQAAAAAAAAAgK6m2swZExQAxoxXso4P+Q0AAAAAAAAA7dJUmzljggJAi1A/jhYd0AAAAAAAAADQXoO0mTMmKAAAs+iABgAAAAAAAIDJwZigADBm3DACAAAAAAAAAEBXU23mjAkKAGPGK1nHh/wGAAAAAAAAgHZpqs2cMUEBoEWoH0eLDmgAAAAAAAAAaK9B2swZExQAgFl0QAMAAAAAAADA5GBMUAAYM24YAQAAAAAAAACgq6k2c8YEBYAx45Ws40N+AwAAAAAAAEC7NNVmzpigANAi1I+jRQc0AAAAAAAAALTXIG3mjAkKAMAsOqABAAAAAAAAYHIwJigAjBk3jAAAAAAAAAAA0NVUmzljggLAmPFK1vEhvwEAAJDizJkz2ZIlS7JFixZ1/j958mT4SzOOHTuWbdq0KVu+fHnnNxRWrlyZ7dy5M8wxmRbqevdr//79l/JJebaQLOR1BwBgIWqqzZwxQQGgRagfR4sOaAAAAKT49NNPs4sXL3bi+v8f//hHJ94Ede6sXr062717d3b69OnwaZa9//772ZYtWzodhZNooa73IM6ePRtiWU+eLQQLed0BAFjoBmkzZ0xQAABm0QENAACAUdMTpRs3bgxTC8dCXe8i27Ztu/SU49q1a8OnwGDOnz/fKU+xbPGENQBgIWJMUAAYM24YAQAAABamvXv3hljX9PR0du7cuWxmZiY7ceJEZ/raa68Nf50cC3W98+hVyzt27AhTWXbkyBGegkUj3njjjU55ivSENQAA80VTbeaMCQoAY8YrWceH/AYAAMA46ZWw0Zo1a7LNmzdnV199dWf6pptu6kwvXbq0Mz1JFup6AwAAIE1TbeaMCQoALUL9OFp0QAMAgLbQawuXLFly6bWFhw4dCn/BpNITgHGcUbnrrrtCbLIt1PUuos7eqampMNXtFF61alWYAvp39913ZytWrAhT3SeuAQCYjwZpM2dMUAAAZtEBDQAAxunjjz/u6Rj68MMPQwyT6tNPPw2xrjvuuCPEJttCXe8yu3bt6rwKWOHw4cPhU2Awerr6+PHjl8qWnrAGAGChYUxQABgzbhgBAAAAAAAAAKCrqTZzxgQFgDHjlazjQ34DAAAAAAAAQLs01WbOmKAA0CLUj6NFBzQAAAAAAAAAtNcgbeaMCQoAwCw6oAEA3qFDh7Jt27Zla9euzRYtWnQpLFmypPPZ3r17s/Pnz4e5i508ebLzHX13+fLl4dOu/fv3Zxs2bLj0d4WVK1dmO3fuTFp2KpsG/a/pKvY7CmXf0XrlLfvYsWPZpk2bLv1dQXF9dubMmU5IUbZ8n39l20af6W/K4zi/vqv0aFn90Db06xjTofJTto76bpx/9erV4dOuLVu29CxPQWntl92eSqvVdDmM+eyXqXidfcdTXipNfp/U+ui3tB79GNV+KCor8Tf8Ntd0/FsMVftI3Md8nti8Tt3PbHnUMiPVhXafUVzLraOp9VY5jmXAbi8FfVa1z1k2Tbbs6Pv6m92ntc5ly45lKM6vUKdM2rTYvK/LprnOcrReNj+1zfth18MuQ/uRtpstRwraZql5VJd+U8tWmvzv1q0zhll/DrtutmWibH3jfPotf5xVHtrlKK7PUve1SPPnnVeVBaWn6XoYALDAzAzRc889F2K9ij4HgIWO+nG0bH6T9wCAaN++fTPLli2b0eVSVVi8eHFn/jJHjx7t+Y6cOHGi8je0bM3XBJ8GTVep8x0/37lz52bWrFnT83lRqMo/sfOnLt/n38GDBzuf5c0bw9atW8Pc1VK2YQxFy52ens6dvyz0y29PGUY51PasymcFzZOy7SPlYd5yfND6pKZX861YsSJ3OTHEdNbZH8qk7hcxFP2O0l5nWSll25ZHLVuK8j3+PdWg663pptfXLk/rLinlzJbblDKk31GdVcamRfEivs7wfFpOnz4d/lLOL7fOPm/l5emePXsq6wSlu+o3q9Y9Ul5r3pR6SCGlzvD7v+g7TdSfw1y22O/EbZLHzqc0pR7HU+txv/3qBF8fAAAWnkHabYvPGhpAgzIAVKOubAe2AwBA1Fib1wBXFcoa6HwDpxoM7XRZUCNnaiN2GZ+GlAbFOt+x86U0ePugDsoydt46y9d8ashN7UBT0PKr5G1D/ZYajBXyGq+npqbCty+rUxYU9Bv9GkU51Dr67yovYr7kbbeqBnRtv7xOJn0Wl+v/pt+p6hzQ3/PSUxT876TsQ3nqdgTkrYfyrE7aY1CelXXG2bRpfcv2G/29jkHWW/G8eapCWYeP2G2qdc0rZ0VB27/Odli/fn341Xw2LWV56/PR8/t1Sn0mts5SvF92PZTWvDqhKCgvU8unQhHltZ0vJVT99jDrz2HXzXb+sn3Czlf3OF51DM+rS2IdXrXfVW0bAMDkaqqtdiydoDQ0A8Bltk6kfhwt8hsA4NlGVjUEqyHQd0Kosc829CqUNVr7Bk4b1Fhrl69l+w60vM6zunwaNF2lznfsfDaocdM2jmpdfd4pVDW6+/lj0LJiutRImtcp4fNT2zg2Gut/32Cu75fROtjfUFy/62nZfl3LOiR8fpc1VvfDL9+GJsqhb7jXts8rM/rML9vvY5bvRFFa8xr9faO9fqOs4dw3vOeV1bIOnLx1q8tvk5Rl+vKnoHKmtNv11bLy0q/OiCK2/vO/oe9pmfodxcuWU6Xuetv5la6YFitve2nesjKQVxcpqOzYfVrr7MuLL8N2H9Jv2ryMoayc27QoXsQv19Nv222ndFdRuuwyUztO89j1sOlQ3Na9Smdefa18LFK17pHPS/2OrTPib/ttqOUX8WXWhkHrz2EuW+y8Zeto57Mhr260eaygNBXx66fl+Tpc01rXOI/KRdn+AgBYGJpqMx9qJ2gRGp0B4LKmKnTUR94DADw1/qoxzzaAF/GNgHkdM1LUwFn0G1qObxgelE+DpqvU+Y6dL4ayhlnfoaDQ1PJ9umMoa1T129I2+Hp23pSGWruumr+IT3dZY3U/ivKliXKY1/Giz4r4ZRd1fPg0VzX2a7vZ+Ys6c7TOdr6y9Gr7+nxQKCuvqfz6pSzTl9WqPMlLf1GZ9Z1MCvpuVRmvq+56x3VQ+srKlfh1KKvLfV4qFJUFX8ZtKPoNn5ayjmObFsWL+GXmUZmw81RtP6XLzl90LEuRl6f6rM7+VfT7Kesuqk/0m1Xlym/TOh15MTRRfw5z2WLnUx4WsfPFUOc4XpTftjwq3WX7sO3gLTouAAAWjqbabf/P7IFlaH71q1+FGACgyHe/+90QAwAA4/bYY49lp06dyjZs2BA+KfbEE0+EWNenn34aYtX27dtX+BtLly7NpqamwlTXsWPHQmx+UPp37doVpub68Y9/HGKXvfPOOyFWbXp6unD5q1atylasWBGmuhYvXpy99dZb2U033RQ+6aXlWR9++GGI9Tp58mR25MiRMJVlP/vZzwqXGf3yl78MsSy7ePFidujQoTA1fk2VwwMHDnTWLXrhhReyq6++OkzNpWU/9dRTYSrLXn311ez8+fNh6jLbprBs2bLsJz/5SZjKt27dumzNmjVhqpuOPL/73e9CrKssvdq+n3zyyZwyNQ7Kf1v+tK5l+5ko/TavZe/evSFW7fe//31lGR82/f6FCxeyzZs3l5YreeSRR0Ks6+zZsyFWTfl5/Pjx3N/QZ35/kLJ9SOlV3RN98MEHITZcDz30UIh1/eY3vwmxfNr/ovXr13f2z6Yozw4fPly6f/nyqfpkEPv37+/8po4FZfw2PX36dIilGeZxvA3nCPqNOsfxomP4n/70pxDrLrNsH3700UdDrLdcAgAWpqbazIfaCVqEBn8AuMw27lA/jhb5DQAYxBe+8IUQq2fPnj2FjZvR1772tRDr+vvf/x5i7adG9KqOGXVWeX/7299CrJyWr86FMg8++GCIdb388sulHTn+b2+++WaI9fKdCQ888ECIFVNDvO0Iefvtt0NsvJosh7azUZ2FKZ1mtrNS3n333RDrUqeo75wpazyP7r///hDLsvfffz+3c9UuNyW9+t28jvtR++Mf/xhiXU8//XSIlVPHoC2DtlOijG4OqOpIapuUMpJHneyvvPJKmMrn94etW7dW7kO33XZbiGU9HdjDpG2m9Yl2794dYnPppgzb+XffffeF2OCUhqpjgfh6tKj+HYYrr7wyxOoZ5nG8DecI/RzHi47htnxV5fcdd9wRYgAANNdmPpZOUJ4QBYB81I+jRQc0AGAcbrjhhhBLV+dppnG75ZZbQqyeM2fOhFi5fpaf0mGd8qSffZJLnXipHS62I2RUT4NVabIcqrMx8h3QRXzHo3/69uOPPw6xLt/oX8Svl1+Of2IqNb393vTQJNt5qU7N1A5KlVNbBtUpkdc57FXdbDBJli9fXrsDNaUD7dZbbw2x0bJP1JU9gf6HP/whxLplqqrzrQ7laQo92Wg7bUfVWTyIYR7H23CO0M9xtugYbm/AqFLnjRAAgIVlkDbzoXaC0qAMAJgv6IAGAOTR60/16sht27Zla9eu7Qnf+973wlzNm29PX/VDnYj+acBxSukAsY3z77333pwyURQ073yUUg59p+Lzzz+fmwd5oYxvDNf+lrcMH6r2y88//zzEuubTk0e2s9l2aqa46667QqzLdw7PJ+ps0StPd+7cmVsG2qTfJw0H5Z+utJ2dlvIxarIDtK7UDtN+qI5SWdm0adOcsqL6aliGeRxvyzlCyjH8nnvuCbHu8aHsBgy7Pdp0fgAAmN8YExQAxowbRgAAaB81mKpR9uabb84ef/zxbMeOHZ0OMBtshwQWHj1d5ctEUbDjZU46PWWYlwd5oQ7tb3nL8KFqvywa7xXtp6cZV65c2XlqcOPGjdmWLVtyywC6T1fqlaaRXonrO5+Un7Zu0pjYk0Lrqk7PJUuWZKtXr+6UFeWBLyt1xwFFfba9Q/n9rW99a85To5pWJ7zdHg8//HCIAQAWqqbazBkTFADGjFeyjg/5DQDw1HCqRnY1mNI4imGwY1aiS69LHMYTmeos+/KXvxymMJ+pQ+vee+/l5pMa/Pieb7zxRoh12adDta+kjOU7H+gNDtdff32n03Mh3YDSVnpq1XbIq/NZ5U3nWnoaN97YYMdq1lOg43wyGQDQDk21mTMmKAC0CPXjaNEBDQDw9ISCbWRXw9yePXuyEydOZDMzMz3h6NGjYS4sRGqk9WUiJUzS01Z5pqenc9e7LFy4cKHy9Y7a3/K+WxZOnTo15zXH43o9adtcccUVIdZ+ejJfHVqROs23bt1aWCbQpU4kOx7jSy+9FGLdG35sntoxROczrdedd97Z0/mpunrfvn2dG5t8WVF9heHSE8e2gzOKT/f7Gxu0b7/yyithCgCArkHazBkTFACAWXRAAwD09Iga5CI1nL777rudTqtJeUIGg1mxYkWIdRvbkc150vKzzz4LscHceOONIdblx/Ls1w033BBiXX7s0TazHVp1x5l98803Q6xrPtVpP//5z0OsmwfqNNm+fXtrxkVss6mpqRDrPoEXX0Pqnwr1Y4iOmi3PuvmoXwcOHOjpAFWH2uHDhzsdwnpFMEbviSeeCLHuzSy6scyP96ljq7aVbjjTvp0yRjcAAKkYExQAxowbRgAAaAfbASpPP/30xDbEffTRRyGGOvTavkgdMU12hM6nJ/Ms7SO20+JPf/pTiA3mS1/6Uoh1vf322yE2mGuvvTbEuv7617+GWLmmOmEHcc8994RYd0xa3biRQuXU1m+2M7/tjh071tOp9dRTT9GZVcM3v/nNEOtSJ6H87ne/6/wv6pAaRp6m1o8qx3YbD1I+X3/99RDrUocaxkf7bxxaQNtVNy7oxjJ1TNsnco8fP97ZVtxwBgCwmmozZ0xQABgzXsk6PuQ3AKBM1ViCbegUSeU7ft56660Qy6fG6+9973thCtFXv/rVEOt68cUXQ2xw87nx13bOqXNYDd+DUqeM7VzVqzub6HT2y9VrGuPTcUXUSfPtb387TI2PXvNp7d27N8TK+XL6ne98J8TmH/+EsNfkjQmTQPWK7VR8/vnnO3lkX0/68MMPh1izVBdoLNcqvhz7sUz7ldKZ2tST6wAAoHlNtZkzJigAtAj142jRAQ0AsPxYgf51gVZbOkVS5XX8FD1Fps+vv/76OeN0Ye4Ye1u2bMn2798fppr12muvhVj7+XFOv/GNbxSWrzqefPLJEOs++bh27dpGOrn8+IdlHTXq0PVjDI6LXllqy586hqvKn/6uchrp++N+9Wkd/gnpP/zhDyE2l8qGygh6/fu//3uIZZ2n8n7xi1+EqW55uPvuu8NU81RGVW8W7bcqn36810HSc9VVV4VYtxO27AYH/faOHTvCFIbB7r+xU7zqphMAAPIM0mbOmKAAAMyiAxoA4Bte1Vjnn2hTQ+7OnTtb0ylSh+/40TqoETg2TqvTSut88803z7t1G6WXX345xLo2btzYybdDhw7NaehXnurzbdu2dV6lu3z58vCXfPbJJTUY6wkpu31U9tpIT5tpPLdI5UflS+ud91SoPlPZU74pT/R/HnWu+jy5/fbbO/niO1mVT1qu/qZOlyVLlnR+I88jjzzS05moV8Wq80zbKor7w+rVqy/tD/Y746BXD//sZz8LU10qf1pfm3ZRXij9+rul8jufXvOtsuWfCM57AlbbWmWDmzfm8sc22/GnsjPs8qCbbrRt7PFGHWGqz3z5VPkeJD3+KdL169fP6XTTdN6+geZp/7Xj0mr/1f68aNGiS0HHANW/Mei44eszAAAGwZigADBm3DACAEA76GlJ35GjDhDbQHfNNdd0nqrS39QhYhvn204dPza9Wgc1Amud1BCpzk/7RM6+fftCDNa6det6GnVF+XbvvfdeyssYlKf6XJ0O6pyJY6MV8a8pffzxx3u2j32ir22+//3v93RYqnxpvbUP2TxR0Gcqe8o35UnZk0EvvPBCT+ej5le+KD/sMpVPWq7+pk4X/f7Zs2fDt3qpk2XXrl1hqksdodpWcXl5+8Ntt90WpsZHHcO+/Gl9bdoVlBc2/aJ1UPmdb5599tkQ69I2Vid3rJcVV3myYw/iMpV3X2air3/96yHWPG2HuC20bezxRsciX58pjf6p8rrUqetvnNBv6SYUlRX9r+m4b1BWhk91rTqji6hsqP6NQccN1Wc69/I3uwAAFpam2swZExQAxoxXso4P+Q0A8LZv3z6nsdg20EVqRNW4mlVP9rWJGsJ/+9vf9nSE5tHfjx492mlMRj416h48eLD2k4FVDe7+ycf5ROXr+PHj2fT0dPgk3a233hpic+lJok8++aS0Eb1I2fiRKt/qFKzahtofTpw40ar9QeVvz549yeVvvu/T6rj1N2WokzvWy4qL8kPzPfjgg51pXJbX2alyMcxOcdUJhw8f7rm5qIjm8Tcm9Eu/6etRdYaqrNgnhdesWdOZF8OlJ37tGLSpdO6lNwrQEQoAC1dTbeaMCQoALUL9OFp0QAMA8qghVh0G6gy1HYZqYFdHjBrZT5061emc0dOjkR+7LtLnsbNC/xfN59kOjrLOnDqU5nfffbfTgaIGYEvTcd1WrVp16bOoLN02n6677roQK6ex2+z4bWUdYXWXb/NL+XjttdeGqWJ2W9p4EXUeqHNOeaZykdd5qfxTUMegOk3VSVhF8xRtHy2jX6Mqh5s3b+40Xsd1sNtOtDx9rjxTvqiDUTcflFFnil6lqXnVWaLv23SJfkefa7/VbysNVR086hRUp4iWabeflu33dUnZ3+vod5uIOsxV/rSuSqvPZ62P8kJlxu7TZey+5ZfXpH7WW9tK29RvK9F2Vz4oPzSfXQ8/1rNVd59XPRLTLSn7Q2qepqal322kfcHnm8rNsGnf1f4dj6k2/2IZ1XatqgMkdd3jDRmxbra/qe/pN5UedYBq3rgsO5/X775ql1lUXoa5bLF5ZfPQS53PqjqG67W29olfbXNt75mZmZ6g7aGgbab9OdINDv4V4ACAhWmQNvNFswebmRAfGSWYxmYA6LJ1IvXjaJH3AAAAABYCjbVoxwNVZ1RK528deuVsfGuCOrN40nJh09syVM5Enay6CUsdz1VsOZIxNF0DAFqgqXZbxgQFgDGj4w0AAAAAMCznz5/vGSNWHZRNd4ACXuwAlUcffTSpA1TK3gwBAFg4mmozZ0xQABgze8MI9eNokd8AAAAAJt2BAwcujZ0qDz/8cIgBo/HZZ5+FWDl12NsxREfx2mYAQDs11WbOmKAA0CLUj6NFBzQAAACASffMM8+EWPe1pBo7FRg2O86oXsW8c+fO7MyZM+GTuTT28+23397zBCnX6QAAGaTNfKidoByoAADzBR3QAAAAACaNOpb8a0mBUXj22WdDrGvLli2djlGNFapxP2NYuXJltmjRomzjxo09ZXXr1q3ZqlWrwhQAAP1hTFAAGDNuGAEAAAAADMNLL70UYl0PPPBAiAHDtW7duuzgwYM9T4SKOjqPHDlyKbz//vvhL12aX9/bvn17+AQAsBA11WbOmKAAMGa8knV8yG8AAAAAk+y9994LsSybnp7Oli5dGqaaZ5c9zN/B/KGO0FOnTnU6NaemprI1a9aEv/TS53ryU/Npfn0PALCwNdVmzpigANAi1I+jRQc0AAAAgEl24cKFbGZmphM2b94cPh2OXbt2XfotxYFInZoqE4cPH75URmzQ53ryk85PAECeQdrMGRMUAIBZdEADAAAAAAAAwORgTFAAGDNuGAEAAAAAAAAAoKupNnPGBAWAMeOVrONDfgMAAAAAAABAuzTVZs6YoADQItSPo0UHNAAAAAAAAAC01yBt5owJCgDALDqgAQAAAAAAAGByMCYoAIwZN4wAAAAAAAAAANDVVJs5Y4ICwJjxStbxIb8BAAAAAAAAoF2aajNnTFAAaBHqx9GiAxoAAAAAAAAA2muQNnPGBAUAYBYd0AAAAAAAAAAwORgTFADGjBtGAAAAAAAAAADoaqrNnDFBAWDMeCXr+JDfAAAAAAAAANAuTbWZMyYoALQI9eNo0QENAAAAAAAAAO01SJs5Y4ICADCLDmgAAAAAAAAAmByMCQoAY8YNIwAAAAAAAAAAdDXVZs6YoAAwZrySdXzIbwAAAAAAAABol6bazBkTFABahPpxtOiABgAAAAAAAID2GqTNnDFBAQCYRQc0AAAAAAAAAEwOxgQFgDHjhhEAAAAAAAAAALqaajNnTFAAGDNeyTo+5DcAAAAAAAAAtEtTbeaMCQoALUL9OFp0QAMAAAAAAABAew3SZs6YoAAAzKIDGgAAAAAAAAAmB2OCAsCYccMIAAAAAAAAAABdTbWZMyYoAIwZr2QdH/IbAAAAAAAAANqlqTZzxgQFgBahfhwtOqABAAAAAAAAoL0GaTNnTFAAAGbRAQ0AAAAAAAAAk4MxQQFgzLhhBAAAAAAAAACArqbazBkTFADGjFeyjg/5DQAAAAAAAADt0lSbOWOCAkCLUD+OFh3QAAAAAAAAANBeg7SZMyYoAACz6IAGAAAAAAAAgMnBmKAAMGbcMAIAAAAAAAAAQFdTbeaMCQoAY8YrWceH/AYAAAAAAACAdmmqzZwxQQGgRagfR4sOaAAAAAAAAABor0HazBkTFACAWXRAAwAAAAAAAMDkYExQABgzbhgBAAAAAAAAAKCrqTZzxgQFgDHjlazjQ34DAAAAAAAAQLs01WbOmKAA0CLUj6NFBzQAAAAAAAAAtNcgbeaMCQoAwCw6oAEAAAAAAABgcjAmKACMGTeMAAAAAAAAAADQ1VSbOWOCAsCY8UrW8SG/AQAAAAAAAKBdmmozZ0xQAGgR6sfRogMaAAAAAAAAANprkDZzxgQFAGAWHdAAAAAAAAAAMDkYExQAxowbRgAAAAAAAAAA6GqqzZwxQQFgzHgl6/iQ3wAAAAAAAADQLk21mTMmKAC0CPXjaNEBDQAAAAAAAADtNUibOWOCAgAwiw5oAAAAAAAAAJgcjAkKAGPGDSMAAAAAAAAAAHQ11WbOmKAAMGa8knV8yG8AAAAAAAAAaJem2swZExQAWoT6cbTogAYAAAAAAACA9hqkzZwxQQEAmEUHNAAAAAAAAABMDsYEBYAx44YRAAAAAAAAAAC6mmozZ0xQABgzXsk6PuQ3AAAAAAAAALRLU23mjAkKAC1C/ThadEADAAAAAAAAQHsN0mbOmKAAAMyiAxoAAAAAAAAAJgdjggLAmHHDCAAAAAAAAAAAXU21mTMmKACMGa9kHR/yGwAAAAAAAADapak2c8YEBYAWoX4cLTqgAQAAAAAAAKC9BmkzZ0xQAABm0QENAAAAAAAAAJODMUEBYMy4YQQAAAAAAAAAgK6m2swZExQAxoxXso4P+Q0AAAAAAAAA7dJUmzljggJAi1A/jhYd0AAAAAAAAADQXoO0mS+amRXiIxMTrAZn3wDNNNMR00wvtGmJnzWxPKbTphWXppYnTDPNNNMR00wzXT4tTS+TaaYjpplmmumIaaaZZjpimmmm59e06LMYr2uonaCDJAwAAAAAAAAAAADAwjVIX+NYXocLAAAAAAAAAAAAAGUGediSTlAAAAAAAAAAAAAArWNfkVvXUDtBeRUuAAAAAAAAAAAAgFEb+pigkTpEmWY6YpppppmOmGaaaaYjpplmeuFOS9PLZJppppmOmGaaaaYjpplmmumI6fk33Y+hdoICAAAAAAAAAAAAwKgxJigAAAAAAAAAAACAiUInKAAAAAAAAAAAAICJQicoAAAAAAAAAAAAgIlCJygAAAAAAAAAAACAiUInKAAAAAAAAAAAAICJQicoAAAAAAAAAAAAgIlCJygAAAAAAAAAAACAiUInKAAAAAAAAAAAAICJQicoAAAAAAAAAAAAgIlCJygAAAAAAAAAAACAiUInKAAAAAAAAAAAAICJQicoAAAAAAAAAAAAgIlCJygAAAAAAAAAAACAiUInKAAAAAAAAAAAAICJQicoAAAAAAAAAAAAgAmSZf8/P+mswMuYb9AAAAAASUVORK5CYII="></p>
DATA_SOURCE
<p>Survey data are obtained from national household surveys that are internationally coordinated&#x2014;such as the Demographic and Health Surveys (DHS), the Reproductive Health Surveys (RHS), and the Multiple Indicator Cluster Surveys (MICS), Gender and Generation Surveys (GGS)&#x2014;and other nationally-sponsored surveys.</p>
<h1> Поставщики данных </h1>
<p>Данные обследований получены из национальных обследований домашних хозяйств, которые координируются на международном уровне, таких как Обследования демографических характеристик и состояния здоровья (DHS), Обследования репродуктивного здоровья (RHS), Кластерные обследования по многим показателям (MICS) и других обследований, спонсируемых на национальном уровне. Систематический поиск этих международных программ обследований, баз данных обследований (например, базы данных Комплексной сети обследований домашних хозяйств (КСОДХ)), национальных платформ отчетности по ЦУР и специальных запросов в дополнение к использованию ответов по конкретным странам на вопросники по данным, администрируемым ЮНИСЕФ (Страновая отчетность по показателям достижения целей (CRING)) и информация от отделений ЮНФПА на местах.</p>
DATA_VALIDATION
<p>For surveys with microdata sets, the indicators are calculated following the definitions and concepts described above. These results are compared with the indicators published in survey reports, SDG national reporting platforms, or obtained from ad hoc queries. In some cases of discrepancies, the results are consulted with the national institutions that conducted the survey.</p>
<p>For model-based estimates and projections, out-of-sample validation methods are described in Kantorov&#xE1; et al (2020).</p>
 
DOC_METHOD
<p>E-Learning video for SDG indicator 3.7.1 on the website of the Population Division (<a href="https://www.un.org/development/desa/pd/file/10712">https://www.un.org/development/desa/pd/file/10712</a>)</p>
<p>Information on the operational definitions and calculations of family planning indicators from surveys, as well as survey questions and statistical programs needed to derive the indicator, can be found at the website of the USAID Demographic and Health Surveys Program: https://dhsprogram.com/topics/Family-Planning.cfm and the website of UNICEF MICS: <a href="https://mics.unicef.org/">https://mics.unicef.org/</a></p>
<h2> Доступные странам методы и руководства для составления данных на национальном уровне: </h2>
<p> Не применимо </p>
FREQ_COLL
<p>Data are compiled in the period from October to April.</p>
<h1> Календарь </h1>
<h2> Сбор данных: </h2>
<p> Данные собираются и обновляются ежегодно в первом квартале года. </p>

Loading…

User avatar None

String updated in the repository

  1. SDG Metadata
  2. 3-7-1
  3. Russian
<p>The numerator is the number of women of reproductive age (15-49 years old) who are currently using, or whose partner is currently using, at least one modern contraceptive method (CPMod). The denominator is the total demand for family planning (the sum of the number of women using any contraceptive method (CPAny) and the number of women with unmet need for family planning (UMN)). The quotient is then multiplied by 100 to arrive at the percentage of women (aged 15 to 49 years) who have their need for family planning satisfied with modern methods (NSMod).</p>
<p><math xmlns="http://www.w3.org/1998/Math/MathML">
<msub>
<mrow>
<mi>N</mi>
<mi>S</mi>
</mrow>
<mrow>
<mi>M</mi>
<mi>o</mi>
<mi>d</mi>
</mrow>
</msub>
<mo>=</mo>
<mfrac>
<mrow>
<msubsup>
<mrow>
<mi>C</mi>
<mi>P</mi>
</mrow>
<mrow>
<mi>M</mi>
<mi>o</mi>
<mi>d</mi>
</mrow>
<mrow></mrow>
</msubsup>
</mrow>
<mrow>
<mi>U</mi>
<mi>M</mi>
<mi>N</mi>
<msubsup>
<mrow>
<mo>+</mo>
<mi>C</mi>
<mi>P</mi>
</mrow>
<mrow>
<mi>A</mi>
<mi>n</mi>
<mi>y</mi>
</mrow>
<mrow></mrow>
</msubsup>
</mrow>
</mfrac>
<mo>&#xD7;</mo>
<mn>100</mn>
</math></p>
<h1>Методология</h1>
<h2>Метод расчета:</h2>
<p>В числителе приводится доля женщин репродуктивного возраста (15–49 лет), которые в настоящее время используют или чей партнер в настоящее время использует хотя бы один современный метод контрацепции. Знаменатель - это общая потребность в планировании семьи (сумма использования противозачаточных средств (любого метода) и неудовлетворенная потребность в планировании семьи).</p>
<p><img src="data:image/png;base64,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"></p>
8 months ago
User avatar None

Source string changed

  1. SDG Metadata
  2. 3-7-1
  3. Russian
<p>The numerator is the number of women of reproductive age (15-49 years old) who are currently using, or whose partner is currently using, at least one modern contraceptive method (<em>CP<sub>Mod</sub></em>CPMod). The denominator is the total demand for family planning (the sum of the number of women using any contraceptive method (<em>CP<sub>Any</sub></em>CPAny) and the number of women with unmet need for family planning (<em>UMN</em>UMN)). The quotient is then multiplied by 100 to arrive at the percentage of women (aged 15 to 49 years) who have their need for family planning satisfied with modern methods (<em>NS<sub>Mod</sub></em>NSMod).</p>
<p><math xmlns="http://www.w3.org/1998/Math/MathML">
<msub>
<mrow>
<mi>N</mi>
<mi>S</mi>
</mrow>
<mrow>
<mi>M</mi>
<mi>o</mi>
<mi>d</mi>
</mrow>
</msub>
<mo>=</mo>
<mfrac>
<mrow>
<msubsup>
<mrow>
<mi>C</mi>
<mi>P</mi>
</mrow>
<mrow>
<mi>M</mi>
<mi>o</mi>
<mi>d</mi>
</mrow>
<mrow></mrow>
</msubsup>
</mrow>
<mrow>
<mi>U</mi>
<mi>M</mi>
<mi>N</mi>
<msubsup>
<mrow>
<mo>+</mo>
<mi>C</mi>
<mi>P</mi>
</mrow>
<mrow>
<mi>A</mi>
<mi>n</mi>
<mi>y</mi>
</mrow>
<mrow></mrow>
</msubsup>
</mrow>
</mfrac>
<mo>&#xD7;</mo>
<mn>100</mn>
</math></p>
8 months ago
User avatar None

String updated in the repository

  1. SDG Metadata
  2. 3-7-1
  3. Russian
<p>The numerator is the number of women of reproductive age (15-49 years old) who are currently using, or whose partner is currently using, at least one modern contraceptive method (<em>CP<sub>Mod</sub></em>). The denominator is the total demand for family planning (the sum of the number of women using any contraceptive method (<em>CP<sub>Any</sub></em>) and the number of women with unmet need for family planning (<em>UMN</em>)). The quotient is then multiplied by 100 to arrive at the percentage of women (aged 15 to 49 years) who have their need for family planning satisfied with modern methods (<em>NS<sub>Mod</sub></em>).</p>
<p><math xmlns="http://www.w3.org/1998/Math/MathML">
<msub>
<mrow>
<mi>N</mi>
<mi>S</mi>
</mrow>
<mrow>
<mi>M</mi>
<mi>o</mi>
<mi>d</mi>
</mrow>
</msub>
<mo>=</mo>
<mfrac>
<mrow>
<msubsup>
<mrow>
<mi>C</mi>
<mi>P</mi>
</mrow>
<mrow>
<mi>M</mi>
<mi>o</mi>
<mi>d</mi>
</mrow>
<mrow></mrow>
</msubsup>
</mrow>
<mrow>
<mi>U</mi>
<mi>M</mi>
<mi>N</mi>
<msubsup>
<mrow>
<mo>+</mo>
<mi>C</mi>
<mi>P</mi>
</mrow>
<mrow>
<mi>A</mi>
<mi>n</mi>
<mi>y</mi>
</mrow>
<mrow></mrow>
</msubsup>
</mrow>
</mfrac>
<mo>&#xD7;</mo>
<mn>100</mn>
</math></p>
<h1>Методология</h1>
<h2>Метод расчета:</h2>
<p>В числителе приводится доля женщин репродуктивного возраста (15–49 лет), которые в настоящее время используют или чей партнер в настоящее время использует хотя бы один современный метод контрацепции. Знаменатель - это общая потребность в планировании семьи (сумма использования противозачаточных средств (любого метода) и неудовлетворенная потребность в планировании семьи).</p>
<p><img src="data:image/png;base64,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"></p>
2 years ago
User avatar None

Source string changed

  1. SDG Metadata
  2. 3-7-1
  3. Russian
<p>The numerator is the percentagenumber of women of reproductive age (15-49 years old) who are currently using, or whose partner is currently using, at least one modern contraceptive method (<em>CP<sub>Mod</sub></em>). The denominator is the total demand for family planning (the sum of contraceptive prevalence (any method) and the number of women using any contraceptive method (<em>CP<sub>Any</sub></em>) and the number of women withe unmet need for family planning).</p>
<table>
<tbody>
<tr>
<td rowspan="3">
<p>Demand (<em>UMN</em>)). The quotient is then multiplied by 100 to arrive at the percentage of women (aged 15 to 49 years) who have their need for family planning satisfied <br>bywith modern methods</p>
</td>
<td rowspan="2">
<p>=</p>
</td>
<td>
<p>Number of women who are currently using a modern method of contraception</p (<em>NS<sub>Mod</sub></em>).</p>
<p><math xmlns="http://www.w3.org/1998/Math/MathML">
<msub>
<mrow>
<mi>N</mi>
<mi>S</mi>
</mrow>
<mrow>
<mi>M</mi>
<mi>o</mi>
<mi>d</mi>
</mrow>
</msub>
<mo>=</mo>
<mfrac>
<mrow>
<msubsup>
<mrow>
<mi>C</mi>
</td>
</tr>
<tr>
<td></td>
</tr>
<tr>
<td>
<p> </p>
</td>
<td>
<p>Number of women who are using any method of contraception or are having an unmet need for family planning</ <mi>P</mi>
</mrow>
<mrow>
<mi>M</mi>
<mi>o</mi>
<mi>d</mi>
</mrow>
<mrow></mrow>
</msubsup>
</mrow>
<mrow>
<mi>U</mi>
<mi>M</mi>
<mi>N</mi>
<msubsup>
<mrow>
<mo>+</mo>
<mi>C</mi>
<mi>P</mi>
</mrow>
<mrow>
<mi>A</mi>
<mi>n</mi>
<mi>y</mi>
</mrow>
<mrow></mrow>
</msubsup>
</tdmrow>
</tr>
</tbody>
</tablemfrac>
<mo>&#xD7;</mo>
<mn>100</mn>
</math></p>
2 years ago
User avatar None

String updated in the repository

  1. SDG Metadata
  2. 3-7-1
  3. Russian
<p>The numerator is the percentage of women of reproductive age (15-49 years old) who are currently using, or whose partner is currently using, at least one modern contraceptive method. The denominator is the total demand for family planning (the sum of contraceptive prevalence (any method) and the unmet need for family planning).</p>
<table>
<tbody>
<tr>
<td rowspan="3">
<p>Demand satisfied <br>by modern methods</p>
</td>
<td rowspan="2">
<p>=</p>
</td>
<td>
<p>Number of women who are currently using a modern method of contraception</p>
</td>
</tr>
<tr>
<td></td>
</tr>
<tr>
<td>
<p> </p>
</td>
<td>
<p>Number of women who are using any method of contraception or are having an unmet need for family planning</p>
</td>
</tr>
</tbody>
</table>
<h1>Методология</h1>
<h2>Метод расчета:</h2>
<p>В числителе приводится доля женщин репродуктивного возраста (15–49 лет), которые в настоящее время используют или чей партнер в настоящее время использует хотя бы один современный метод контрацепции. Знаменатель - это общая потребность в планировании семьи (сумма использования противозачаточных средств (любого метода) и неудовлетворенная потребность в планировании семьи).</p>
<p><img src="data:image/png;base64,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"></p>
2 years ago
User avatar None

Source string changed

  1. SDG Metadata
  2. 3-7-1
  3. Russian
<h1>Methodology</h1>
<h2>Computation method:</h2>
<p>The numerator is the percentage of women of reproductive age (15-49 years old) who are currently using, or whose partner is currently using, at least one modern contraceptive method. The denominator is the total demand for family planning (the sum of contraceptive prevalence (any method) and the unmet need for family planning).</p>
<p><img src="data:image/png;base64,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"></pp>The numerator is the percentage of women of reproductive age (15-49 years old) who are currently using, or whose partner is currently using, at least one modern contraceptive method. The denominator is the total demand for family planning (the sum of contraceptive prevalence (any method) and the unmet need for family planning).</p>
<table>
<tbody>
<tr>
<td rowspan="3">
<p>Demand satisfied <br>by modern methods</p>
</td>
<td rowspan="2">
<p>=</p>
</td>
<td>
<p>Number of women who are currently using a modern method of contraception</p>
</td>
</tr>
<tr>
<td></td>
</tr>
<tr>
<td>
<p> </p>
</td>
<td>
<p>Number of women who are using any method of contraception or are having an unmet need for family planning</p>
</td>
</tr>
</tbody>
</table>
2 years ago
User avatar brockfanning

Bulk status changed

  1. SDG Metadata
  2. 3-7-1
  3. Russian
<p>The numerator is the number of women of reproductive age (15-49 years old) who are currently using, or whose partner is currently using, at least one modern contraceptive method (CPMod). The denominator is the total demand for family planning (the sum of the number of women using any contraceptive method (CPAny) and the number of women with unmet need for family planning (UMN)). The quotient is then multiplied by 100 to arrive at the percentage of women (aged 15 to 49 years) who have their need for family planning satisfied with modern methods (NSMod).</p>
<p><math xmlns="http://www.w3.org/1998/Math/MathML">
<msub>
<mrow>
<mi>N</mi>
<mi>S</mi>
</mrow>
<mrow>
<mi>M</mi>
<mi>o</mi>
<mi>d</mi>
</mrow>
</msub>
<mo>=</mo>
<mfrac>
<mrow>
<msubsup>
<mrow>
<mi>C</mi>
<mi>P</mi>
</mrow>
<mrow>
<mi>M</mi>
<mi>o</mi>
<mi>d</mi>
</mrow>
<mrow></mrow>
</msubsup>
</mrow>
<mrow>
<mi>U</mi>
<mi>M</mi>
<mi>N</mi>
<msubsup>
<mrow>
<mo>+</mo>
<mi>C</mi>
<mi>P</mi>
</mrow>
<mrow>
<mi>A</mi>
<mi>n</mi>
<mi>y</mi>
</mrow>
<mrow></mrow>
</msubsup>
</mrow>
</mfrac>
<mo>&#xD7;</mo>
<mn>100</mn>
</math></p>
<h1>Методология</h1>
<h2>Метод расчета:</h2>
<p>В числителе приводится доля женщин репродуктивного возраста (15–49 лет), которые в настоящее время используют или чей партнер в настоящее время использует хотя бы один современный метод контрацепции. Знаменатель - это общая потребность в планировании семьи (сумма использования противозачаточных средств (любого метода) и неудовлетворенная потребность в планировании семьи).</p>
<p><img src="data:image/png;base64,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"></p>
2 years ago
User avatar brockfanning

Bulk status changed

  1. SDG Metadata
  2. 3-7-1
  3. Russian
<p>The numerator is the number of women of reproductive age (15-49 years old) who are currently using, or whose partner is currently using, at least one modern contraceptive method (CPMod). The denominator is the total demand for family planning (the sum of the number of women using any contraceptive method (CPAny) and the number of women with unmet need for family planning (UMN)). The quotient is then multiplied by 100 to arrive at the percentage of women (aged 15 to 49 years) who have their need for family planning satisfied with modern methods (NSMod).</p>
<p><math xmlns="http://www.w3.org/1998/Math/MathML">
<msub>
<mrow>
<mi>N</mi>
<mi>S</mi>
</mrow>
<mrow>
<mi>M</mi>
<mi>o</mi>
<mi>d</mi>
</mrow>
</msub>
<mo>=</mo>
<mfrac>
<mrow>
<msubsup>
<mrow>
<mi>C</mi>
<mi>P</mi>
</mrow>
<mrow>
<mi>M</mi>
<mi>o</mi>
<mi>d</mi>
</mrow>
<mrow></mrow>
</msubsup>
</mrow>
<mrow>
<mi>U</mi>
<mi>M</mi>
<mi>N</mi>
<msubsup>
<mrow>
<mo>+</mo>
<mi>C</mi>
<mi>P</mi>
</mrow>
<mrow>
<mi>A</mi>
<mi>n</mi>
<mi>y</mi>
</mrow>
<mrow></mrow>
</msubsup>
</mrow>
</mfrac>
<mo>&#xD7;</mo>
<mn>100</mn>
</math></p>
<h1>Методология</h1>
<h2>Метод расчета:</h2>
<p>В числителе приводится доля женщин репродуктивного возраста (15–49 лет), которые в настоящее время используют или чей партнер в настоящее время использует хотя бы один современный метод контрацепции. Знаменатель - это общая потребность в планировании семьи (сумма использования противозачаточных средств (любого метода) и неудовлетворенная потребность в планировании семьи).</p>
<p><img src="data:image/png;base64,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"></p>
2 years ago
User avatar Goncharov

Translation changed

  1. SDG Metadata
  2. 3-7-1
  3. Russian
<p>The numerator is the number of women of reproductive age (15-49 years old) who are currently using, or whose partner is currently using, at least one modern contraceptive method (CPMod). The denominator is the total demand for family planning (the sum of the number of women using any contraceptive method (CPAny) and the number of women with unmet need for family planning (UMN)). The quotient is then multiplied by 100 to arrive at the percentage of women (aged 15 to 49 years) who have their need for family planning satisfied with modern methods (NSMod).</p>
<p><math xmlns="http://www.w3.org/1998/Math/MathML">
<msub>
<mrow>
<mi>N</mi>
<mi>S</mi>
</mrow>
<mrow>
<mi>M</mi>
<mi>o</mi>
<mi>d</mi>
</mrow>
</msub>
<mo>=</mo>
<mfrac>
<mrow>
<msubsup>
<mrow>
<mi>C</mi>
<mi>P</mi>
</mrow>
<mrow>
<mi>M</mi>
<mi>o</mi>
<mi>d</mi>
</mrow>
<mrow></mrow>
</msubsup>
</mrow>
<mrow>
<mi>U</mi>
<mi>M</mi>
<mi>N</mi>
<msubsup>
<mrow>
<mo>+</mo>
<mi>C</mi>
<mi>P</mi>
</mrow>
<mrow>
<mi>A</mi>
<mi>n</mi>
<mi>y</mi>
</mrow>
<mrow></mrow>
</msubsup>
</mrow>
</mfrac>
<mo>&#xD7;</mo>
<mn>100</mn>
</math></p>
<h1>Методология</h1>
<h2>Метод расчета:</h2>
<p>В числителе приводится доля женщин репродуктивного возраста (15–49 лет), которые в настоящее время используют или чей партнер в настоящее время использует хотя бы один современный метод контрацепции. Знаменатель - это общая потребность в планировании семьи (сумма использования противозачаточных средств (любого метода) и неудовлетвореннойая потребностиь в планировании семьи).</p>
<p><img src="data:image/png;base64,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"></p>
3 years ago
User avatar Goncharov

Translation changed

  1. SDG Metadata
  2. 3-7-1
  3. Russian
<p>The numerator is the number of women of reproductive age (15-49 years old) who are currently using, or whose partner is currently using, at least one modern contraceptive method (CPMod). The denominator is the total demand for family planning (the sum of the number of women using any contraceptive method (CPAny) and the number of women with unmet need for family planning (UMN)). The quotient is then multiplied by 100 to arrive at the percentage of women (aged 15 to 49 years) who have their need for family planning satisfied with modern methods (NSMod).</p>
<p><math xmlns="http://www.w3.org/1998/Math/MathML">
<msub>
<mrow>
<mi>N</mi>
<mi>S</mi>
</mrow>
<mrow>
<mi>M</mi>
<mi>o</mi>
<mi>d</mi>
</mrow>
</msub>
<mo>=</mo>
<mfrac>
<mrow>
<msubsup>
<mrow>
<mi>C</mi>
<mi>P</mi>
</mrow>
<mrow>
<mi>M</mi>
<mi>o</mi>
<mi>d</mi>
</mrow>
<mrow></mrow>
</msubsup>
</mrow>
<mrow>
<mi>U</mi>
<mi>M</mi>
<mi>N</mi>
<msubsup>
<mrow>
<mo>+</mo>
<mi>C</mi>
<mi>P</mi>
</mrow>
<mrow>
<mi>A</mi>
<mi>n</mi>
<mi>y</mi>
</mrow>
<mrow></mrow>
</msubsup>
</mrow>
</mfrac>
<mo>&#xD7;</mo>
<mn>100</mn>
</math></p>
<h1>Методология</h1>
<h2>Метод расчета:</h2>
<p>В числителе указанаприводится доля женщин репродуктивного возраста (15–49 лет), которые в настоящее время используют или чей партнер в настоящее время использует хотя бы один современный метод контрацепции. Знаменатель - это общая потребность в планировании семьи (сумма использования противозачаточных средств (любого метода) и неудовлетворенной потребности в планировании семьи).</p>
<p><img src="data:image/png;base64,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"></p>
3 years ago
Browse all string changes

Things to check

Mismatching line breaks

Number of new lines in translation does not match source

Reset

XML syntax

The translation is not valid XML

Reset

Glossary

English Russian
Number Количество SDG Metadata
Number Количество SDG Metadata

String information

Key
DATA_COMP
Flags
ignore-inconsistent
String age
3 years ago
Last updated
8 months ago
Source string age
3 years ago
Translation file
translations-metadata/ru/3-7-1.yml, string 21