{"info":{"_postman_id":"17ad666a-7ac6-4673-9813-2d3415aca1b9","name":"Loantap STRCL API - Doc Collection","description":"<html><head></head><body><h1 id=\"welcome-to-loantap\">Welcome to LoanTap!</h1>\n<p>Thanks for connecting with <strong>LoanTap</strong>, we would like to onboard you via <strong>API</strong>. If you want to learn about the APIs, you can read me. If you want to play with APIs, you can run me. To do so you need to drop an email on <a href=\"https://mailto:support@help.loantap.in\"><b>support@help.loantap.in</b></a> with below details.</p>\n<ul>\n<li><p>Env [Prod or Dev]</p>\n</li>\n<li><p>Partner Id [Our Product Team will help you out with this]</p>\n</li>\n<li><p>Product Id [Our Product Team will help you out with this]</p>\n</li>\n</ul>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th></th>\n<th>Dev</th>\n<th>Prod</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>base_url</td>\n<td><code>https://prod.thearks.in</code></td>\n<td><code>https://loantap.in</code></td>\n</tr>\n<tr>\n<td>api_auth</td>\n<td><code>will-be-sent-via-mail</code></td>\n<td><code>will-be-sent-via-mail</code></td>\n</tr>\n<tr>\n<td>product_id</td>\n<td><code>will-be-sent-via-mail</code></td>\n<td><code>will-be-sent-via-mail</code></td>\n</tr>\n<tr>\n<td>partner_id</td>\n<td><code>will-be-sent-via-mail</code></td>\n<td><code>will-be-sent-via-mail</code></td>\n</tr>\n</tbody>\n</table>\n</div><h2 id=\"basic-flow-of-the-api\">Basic Flow of the API</h2>\n<img src=\"https://content.pstmn.io/5b57cdb0-0fd3-42cd-a3d8-10609cee6d03/aW1hZ2UucG5n\" alt=\"\" height=\"3284\" width=\"684\">\n\n<h2 id=\"authentication\">Authentication</h2>\n<p>The \"[X-API-AUTH]\" is to be generated while sending the request. It is generated by encrypting the current epoch time using the \"[unique partner key]\" and \"AES-256-CBC\" algorithm.</p>\n<p>The generated hash is valid for 30sec's it will be expired after that, and the request will not be honoured.</p>\n<h1 id=\"lets-starts\">Lets Start's</h1>\n<p>We have separated out our API's into two sections <strong>Application</strong> and <strong>Loan</strong></p>\n<p>So let's check what we provide under <strong>Application</strong> and <strong>Loan</strong></p>\n<h1 id=\"response-codes\">Response Codes</h1>\n<p>Below is the list of response codes that will be returned in the response JSON.</p>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Code</th>\n<th>Status</th>\n<th>Internal Reason</th>\n<th>Message</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>200</td>\n<td>success</td>\n<td>Transaction completed successfully</td>\n<td>Success</td>\n</tr>\n<tr>\n<td>10</td>\n<td>error</td>\n<td>Account related error will show this error message.</td>\n<td>Invalid Loan Status There is no Loan Line Available. No Disbursal</td>\n</tr>\n<tr>\n<td>11</td>\n<td>error</td>\n<td>This error message will display when the error occurred regarding customer credit limit</td>\n<td>Credit Limit Issue</td>\n</tr>\n<tr>\n<td>12</td>\n<td>error</td>\n<td>This error message will be displayed when the error occurred while performing the transaction</td>\n<td>Transaction Cannot be done Now</td>\n</tr>\n<tr>\n<td>13</td>\n<td>error</td>\n<td></td>\n<td>Sanction should be the first Transaction in a sub lan</td>\n</tr>\n<tr>\n<td>14</td>\n<td>error</td>\n<td>Sublan related error will show this message</td>\n<td>Invalid Sublan</td>\n</tr>\n<tr>\n<td>15</td>\n<td>error</td>\n<td>Application ID not available</td>\n<td>Invalid Application</td>\n</tr>\n<tr>\n<td>16</td>\n<td>error</td>\n<td>There is no value found in sublan to process transaction</td>\n<td>Missing/Invalid Parameters in Sublan</td>\n</tr>\n<tr>\n<td>17</td>\n<td>error</td>\n<td>Config error will show this message</td>\n<td>API Error</td>\n</tr>\n<tr>\n<td>18</td>\n<td>error</td>\n<td>Parameter not set in the product config or value not found in product config</td>\n<td>Missing/Invalid Parameters in product</td>\n</tr>\n<tr>\n<td>19</td>\n<td>error</td>\n<td>Transaction date parameter missing/invalid</td>\n<td>Transaction Date Error</td>\n</tr>\n<tr>\n<td>20</td>\n<td>error</td>\n<td>Transaction parameter missing/invalid</td>\n<td>Transaction Parameter Error</td>\n</tr>\n<tr>\n<td>21</td>\n<td>error</td>\n<td>Requested data not found against the given account number</td>\n<td>Accounting Error</td>\n</tr>\n<tr>\n<td>22</td>\n<td>error</td>\n<td>Amount to be refunded to dealer is required</td>\n<td>Amount to be refunded to dealer is required</td>\n</tr>\n<tr>\n<td>23</td>\n<td>error</td>\n<td>Message type id is missing</td>\n<td>Message type id is missing</td>\n</tr>\n<tr>\n<td>24</td>\n<td>error</td>\n<td>Card Number missing</td>\n<td>Card Number missing</td>\n</tr>\n<tr>\n<td>25</td>\n<td>error</td>\n<td>Processing code missing</td>\n<td>Processing code missing</td>\n</tr>\n<tr>\n<td>26</td>\n<td>error</td>\n<td>Transaction Amount is missing</td>\n<td>Transaction Amount is missing</td>\n</tr>\n<tr>\n<td>27</td>\n<td>error</td>\n<td>STAN is missing</td>\n<td>STAN is missing</td>\n</tr>\n<tr>\n<td>28</td>\n<td>error</td>\n<td>Date Time is missing</td>\n<td>Date Time is missing</td>\n</tr>\n<tr>\n<td>29</td>\n<td>error</td>\n<td>Merchant Category Code is missing</td>\n<td>Merchant Category Code is missing</td>\n</tr>\n<tr>\n<td>30</td>\n<td>error</td>\n<td>Reference Number is missing</td>\n<td>Reference Number is missing</td>\n</tr>\n<tr>\n<td>31</td>\n<td>error</td>\n<td>Terminal ID is missing</td>\n<td>Terminal ID is missing</td>\n</tr>\n<tr>\n<td>32</td>\n<td>error</td>\n<td>Card Acceptor Name Required</td>\n<td>Card Acceptor Name Required</td>\n</tr>\n<tr>\n<td>33</td>\n<td>error</td>\n<td>Currency Code is missing</td>\n<td>Currency Code is missing</td>\n</tr>\n<tr>\n<td>34</td>\n<td>error</td>\n<td>Loan Account number Not found</td>\n<td>Loan Account number Not found</td>\n</tr>\n<tr>\n<td>35</td>\n<td>error</td>\n<td>Channel code is missing</td>\n<td>Channel code is missing</td>\n</tr>\n<tr>\n<td>36</td>\n<td>error</td>\n<td>Invalid message type id</td>\n<td>Invalid message type id</td>\n</tr>\n<tr>\n<td>37</td>\n<td>error</td>\n<td>Invalid Channel Code</td>\n<td>Invalid Channel Code</td>\n</tr>\n<tr>\n<td>38</td>\n<td>error</td>\n<td>Invalid processing code</td>\n<td>Invalid processing code</td>\n</tr>\n</tbody>\n</table>\n</div></body></html>","schema":"https://schema.getpostman.com/json/collection/v2.0.0/collection.json","toc":[{"content":"Welcome to LoanTap!","slug":"welcome-to-loantap"},{"content":"Lets Start's","slug":"lets-starts"},{"content":"Response Codes","slug":"response-codes"}],"owner":"2618275","collectionId":"17ad666a-7ac6-4673-9813-2d3415aca1b9","publishedId":"UzBtm3NY","public":true,"customColor":{"top-bar":"FFFFFF","right-sidebar":"303030","highlight":"EF5B25"},"publishDate":"2022-06-28T07:01:57.000Z"},"item":[{"name":"Application","item":[{"name":"Transact","item":[{"name":"Add Application - Self employed","id":"8a526041-e3c2-4149-95ae-c8176ff53693","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"{{api_auth}}","type":"text"},{"key":"REQ-PRODUCT-ID","value":"{{product_id}}","type":"text"},{"key":"PARTNER-ID","value":"{{partner_id}}","type":"text"}],"body":{"mode":"raw","raw":"{\n   \"add_application\":{\n      \"full_name\":\"MURUGESAN  VALLARASAN\",\n      \"personal_email\":\"test@loantap.in\",\n      \"mobile_number\":\"7200597749\",\n      \"dob\":\"19930518\",\n      \"job_type\":\"salaried\",\n      \"gender\":\"male\",\n      \"marital_status\":\"single\",\n      \"home_addr_line1\":\"1/12 Shekhar Colony, Triangle Road\",\n      \"home_addr_line2\":\"1/12 Shekhar Colony, Triangle Road\",\n      \"home_city\":\"pune\",\n      \"home_zipcode\":\"411004\",\n      \"pan_card\":\"ALWPG5809L\",\n      \"req_amount\":\"100000\",\n      \"fixed_income\":\"50000\",\n      \"business_ownership_type\":\"self\",\n      \"business_name\":\"e-commerce\",\n      \"business_monthly_sales\":\"100000\",\n      \"employer_name\":\"Test\",\n      \"business_addr_line1\":\"1/12 Shekhar Colony, Triangle Road\",\n      \"business_addr_line2\":\"1/12 Shekhar Colony, Triangle Road\",\n      \"business_zipcode\":\"411003\",\n      \"business_city\":\"pune\",\n      \"req_tenure\":\"12\",\n      \"mothers_maiden_name\":\"mother\",\n      \"permanent_addr_line1\":\"1/12 Shekhar Colony, Triangle Road\",\n      \"permanent_addr_line2\":\"1/12 Shekhar Colony, Triangle Road\",\n      \"permanent_zipcode\":\"411003\",\n      \"permanent_city\":\"pune\",\n      \"fathers_name\":\"father\",\n      \"loan_city\":\"pune\",\n      \"years_of_business\":\"3\",\n      \"is_consent\":\"LLoop910p321\"\n   }\n}"},"url":"{{base_url}}/v1-application/transact","description":"<h2 id=\"use-case\">Use Case</h2>\n<hr />\n<p>This transact endpoint with question as <strong>add_application</strong> will generate lead in LoanTap System. The fields present in body will differ from partner to partner, this will be decided at the time of onboarding.</p>\n<p>Once you send the fields to this request will be santized and validated at LoanTap end before we create the application. We will be doing the eligibility check and depending upon that we would send back the response.</p>\n<p>To check the response you need to scroll down onto the add application section.</p>\n<p>In the Add Application - Salaried API request <strong>add_application</strong> is a question, and generated response is the answer for that question.</p>\n<p>We can create multiple questions for the <strong>Add Application - Salaried</strong> request with the unique id to the question separated by \"+\" i.e. \"add_application+[unique_id]\"</p>\n<h2 id=\"example\">Example:</h2>\n<hr />\n<h5 id=\"--single-question\">- <strong>Single Question</strong></h5>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"add_application\":{\n        ....\n     }\n}\n\n</code></pre>\n<h5 id=\"--multiple-question\">- <strong>Multiple Question</strong></h5>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"add_application+1\":{\n        ....\n     },\n     \"add_application+2\":{\n        ....\n     }\n}\n\n</code></pre>\n<h2 id=\"request-attributes\">Request Attributes</h2>\n<hr />\n<p>Content Type: JSON</p>\n<h6 id=\"body-parameter\">Body Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n<th>Required/Optional</th>\n<th>Comments/Example</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>full_name</td>\n<td>This is the name of customer</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>home_addr_line1</td>\n<td>Home address block</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>home_addr_line2</td>\n<td>Home address block</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>personal_email</td>\n<td>Email of customer</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>mobile_number</td>\n<td>Mobile number of customer</td>\n<td>Required</td>\n<td></td>\n</tr>\n<tr>\n<td>dob</td>\n<td>Date of Birth</td>\n<td>Optional</td>\n<td>Possible value: 1995-03-30</td>\n</tr>\n<tr>\n<td>loan_city</td>\n<td>Loan City</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>home_zipcode</td>\n<td>Home Zipcode</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>business_city</td>\n<td>Business City</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>pan_card</td>\n<td>PAN card of Customer</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>req_amount</td>\n<td>Requested amount by customer</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>job_type</td>\n<td>Job type salaried</td>\n<td>Required</td>\n<td>possible Values: salaried or self-employed</td>\n</tr>\n<tr>\n<td>home_city</td>\n<td>Home city name</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>home_ownership_type</td>\n<td>ownership type</td>\n<td>Optional</td>\n<td>possible Values: owned or rented</td>\n</tr>\n<tr>\n<td>gender</td>\n<td>Gender</td>\n<td>Optional</td>\n<td>possible Values: male or female</td>\n</tr>\n<tr>\n<td>employer_name</td>\n<td>Employer name or name of company/organization</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>office_addr_line1</td>\n<td>Office address</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>office_addr_line2</td>\n<td>Office address</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>office_zipcode</td>\n<td>Office zipcode</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>office_city</td>\n<td>Office city</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>employment_year</td>\n<td>Year of employemet</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>fixed_income</td>\n<td>Income</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>emi_outflow</td>\n<td>EMI outflow</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>mothers_maiden_name</td>\n<td>Mothers Maiden Name</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>req_amount</td>\n<td>Requested amount</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>req_tenure</td>\n<td>Requested Tenure</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>address_landmark</td>\n<td>Address Landmark</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>educational_qualification</td>\n<td>Educational Qualification</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>years_at_current_residence</td>\n<td>Years at Current Residence</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>marital_status</td>\n<td>Marital Status</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>fathers_name</td>\n<td>Fathers Name</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>permanent_addr_line1</td>\n<td>Permanent address</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>permanent_addr_line2</td>\n<td>Permanent address</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>permanent_zipcode</td>\n<td>Permanent address zipcode</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>permanent_city</td>\n<td>Permanent city</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>rent_outflow</td>\n<td>Rent Outflow</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>office_landline_no</td>\n<td>Office landline number</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>salary_account_no</td>\n<td>Salary account number</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>salary_bank_name</td>\n<td>Salary Bank Name</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>is_consent</td>\n<td>To run soft eligibility, this key is to be passed while adding the applications. The value would be a unique alpha-numeric value.</td>\n<td>Required</td>\n<td></td>\n</tr>\n</tbody>\n</table>\n</div><h6 id=\"response-parameter\">Response Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>status</td>\n<td>Define the status of the API request. It can be \"success\" or \"error\"</td>\n</tr>\n<tr>\n<td>status_code</td>\n<td>To Identify the request status</td>\n</tr>\n<tr>\n<td>message</td>\n<td>Define the process as per status</td>\n</tr>\n<tr>\n<td>data</td>\n<td>It contains application id i.e lapp_id and application link</td>\n</tr>\n</tbody>\n</table>\n</div>","urlObject":{"path":["v1-application","transact"],"host":["{{base_url}}"],"query":[],"variable":[]}},"response":[{"id":"344dd09f-185d-4fc5-b536-0ef0aba4cf22","name":"Add Application - Self employed","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"{{api_auth}}","type":"text"},{"key":"REQ-PRODUCT-ID","value":"{{product_id}}","type":"text"},{"key":"PARTNER-ID","value":"{{partner_id}}","type":"text"}],"body":{"mode":"raw","raw":"{\n    \"add_application\":{\n        \"full_name\":\"Abhijeet Patait\",\n        \"business_name\": \"Test App\",\n        \"personal_email\":\"abhijeet@loantap.in\",\n        \"mobile_number\": \"8208218833\",\n        \"dob\":\"19920303\",\n        \"loan_city\":\"pune\",\n        \"business_addr_line1\":\"Test\",\n        \"business_addr_line2\":\"Test2\",\n        \"business_zipcode\":\"411105\" ,\n        \"business_city\":\"pune\",\n        \"pan_card\":\"ALWPG5809L\",\n        \"req_amount\": \"100000\",\n        \"job_type\":\"self-employed\",\n        \"is_consent\":\"TtYskauM27\"\n    }\n}"},"url":"{{base_url}}/v1-application/transact"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Server","value":"nginx"},{"key":"Date","value":"Thu, 18 Nov 2021 10:29:48 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Cache-Control","value":"public, no-cache"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"X-Frame-Options","value":"SAMEORIGIN"},{"key":"X-Content-Type-Options","value":"nosniff"},{"key":"X-XSS-Protection","value":"1; mode=block"},{"key":"Strict-Transport-Security","value":"max-age=31536000"},{"key":"Referrer-Policy","value":"no-referrer-when-downgrade"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"add_application\": {\n        \"question\": {\n            \"full_name\": \"Abhijeet Patait\",\n            \"business_name\": \"Test App\",\n            \"personal_email\": \"abhijeet@loantap.in\",\n            \"mobile_number\": \"8208218833\",\n            \"dob\": \"19920303\",\n            \"loan_city\": \"pune\",\n            \"business_addr_line1\": \"Test\",\n            \"business_addr_line2\": \"Test2\",\n            \"business_zipcode\": \"411105\",\n            \"business_city\": \"pune\",\n            \"pan_card\": \"ALWPG5809L\",\n            \"req_amount\": \"100000\",\n            \"job_type\": \"self-employed\",\n            \"is_consent\": \"TtYskauM27\"\n        },\n        \"answer\": {\n            \"status\": \"success\",\n            \"status_code\": \"200\",\n            \"message\": \"Application created successfully\",\n            \"data\": {\n                \"lapp_id\": \"APP1716761539069761\",\n                \"link\": \"https://api.thearks.in//apply/home/APP1716761539069761\"\n            }\n        }\n    }\n}"}],"_postman_id":"8a526041-e3c2-4149-95ae-c8176ff53693"},{"name":"CIBIL Application","id":"2970e6ca-fedf-4d0e-a77b-b8e9f89c328f","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","type":"text","value":"application/json"},{"key":"X-API-AUTH","type":"text","value":"{{api_auth}}"},{"key":"REQ-PRODUCT-ID","type":"text","value":"{{product_id}}"},{"key":"PARTNER-ID","type":"text","value":"{{partner_id}}"}],"body":{"mode":"raw","raw":"\n  { \n\n    \"add_application+1\": { \n        \"job_type\":\"salaried\", \n        \"full_name\":\"Abhijeet R Patait\" , \n        \"mobile_number\": \"8889999999\",    \n        \"dob\":\"19921011\",  \n        \"gender\":\"male\", \n        \"home_addr_line1\":\"1/12 Ashirwad Banglow\", \n        \"home_addr_line2\":\"Centarl Avenue Road\",              \n        \"home_city\":\"Pune\",  \n        \"home_zipcode\":411006,  \n        \"pan_card\":\"ALWPG5809L\",\n        \"is_additional_details\":\"yes\"\n    } \n} "},"url":"{{base_url}}/v1-application/transact","description":"<h2 id=\"use-case\">Use Case</h2>\n<hr />\n<p>This transact endpoint with question as <strong>add_application</strong> will generate lead in LoanTap System. The fields present in body will differ from partner to partner, this will be decided at the time of onboarding.</p>\n<p>Once you send the fields to this request will be santized and validated at LoanTap end before we create the application. We will be doing the eligibility check and depending upon that we would send back the response.</p>\n<p>To check the response you need to scroll down onto the add application section.</p>\n<p>In the Add Application - Salaried API request <strong>add_application</strong> is a question, and generated response is the answer for that question.</p>\n<p>We can create multiple questions for the <strong>Add Application - Salaried</strong> request with the unique id to the question separated by \"+\" i.e. \"add_application+[unique_id]\"</p>\n<h2 id=\"example\">Example:</h2>\n<hr />\n<h5 id=\"--single-question\">- <strong>Single Question</strong></h5>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"add_application\":{\n        ....\n     }\n}\n\n</code></pre>\n<h5 id=\"--multiple-question\">- <strong>Multiple Question</strong></h5>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"add_application+1\":{\n        ....\n     },\n     \"add_application+2\":{\n        ....\n     }\n}\n\n</code></pre>\n<h2 id=\"request-attributes\">Request Attributes</h2>\n<hr />\n<p>Content Type: JSON</p>\n<h6 id=\"body-parameter\">Body Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n<th>Required/Optional</th>\n<th>Comments/Example</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>full_name</td>\n<td>This is the name of customer</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>home_addr_line1</td>\n<td>Home address block</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>home_addr_line2</td>\n<td>Home address block</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>personal_email</td>\n<td>Email of customer</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>mobile_number</td>\n<td>Mobile number of customer</td>\n<td>Required</td>\n<td></td>\n</tr>\n<tr>\n<td>dob</td>\n<td>Date of Birth</td>\n<td>Optional</td>\n<td>Possible value: 1995-03-30</td>\n</tr>\n<tr>\n<td>loan_city</td>\n<td>Loan City</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>home_zipcode</td>\n<td>Home Zipcode</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>business_city</td>\n<td>Business City</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>pan_card</td>\n<td>PAN card of Customer</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>req_amount</td>\n<td>Requested amount by customer</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>job_type</td>\n<td>Job type salaried</td>\n<td>Required</td>\n<td>possible Values: salaried or self-employed</td>\n</tr>\n<tr>\n<td>home_city</td>\n<td>Home city name</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>home_ownership_type</td>\n<td>ownership type</td>\n<td>Optional</td>\n<td>possible Values: owned or rented</td>\n</tr>\n<tr>\n<td>gender</td>\n<td>Gender</td>\n<td>Optional</td>\n<td>possible Values: male or female</td>\n</tr>\n<tr>\n<td>employer_name</td>\n<td>Employer name or name of company/organization</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>office_addr_line1</td>\n<td>Office address</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>office_addr_line2</td>\n<td>Office address</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>office_zipcode</td>\n<td>Office zipcode</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>office_city</td>\n<td>Office city</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>employment_year</td>\n<td>Year of employemet</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>fixed_income</td>\n<td>Income</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>emi_outflow</td>\n<td>EMI outflow</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>mothers_maiden_name</td>\n<td>Mothers Maiden Name</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>req_amount</td>\n<td>Requested amount</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>req_tenure</td>\n<td>Requested Tenure</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>address_landmark</td>\n<td>Address Landmark</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>educational_qualification</td>\n<td>Educational Qualification</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>years_at_current_residence</td>\n<td>Years at Current Residence</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>marital_status</td>\n<td>Marital Status</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>fathers_name</td>\n<td>Fathers Name</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>permanent_addr_line1</td>\n<td>Permanent address</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>permanent_addr_line2</td>\n<td>Permanent address</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>permanent_zipcode</td>\n<td>Permanent address zipcode</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>permanent_city</td>\n<td>Permanent city</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>rent_outflow</td>\n<td>Rent Outflow</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>office_landline_no</td>\n<td>Office landline number</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>salary_account_no</td>\n<td>Salary account number</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>salary_bank_name</td>\n<td>Salary Bank Name</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>is_consent</td>\n<td>To run soft eligibility, this key is to be passed while adding the applications. The value would be a unique alpha-numeric value.</td>\n<td>Required</td>\n<td></td>\n</tr>\n</tbody>\n</table>\n</div><h6 id=\"response-parameter\">Response Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>status</td>\n<td>Define the status of the API request. It can be \"success\" or \"error\"</td>\n</tr>\n<tr>\n<td>status_code</td>\n<td>To Identify the request status</td>\n</tr>\n<tr>\n<td>message</td>\n<td>Define the process as per status</td>\n</tr>\n<tr>\n<td>data</td>\n<td>It contains application id i.e lapp_id and application link</td>\n</tr>\n</tbody>\n</table>\n</div>","urlObject":{"path":["v1-application","transact"],"host":["{{base_url}}"],"query":[],"variable":[]}},"response":[{"id":"06a4cbf3-d2a3-4c61-a1ef-c5f0cf4f0474","name":"CIBIL Application","originalRequest":{"method":"POST","header":[{"key":"Content-Type","type":"text","value":"application/json"},{"key":"X-API-AUTH","type":"text","value":"{{api_auth}}"},{"key":"REQ-PRODUCT-ID","type":"text","value":"{{product_id}}"},{"key":"PARTNER-ID","type":"text","value":"{{partner_id}}"}],"body":{"mode":"raw","raw":"\n  { \n\n    \"add_application+1\": { \n        \"job_type\":\"salaried\", \n        \"full_name\":\"Abhijeet R Patait\" , \n        \"mobile_number\": \"8889999999\",    \n        \"dob\":\"19921011\",  \n        \"gender\":\"male\", \n        \"home_addr_line1\":\"1/12 Ashirwad Banglow\", \n        \"home_addr_line2\":\"Centarl Avenue Road\",              \n        \"home_city\":\"Pune\",  \n        \"home_zipcode\":411006,  \n        \"pan_card\":\"ALWPG5809L\",\n        \"is_additional_details\":\"yes\"\n    } \n} "},"url":"{{base_url}}/v1-application/transact"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Server","value":"nginx"},{"key":"Date","value":"Wed, 01 Dec 2021 09:56:17 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Cache-Control","value":"public, no-cache"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"X-Frame-Options","value":"SAMEORIGIN"},{"key":"X-Content-Type-Options","value":"nosniff"},{"key":"X-XSS-Protection","value":"1; mode=block"},{"key":"Strict-Transport-Security","value":"max-age=31536000"},{"key":"Referrer-Policy","value":"no-referrer-when-downgrade"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"add_application+1\": {\n        \"question\": {\n            \"job_type\": \"salaried\",\n            \"full_name\": \"Abhijeet R Patait\",\n            \"mobile_number\": \"8889999999\",\n            \"dob\": \"19921011\",\n            \"gender\": \"male\",\n            \"home_addr_line1\": \"1/12 Ashirwad Banglow\",\n            \"home_addr_line2\": \"Centarl Avenue Road\",\n            \"home_city\": \"Pune\",\n            \"home_zipcode\": 411006,\n            \"pan_card\": \"ALWPG5809L\",\n            \"is_additional_details\": \"yes\"\n        },\n        \"answer\": {\n            \"status\": \"success\",\n            \"status_code\": \"200\",\n            \"message\": \"Application created successfully\",\n            \"data\": {\n                \"lapp_id\": \"APP1717937191921826\",\n                \"link\": \"https://api.thearks.in//apply/home/APP1717937191921826\"\n            }\n        }\n    }\n}"}],"_postman_id":"2970e6ca-fedf-4d0e-a77b-b8e9f89c328f"},{"name":"Add Additional Details","id":"0041c777-d2f5-429e-99bb-99ebd6e07432","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","type":"text","value":"application/json"},{"key":"X-API-AUTH","type":"text","value":"{{api_auth}}"},{"key":"REQ-PRODUCT-ID","type":"text","value":"{{product_id}}"},{"key":"PARTNER-ID","type":"text","value":"{{partner_id}}"}],"body":{"mode":"raw","raw":"{ \n    \"add_details+1\": { \n        \"application_id\": \"APP1717937191921826\",\n        \"personal_email\":\"abhijeet@gmail.in\",  \n        \"mothers_maiden_name\":\"Mother\",  \n        \"fathers_name\":\"Father\",   \n        \"permanent_addr_line1\":\"1/12 Ashirwad Banglow\",   \n        \"permanent_addr_line2\":\"Centarl Avenue Road\",   \n        \"permanent_zipcode\":411006,  \n        \"permanent_city\":\"Pune\",  \n        \"loan_city\" :\"Pune\",  \n        \"employer_name\" :\"Loantap Finance Technology\",  \n        \"office_addr_line1\":\"1/12 Ashirwad Banglow\",  \n        \"office_addr_line2\":\"Centarl Avenue Road\",  \n        \"office_city\":\"pune\",  \n        \"office_zipcode\":411006,  \n        \"official_email\":\"abhijeet@loantap.in\",  \n        \"emi_outflow\":5000,   \n        \"rent_outflow\":0 ,  \n        \"educational_qualification\":\"graduate\",  \n        \"no_of_dependents\":4,  \n        \"total_work_experience\":5,  \n        \"passport_number\":\"099999888\",  \n        \"years_at_current_residence\":5,  \n        \"employment_duration\":2,  \n        \"office_landline_no\":\"\",  \n        \"salary_account_no\":1021234569874,  \n        \"salary_bank_name\":\"IDBI\",  \n        \"company_mca_id\":125996,  \n        \"ecs_bank_acc_no\":\"1021234569874\",  \n        \"ecs_bank_branch\":\"pune\",  \n        \"ecs_bank\":\"IDBI\",  \n        \"ecs_cust_name\":\"Abhijeet R Patait\",  \n        \"ecs_ifsc_code\":\"IDBI\",  \n        \"ecs_bank_city\":\"pune\",  \n        \"ecs_account_type\":\"saving\",  \n        \"ecs_micr_code\":\"478596909\" \n    } \n} \n\n "},"url":"{{base_url}}/v1-application/transact","description":"<h2 id=\"use-case\">Use Case</h2>\n<hr />\n<p>This transact endpoint with question as <strong>add_details</strong> will add the additional details of application. The fields present in body will differ from partner to partner, this will be decided at the time of onboarding.</p>\n<p>Once you send the fields to this request will be santized and validated at LoanTap end before we save the application. We will be doing the eligibility check and depending upon that we would send back the response.</p>\n<p>We can create multiple questions for the <strong>Add Additional Details</strong> request with the unique id to the question separated by \"+\" i.e. \"<strong>add_details</strong>+[unique_id]\"</p>\n<h2 id=\"example\">Example:</h2>\n<hr />\n<blockquote>\n</blockquote>\n<h5 id=\"--single-question\">- <strong>Single Question</strong></h5>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"add_details\":{\n        ....\n     }\n}\n\n</code></pre>\n<blockquote>\n</blockquote>\n<h5 id=\"--multiple-question\">- <strong>Multiple Question</strong></h5>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"add_details+1\":{\n        ....\n     },\n     \"add_details+2\":{\n        ....\n     }\n}\n\n</code></pre>\n<h2 id=\"request-attributes\">Request Attributes</h2>\n<hr />\n<p>Content Type: JSON</p>\n<h6 id=\"body-parameter\">Body Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n<th>Required/Optional</th>\n<th>Comments/Example</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>full_name</td>\n<td>This is the name of customer</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>home_addr_line1</td>\n<td>Home address block</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>home_addr_line2</td>\n<td>Home address block</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>personal_email</td>\n<td>Email of customer</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>mobile_number</td>\n<td>Mobile number of customer</td>\n<td>Required</td>\n<td></td>\n</tr>\n<tr>\n<td>dob</td>\n<td>Date of Birth</td>\n<td>Optional</td>\n<td>Possible value: 1995-03-30</td>\n</tr>\n<tr>\n<td>loan_city</td>\n<td>Loan City</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>home_zipcode</td>\n<td>Home Zipcode</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>business_city</td>\n<td>Business City</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>pan_card</td>\n<td>PAN card of Customer</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>req_amount</td>\n<td>Requested amount by customer</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>job_type</td>\n<td>Job type salaried</td>\n<td>Required</td>\n<td>possible Values: salaried or self-employed</td>\n</tr>\n<tr>\n<td>home_city</td>\n<td>Home city name</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>home_ownership_type</td>\n<td>ownership type</td>\n<td>Optional</td>\n<td>possible Values: owned or rented</td>\n</tr>\n<tr>\n<td>gender</td>\n<td>Gender</td>\n<td>Optional</td>\n<td>possible Values: male or female</td>\n</tr>\n<tr>\n<td>employer_name</td>\n<td>Employer name or name of company/organization</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>office_addr_line1</td>\n<td>Office address</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>office_addr_line2</td>\n<td>Office address</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>office_zipcode</td>\n<td>Office zipcode</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>office_city</td>\n<td>Office city</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>employment_year</td>\n<td>Year of employemet</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>fixed_income</td>\n<td>Income</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>emi_outflow</td>\n<td>EMI outflow</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>mothers_maiden_name</td>\n<td>Mothers Maiden Name</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>req_amount</td>\n<td>Requested amount</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>req_tenure</td>\n<td>Requested Tenure</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>address_landmark</td>\n<td>Address Landmark</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>educational_qualification</td>\n<td>Educational Qualification</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>years_at_current_residence</td>\n<td>Years at Current Residence</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>marital_status</td>\n<td>Marital Status</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>fathers_name</td>\n<td>Fathers Name</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>permanent_addr_line1</td>\n<td>Permanent address</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>permanent_addr_line2</td>\n<td>Permanent address</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>permanent_zipcode</td>\n<td>Permanent address zipcode</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>permanent_city</td>\n<td>Permanent city</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>rent_outflow</td>\n<td>Rent Outflow</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>office_landline_no</td>\n<td>Office landline number</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>salary_account_no</td>\n<td>Salary account number</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>salary_bank_name</td>\n<td>Salary Bank Name</td>\n<td>Optional</td>\n<td></td>\n</tr>\n<tr>\n<td>is_consent</td>\n<td>To run soft eligibility, this key is to be passed while adding the applications. The value would be a unique alpha-numeric value.</td>\n<td>Required</td>\n<td></td>\n</tr>\n</tbody>\n</table>\n</div><h6 id=\"response-parameter\">Response Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>status</td>\n<td>Define the status of the API request. It can be \"success\" or \"error\"</td>\n</tr>\n<tr>\n<td>status_code</td>\n<td>To Identify the request status</td>\n</tr>\n<tr>\n<td>message</td>\n<td>Define the process as per status</td>\n</tr>\n</tbody>\n</table>\n</div>","urlObject":{"path":["v1-application","transact"],"host":["{{base_url}}"],"query":[],"variable":[]}},"response":[{"id":"0e51781e-f780-46a2-a8a0-d5b98868320e","name":"Add Additional Details","originalRequest":{"method":"POST","header":[{"key":"Content-Type","type":"text","value":"application/json"},{"key":"X-API-AUTH","type":"text","value":"{{api_auth}}"},{"key":"REQ-PRODUCT-ID","type":"text","value":"{{product_id}}"},{"key":"PARTNER-ID","type":"text","value":"{{partner_id}}"}],"body":{"mode":"raw","raw":"{ \n    \"add_details+1\": { \n        \"application_id\": \"APP1717937191921826\",\n        \"personal_email\":\"abhijeet@gmail.in\",  \n        \"mothers_maiden_name\":\"Mother\",  \n        \"fathers_name\":\"Father\",   \n        \"permanent_addr_line1\":\"1/12 Ashirwad Banglow\",   \n        \"permanent_addr_line2\":\"Centarl Avenue Road\",   \n        \"permanent_zipcode\":411006,  \n        \"permanent_city\":\"Pune\",  \n        \"loan_city\" :\"Pune\",  \n        \"employer_name\" :\"Loantap Finance Technology\",  \n        \"office_addr_line1\":\"1/12 Ashirwad Banglow\",  \n        \"office_addr_line2\":\"Centarl Avenue Road\",  \n        \"office_city\":\"pune\",  \n        \"office_zipcode\":411006,  \n        \"official_email\":\"abhijeet@loantap.in\",  \n        \"emi_outflow\":5000,   \n        \"rent_outflow\":0 ,  \n        \"educational_qualification\":\"graduate\",  \n        \"no_of_dependents\":4,  \n        \"total_work_experience\":5,  \n        \"passport_number\":\"099999888\",  \n        \"years_at_current_residence\":5,  \n        \"employment_duration\":2,  \n        \"office_landline_no\":\"\",  \n        \"salary_account_no\":1021234569874,  \n        \"salary_bank_name\":\"IDBI\",  \n        \"company_mca_id\":125996,  \n        \"ecs_bank_acc_no\":\"1021234569874\",  \n        \"ecs_bank_branch\":\"pune\",  \n        \"ecs_bank\":\"IDBI\",  \n        \"ecs_cust_name\":\"Abhijeet R Patait\",  \n        \"ecs_ifsc_code\":\"IDBI\",  \n        \"ecs_bank_city\":\"pune\",  \n        \"ecs_account_type\":\"saving\",  \n        \"ecs_micr_code\":\"478596909\" \n    } \n} \n\n "},"url":"{{base_url}}/v1-application/transact"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Server","value":"nginx"},{"key":"Date","value":"Wed, 01 Dec 2021 09:59:00 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Cache-Control","value":"public, no-cache"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"X-Frame-Options","value":"SAMEORIGIN"},{"key":"X-Content-Type-Options","value":"nosniff"},{"key":"X-XSS-Protection","value":"1; mode=block"},{"key":"Strict-Transport-Security","value":"max-age=31536000"},{"key":"Referrer-Policy","value":"no-referrer-when-downgrade"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"add_details+1\": {\n        \"question\": {\n            \"application_id\": \"APP1717937191921826\",\n            \"personal_email\": \"abhijeet@gmail.in\",\n            \"mothers_maiden_name\": \"Mother\",\n            \"fathers_name\": \"Father\",\n            \"permanent_addr_line1\": \"1/12 Ashirwad Banglow\",\n            \"permanent_addr_line2\": \"Centarl Avenue Road\",\n            \"permanent_zipcode\": 411006,\n            \"permanent_city\": \"Pune\",\n            \"loan_city\": \"Pune\",\n            \"employer_name\": \"Loantap Finance Technology\",\n            \"office_addr_line1\": \"1/12 Ashirwad Banglow\",\n            \"office_addr_line2\": \"Centarl Avenue Road\",\n            \"office_city\": \"pune\",\n            \"office_zipcode\": 411006,\n            \"official_email\": \"abhijeet@loantap.in\",\n            \"emi_outflow\": 5000,\n            \"rent_outflow\": 0,\n            \"educational_qualification\": \"graduate\",\n            \"no_of_dependents\": 4,\n            \"total_work_experience\": 5,\n            \"passport_number\": \"099999888\",\n            \"years_at_current_residence\": 5,\n            \"employment_duration\": 2,\n            \"office_landline_no\": \"\",\n            \"salary_account_no\": 1021234569874,\n            \"salary_bank_name\": \"IDBI\",\n            \"company_mca_id\": 125996,\n            \"ecs_bank_acc_no\": \"1021234569874\",\n            \"ecs_bank_branch\": \"pune\",\n            \"ecs_bank\": \"IDBI\",\n            \"ecs_cust_name\": \"Abhijeet R Patait\",\n            \"ecs_ifsc_code\": \"IDBI\",\n            \"ecs_bank_city\": \"pune\",\n            \"ecs_account_type\": \"saving\",\n            \"ecs_micr_code\": \"478596909\"\n        },\n        \"answer\": {\n            \"status_code\": \"200\",\n            \"status\": \"success\",\n            \"message\": \"Meta data updated!\"\n        }\n    }\n}"}],"_postman_id":"0041c777-d2f5-429e-99bb-99ebd6e07432"},{"name":"Upload Document","id":"067f3b68-d64f-4a0c-998c-9c302c61eb7b","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","type":"text","value":"application/json"},{"key":"X-API-AUTH","type":"text","value":"{{api_auth}}"},{"key":"REQ-PRODUCT-ID","type":"text","value":"{{product_id}}"},{"key":"PARTNER-ID","type":"text","value":"{{partner_id}}"}],"body":{"mode":"raw","raw":"\t{   \n        \"upload_document+3\":{\n\t        \"application_id\": \"APP1718101191742916\",\n\t        \"file_name\":\"salary_slip\",\n\t        \"ext\":\"pdf\",\n\t        \"file\":\"iVBORw0KGgoAAAANSUhEUgAABCwAAAHQCAIAAADlGGwCAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAP+lSURBVHhe7L0FXFxZmv+90zMr85/Z2Xd3Vt7Z978zO9puk5Zpd/fuuEMSYkCAGMHdJRAguAYP7u7u7lCUG+VuvM+tW0BRSCqEpCPn279Puurcc4/de899flypv+MgEAgEAoFAIBAIxD0EmRAEAoFAIBAIBAJxT0EmBIFAIBAIBAKBQNxTkAlBIBAIBAKBQCAQ9xRkQhAIBAKBQCAQCMQ9BZkQBAKBQCAQCAQCcU9BJgSBQCAQCAQCgUDcU5AJQSAQCAQCgUAgEPcUZEIQCAQCgUAgEAjEPQWZEAQCgUAgEAgEAnFPQSYEgUAgEAgEAoFA3FOQCUEgEAgEAoFAIBD3FGRCEAgEAoFAIBAIxD0FmRAEAoFAIBAIBAJxT0EmBIFAIBAIBAKBQNxTkAlBIBAIBAKBQCAQ9xRkQhAIBAKBQCAQCMQ9BZkQBAKBQCAQCAQCcU9BJgSBQCAQCAQCgUDcU5AJQSAQCAQCgUAgEPcUZEIQCAQCgUAgEAjEPQWZEAQCgUAgEAgEAnFPQSYEgUAgEAgEAoFA3FOQCUEgEAgEAoFAIBD3FGRCEAgEAoFAIBAIxD0FmRAEAoFAIBAIBAJxT0EmBIFAIBAIBAKBQNxTkAlBIBAIBAKBQCAQ9xRkQhAIBAKBQCAQCMQ9BZkQBAKBQCAQCAQCcU9BJgSBQCAQCAQCgUDcU5AJQSAQCAQCgUAgEPeUrZuQRQQCgUAgEAgEAvFQowv9t5s7MiFSqZTNZhPn5wlzc0hISEhISEhISEhID5l0of92c0cmZGFhwd72yjkLi3PmSEhISEhISEhISEgPm3Sh/3ZzRyaERCTaWFlJpVINAoFAIBAIBAKBeOjQhf7bzR2bkHOYCYHPCAQCgUAgEAgE4iFDF/pvN8iEIBAIBAKBQCAQiPXRhf7bDTIhCAQCgUAgEAgEYn10of92g0wIAoFAIBAIBAKBWB9d6L/dIBOCQCAQCAQCgUAg1kcX+m83yIQgEAgEAoFAIBCI9dGF/tsNMiEIBAKBQCAQCARifXSh/3aDTAgCgUAgEAgEAoFYH13ov90gE4JAIBAIBAKBQCDWRxf6bzcPlQnBf9ZRrcakZSUdT7xzrRS6GmzBHdcC6IrTQ1uwDl3SQwp0UKVSKREIBOLB4eGemdVq9Y81LUPVukZozw661HsONGN5E8P/4Yv+WftRkJbF7dzLYQxhYJHuC6lgG2N79q3Qhf7bzX1hQmAHhx1d92WrqFRqgVDC4QoXFgQgvkCsUCghXalUCYUSPPHOxeOJoEDsiNQDvgpFkgWOYebbFZcrlCtWTmkwJgqFSiqVS6UyXHAywBdhYNMhtusAKrVhkx5EBALB1NRUT3d3V2cnEhIS0v2vgf5+qUSim8IeOuCMs7CwMDY6atDreyMymaxrx+IiDDIMtUGGe6D+vr55AkEsFuPNkEiVrAUhlcZ5dERn8Dg8iUiikskXlSpjgtVboxRLmL39tI5upB9drMFhEZWmkst122ZjdKH/dvPjmxCInrk8cWPL6ODwvFgi33IwzeWJQiPL7dyyL7tkghJT6wUC7NxApXEDrpXiiXcuO/eb8TcaiWQ2Xil4BgqVk5nb7u5fcNklyyDz7eqKW3ZYTPXYBAUfBB5fUlDS7Rda6h1c7B9aGpdSv1zvolKhZlNUlHGNQipVyoZok0QOVaa89W50P0OjUs+eOhsTlxUTl327io7NcvcMjYhMM0g3RhGRqR6e1+6g3mtbqzf8eqqnV5hBopGCekPDkgKDYw3SjRR02dc/MjI6wyD9loqOzQy5lhh0Nc4g3UiFX7/h5x+1tXqvhiYEh8QbpBupsIgbfgHRUbdfb1RMZnBIwtWQBIN0I3UtPMU/MCYqZiv1Bl2NvxqaaJBupCKj0r19r2+hXlx+AVEwYls4Iq5DvT4R0HiDdCMF+2T4Vuv18gnfcr0+fpGwZxokGiOoF/ZnFkem9yf7hwc4C8nlyvHxKW8vv4z07C0oNjbB9rJ9UtINg/RbKjU1IzQk/GZ2jq4pEP1LZLBbwoAbbAJjBBvXx++6QaKRio2/mZRSQGWI8T8AkunSgtLeli5S6+2rpYuYU9TV0DprkG6M6ltncou7tlhvJzF3q/WCGtsJUPs0UUFiLPKE2F8+7xzpwkLO+59nvPYe0o+uvM++m8zOVQhFum2zMbrQf7v58U2IWq2enmUcOhVjah7TP0QQCKVbuCqiUqknZ+ivfuTx9OtOT/zN8cnXHEOul4EtgUXVdUPvfxsAidsiKP+l990Ly/txn8BiCwKvFb/6keczbzgb5NyCnnzN6YV3XK/H1yqw6yGL07P0vcejnnvLBRa9+K6bqUUc+BNtdxc1Ip689aa8PEAjYC5I+EHtGUENSXTBkkV5MJmbnTU7cXpqXjlDXrxdTRHVNwt7hibFBunGaHBClFPcN03SGKQbI6g3p6h3a/UOjAvzSgcMEo0U1Ns5wK5vIxqkGynocnnd5Nis3CD9lpqcV7X3MRs7yAbpRqp/TFBZP7W1elt76M2dFIN0I9U3wqtqnBmfUxik31ITBGVzF7Wlm2aQbqR6hrk1zXNbq7epg9zWyzBIN1KjM7LiqtEt1IursmG6b5S/hSNiZFpaVDkCjTdIN1KwT8IesrV6CyuGt1xvWc341uodnpIUVgwRaUoldtH9YQPCTeaCsr2HUF0/QmEubkFj07ycwtbJOaFB+i01T1W0dM529ozpmrK4KJMriyqGYMANNoExgo1bWjNukGikYKeCXWuSIJXJMVc2RxLdLOrd8skC1t3ySSr3Tk5SxX1bqxcEY15WOwGTNoG6yOEvqrbDhIio9KQn/xr7f/+C9KMr9a9vDMclyXg83bbZGF3ov938+CYE/ENxec/73/g/+5bLZ7sC0262CoWS2/UhIpE0v6jjubddtaG847NvOpdU9CmV2N8ugsJKXv7AfTnQv3OBVbiR1QbNhsJvFnS8/aXvU1rnsy2CxgeGl0ul2BWhmoahj34IfFprb17+0NPNL59G52q7u6hmzkpij4kDP1HN9cxzKMcLvF6JP5E/XIsvfUBBJsR4IRNyW0Im5LaETIiRerhNCJw/aSx19xC7roUwS1ncgoanxKU1Y2OzMoP0W2qKqOroZ/YPz+uagkwIMiFId0ePugnBL/i6eN986X13iL+ff9vl4x+C/ENLSJQFqUyhy2QEdAbPzi3zmTexeP25t1y+2hfcN0hQqrCnQUzM4/H0bdEzbzi//aVPZd0QmBCwCpdds6HNBnm2LDAzr3zokZrdqsJQh0RV/fU9N/A8sOiNz3yKyroFQt1QK8eaxP7vCR0fl5VfHZhufz3u+H9f+25/rjNLuKBUPajnQ2RCjBcyIbclZEJuS8iEGKlHwYT0DC2ACTHouJGCiRGPXw3Sbyk43jv6WQPDRF1TkAlBJgTp7uhRNyEQajNZ/C/3hT79hu5iwtNvOL/8occlp7S+AYJQJFUZdwdi/xDhi70h+EUD8DNWV1IJ80xYl8niOvnkHzkbfyf65mDYX98Dj4S18IV3XA+fjhkeIykUqnkS86h5HN5sMCdvfu5z+IzhurclE4uE8w4ZfYNz0HIOV3jJOQsv/KnXnN7/JmB2jo4/ar+oUcurrovc/iq0+4PQ/92qymu/DvrsF4EfPxdzpGC4ViC79b19BmjUShmfPj9DILFEKvwalFqlknJnZ2enqBy1Wsmcnxzo7RmcIAnEMvwSlVIqZMxPtLd1zNA4PD6fODnU39fX09sH/2LqHxqfJgokMoVCJuVSe3v6Jwk0sUJ7fUujkku4owPjVCbPYNMiE2K8kAm5LSETcltCJsRI/RgmBOZQ5QJlfrCjo6+3F59ve3sHpuepPNGGdzKrVEqpSCCTyxW3c4uBkSakJ8lyxzJm+T16i25hQgbyj2tXcqk0XLQ1E7KqJR4rU+uGJmSpAVosYwbWZNi6CRlw0RWLgXfwliakzEOXHziexNZftK4J0c+v318DGZgQ3Vob5zcQMiEPtx51EyKVyrt7pz74zvCZjadfd9p/Iqq6flgMUS8c+rcip6Djrc998NuiXv/MOyK2ms0R6pbdMfVNI5/uCsIvp4BBcvbOo9F50LDahuEv9l7FGwzOxzMgb8tP1RsglytHxoiHTkXjhT/3lsvhU1HYU/uwTKPWyMSS5FNC+z8K7X7Pd3yixued//H/8JcBH/1HyNf7bzoSuNTbfZmeUiaidGc5nrGLrJqUyrDTqUYhEc81Xba2skpslit5xf5n33v5pQ8Ou7eNU1TasgWknkirXX/5w9PnExuHhnr8Lb5/9/Mf9u4/ZHrkqOmRwwf27N17+HxBH4nHYxEbo//28psHzgcPUIVypXpRJebM1R748EBUfqdce0ZdBpkQ44VMyG0JmZDbEjIhRurHMCHqRY2gNsb7s6df3bP/4NEjR44ePvj951+anHHJapmWypUwo8JpSK19sS72L3zRaKRCXmdZZmn7OE+ykgG72q5drit4DcaYECzuXzEe2shbz4dsakLYMWbaaHibTIg2tl4yEri7WIqz1zchWJ4V47FqdT1tyYRg47DcKdwawddNTQg+GsFl+NfKYPii70PWmhCswctGYnV/DbRiQrTFulRqNxMyIUhaPeomhMMVRcRVv/6pNx5tL+tJ7JqD2ztf+cUkVdMY3E0mSlikVKrsPHKf1T7ADfro+8COrkmJZHteFQXT9PX4muXboqCphSVdAqGExxdHJtS+8ZkPXum7X/uXVPRt0s7bQiSWFZX3QZl44W985p1wox6cCbZMKVeRJ8XXd2GXQex+D1ZkzPGJ416v/5f/B78I/OTfQ74uGW8Sy2/vlZFGmJBz7/31ldde+zwwp40pgslYMZgf/PWbf3v+6RcvpTSDCQk8t/NQCMyRZCYGY3agKcLyiKl78QiBSGqMfuPVV195/Tun+DqOUKJGJmRJyIQYL2RCbkvIhNyWHjwTEhf03ZsWjROzFGy6pVMJw3Gul3Yd9hlZEEnlMjF/YXZyfGxkZGJyhsIWiEQCJnEi9PIxC7/0wSmqXK0WcFkUwvTw8PA0gcLSvr5lXTYxIVPziqFJ0cDEssQjc8opkkYbcK+E8uuZEM0MUTE4Keov8Nux42xYYabJjh0Opdi6enmMMiGwvcZnpVD74LRiuh+Lwp0rIUUCKUMzCm3ArWvJeiZEu+64cHBGoau6P+/Yjh0mUfNDs6saY4wJmSIqhydFI3MqfMVpkhorfEo2qcumC/rXNSGQeXRaMlgcgLcWSp6Ykw1PSdsTYCSXPMl6JgQ0TVSNTomhs1CR1kQFFxPkgxOSCaJB87QmpD3ruK5AvD19WL3T8qU2Q71SqHd89bogZEIebj3qJoRAZFnbpe14H3tw/MnXsJud8JdB4Xr6DWfwIe7++SNjJIkUJs91QnxwIGQK28wqcWkVp28OXmMweUqV3k9qbBVwIFyeyMEz56nXsMKfet3pva/9p2ao4AcYLP6Z84l/fU/3yPu+45ETU9Rt8iDYy3m9gwpf/cgTL/yLvVd7B+bw5+w1UqGiK0/k9w7mQLSi2/+xyOW553zf/UXAR/8n8OO92fYTTAJejpEYYULOf/32QbsLx/efu1o9RBAzBoOsT+45dN5016cO6a1aE7LrRGzDLEe7J2jUC/ODGZeOHrTO7J6ZJzfHfvDp90dMTuw7YFPUR+QKuMiE4EImxHghE3JbQibktvQAmpCrP7x7cYDFwy6OazQalbS3NO7gNwcy+2jzsyOlUT729i7u7u6udpcuuMX1TxLG65MPf/nerqOW3hFVdOZUYWKYo52Tl6fHlYv211OriHy5HL/AvZpNTQgEu0IIYcfmFLCbjc5IByclEIV3G2dCBiY67HfsOBZPG+/OMd2xw75QPEpQT5OW8xhtQmbE/ePC/nFxezwWspfMK4cmhH1j0DAqfpkFv5iwngkBnyDpGxPAumMEFRQ11ZsDduhoFGFw5rZNCOY6ZiSDU9KxeTV0cJIgh46PrJiZzUwI5AfXkeu8Y8eJvC6SZlrrZ4ZneyEBWL6csr4JIalhXRj50TlVKWZCAgu0nkS//SCdCVmpV9cebN0JbOQh/1K9huuC7qUJyXr/86bLDu2u3u1u269ac5uU516N++0TBpU+4nqkTQhMnn2DhG8Phjynfbb76dedjpy6fuR0NHgS/OkOXBCLHzOP7eqdFmL3vBoeAWBOmtvGvzkQimf+63tu9u5ZCrAgajVYBYFQuon4fOyCxiZiLwgHhgiHT+tui3r+bVezc7HQDCh+hsB87RMv/I3AIJ/gwoVtugEMhoXFFnx/KHT5kfdztilUGgd6hC0VsKQF7iL3F5dNCN/uDyz7P5p4v/Fr/w9/HvDx78J3RbZnKW/n5wuNMCGX935uVVObaXL42JmArM684KNHnIJu5Lqc+NY1ux2/EnI0rHx4nsHjcRdYjIHam7YmuyyimqfJZEprwqe7TwfGJUZYHDxxMaF7isiaQSYEEzIhxguZkNsSMiG3pQfbhGghdBaY7/vGs3y8pTT5zL5TKXUDw+Oj3a1FJp8fSq/qoRAnwy8duXgtZ2B8ZrT8+kkLn/SabiJpvr042t7sXFoXlS9dpwO3MCGTQu3f/rUpJPXolGRgUlai/Xv88t/vYWJc14RgMffxHOyuLe19RI5F2NWMSb2/wRtvQgYmxUMQoLtCEJ/bPoNdBukfbweHczxpAPMh2puONjAh0r5x0dC4cGhaPklUjxX7QdPtCoRbMCHQKW0QL8YuLBBVI+AEpmW6kQFp+wh2aAMTsjhNZEQeA8PRNU5QgpkZaM/Cvmlvmlq+I2tdEwLCLqRMiQenKFEnwNVlNWsvZUyvzrORCZkmqsamYV2Zrt5J6QRmolZWxHUvTUiV9UUhjQ4DrVYqVWCNt0UKhVr7J2l6X//ND76I/9+nDCp9xPVImxDYzQrL+8BvPKm9zvDc265Zua2j4yT/a2VvfuaNX3wAPfW60/PvuH6yM+hmQQcYA4PrIXyBJDal4c3Pl26L+sqvqKwH4nWRSFrXOOQZkL+uPPzzXbxzTtvEg6nYRMctYnYdDXvxXTe88Nc/845JrJHKFGKJrLy6D1qFp4Pyint0T43fMXKFEpzPKx954sMCCouphhpxU6HmkMXXDwqdn1o2ISCB3e9LXZ7b4fvuPwV89IvATz7PuEBgkxUqY18vZowJOfid3QCDesP93Bfv7tzzzbeXYio7e9pdl0yIv8X373/8+RdffbPrm8/f/OvL773/zUn7iF4iRyxgaU3I2cTKTnJfvsn3ewMSC6fHqvd9gEwIMiG3IWRCbkvIhNyWHgITQuwpsjzwjXPx2DRhbrSno621sbykICXx+t739yZX9NLopETnEy4JFWPTM4U+ltZB6S0DEwTC3EhXRaSjtWt8J5O3zkn8NkwIWTM2LRko8IfgFo/7ca1vQvqwaw4OpdqNhZuQEvASMv2biIw3IYMQduNXEiAEnxCNlAZgd3l1QI3apyw2NyETkvFZCTRyZKbLDmu6f/6kaGgrJgTTJEE2NCmCqRWi+fGVaB5/2AO7OrSRCZkhs6LBQrh0DE6KGqPP7tgRVIKNqlEmBAT+pzUG1tphEk2CLWLgQEAbmRDcO2Ft1t5ZZ3Axalk/ignhzM5R+we2RfThET6VqlGpkQlZV4+uCYHJk4f9xnkFHmc//YYThN0TU1SRWMZg8rLyO3abRkCU/5T2SYwnX3N67i2Xz3YHB4aVzBIYEunK8x7sBaGNfSp+Qxdo55EwKASMCoXGtb5y49WPPF/5cF15vPyhx1/fc3vxXddN9MI7rs++6bz8MyAf/xDU2TOjUKgYTL6TZzb+FAr8+8nOwK6+WeOvPGwOlydKSK3Db/SCYXntY8/Csl4VfuirlCpCv8j9JaHDn/RNCIjg8GdHj1d/EfDRzwM++kvk/sjOHK5UoC3v1qhkYlpvjuNZu4jKcdyEqOVi0Uw9mBCb5DaF1oQc+sFxiCud7i1zObrrq8OX60eIs+O9YELctCYkwHLnHtf44trmjpaqUIudPxywSKgaYvMlCvECbkJu1I9IBPTqODfLM7YJWXHfvb07EpkQZEKMFjIhtyVkQm5LD74J0Uw1Z5vt/j68cWagqz7C4fwVJ4+AkGtXg/13vb83tbKPxiAnuZi5JlWNTEwlOBw5eNTM4vwVZwdH+4tW505Z+iV3cAQyvCB9bs+EFGsdyK3fjsWKgYDbuWN4Vt+EYFdRtmpCZBPzqkIIq00zcmPMd+wIzNNekTDShEzOK0enO7UOxDyyRz58ByYEfxSkfwyied3DIcsP39/q7VhszIS4deMXiLp06xprQnoSsQffdzi34Q+HGCwFbWxCsDHU3pQlWnk2Zo1+FBPS7OiW+8UP26KifUeHsm6qZHJkQtbVI2xCNJp5IsvUPBaP71941+3EuTgGiw+LwEIIhdLG1rEjZ2LBMCz/GDlE5GAqbOxS+wext/dCNrVaTaZwPvzWD6wCnsfdP4/F5kPh4BY+2Rn8pDbxzoW7IFuXTCqNC35gaIT4FfZaYaxS8D8Wl1LAGuH9unMIRNbRs3H4ZZbn33bdZRLeOzCHL9JIBPKWDKHjXwwcCIho/+dk1+f/w//DXwZ+8sfre20rrrHFt96rcNQKKXeq3uP8eaekJsYCTyQWCziMqcZU6zMXQ6vGl0yI0xBXweexieMDTb0THKGYNtO/bEKWnwlRKeWUkXIv8xMWftkktkAqZOMmJLVxQqWQced6whzPfHfw8Luvfx+BTAgyIUYLmZDbEjIht6UH0IQEf/+2dReJwZdIJGKRgMdoyAg98MOZ6ilycZTXrv2O1f1j03MzI/31Zz7bn1qhMyHO8eXD45Pp7qctfJJqmjsHBwZ6OlraW9t6JxgC8crf9Za55TMhw9pHsWHcpvtzTbFAOKBkdba1JkT75Hpg7oQITIh2xTzt7VhgG7Z4O9bgtGxyXt0ZD/YDuyOrh6SESrUmZCWI39iESKeITOxGJmhDuXpyXnEnJgSc2CRBDiZkYl6NX47AX4a7bCQ2NiFLr8116YQh1V2O0NqzzZ8JwaR94dWOEzlN48KNLmVsYkKgzVPQ6ynseZ61l1Bw/SgmpPzgsbjfPZn4p+eSn3op5dlXtqbkp3bE/faJlBde6wyPVEok65oQyKCtZQdUlPjn5xIffwE+ryrk6ZcS//J83O+eiP2fx+N//zQ0O+WZl/UzwFdYMe5/n4Sikp548caLr6e/9h4odcebSdAAqO5/Hl+p8X8eh34lPfHXVSVoC0l+cgeUA9VBA6BJoLXZYFEC1PVbrDFQIzQGLET6a++DoF6oHdoJGaAQgxVxJfzhmZWWLOnRNSFqjaa2cXj55byvfeIdFF7G5Yl1ixcXFUrV7Bzd1jXrtU+88DzLOnAyuqKmH2YlqVTe0DwCBmZ5UXpOO/4WqfiUOv0Vn3wNl9PW9OxbLp/uDKyuH8YfSiku73ln6YfSX/vUOzSqkr2wbW8Ebuuc/Gp/yLNvYpdZwOFY2aUTSWx8kZpDliSYGVwGEdj9nmf3hxuuL77v+87PAz76t+AvjuW5TzLm5Epjb8fCbsDkz8V5nf/sB7Po9ILqurqKgnQXsz2nzoe2zS2o1IJlEyJbmYA0YELczHAT0htktdtM92C6RqMQthbE7v58V0TlCI3NoLQmfrbbHEwI5jg0ssGKxCMfvv7U69+GFiATgkyIsUIm5LaETMht6QE0IYHf/u3wjdLKhubmpvrqvISgc8fOmHtm04XMkgiP73ZeKGvv7Wqvzbzm+M5zPySU9tIZlBuuJy8EptS3D/TcDDhu6RaZUzM0MlSfF+VqbRNRNskRbsWEDM3IxwnKiZ6cY1gg7Jc/pzLIBhPjahOiuzKwLs56L+q9PRMC7kUXsmtmlk3ILd6Opb1qMUHBLkGsXKnAHs7ewtuxloSbEDH+ZIWBAwFtYkK0rbUI71gxA1q3dou3Y+kciFl+17xyCDch+kuXZJQJIdx3JiTxz8+X7D7U5R3QFxK+NXV6+UMov7kJgQxF3+3r9Aro8g4s3XOkYNfBDk9/bPWrmHqvhrd7+ZcdO5307MsQ36e+8nbDZYeewNDlDKBu/5DK42fBMICFqLa8MJiYMl1dM1NbN5yR1XDFKfW1dzEfslQdOJCUF19vsnXUNXKpECiz9tzFsgPHunwCOz39C7/Zk/Ha+20unvp5eq+GtTh7FOw9nPDHZ6AxyS/8reGSw3BqxkxtPWgo8Uat9eWkZ14q+H5fp28QtBxba3UtWW9+uNySZT3CJkStCble+upHHrhJ+Gx3cGXtgEi8clFYo9HIFUoanRubXPfxD4HLb+AFvfiu24ffB4ZFV/QPzbv55jz3NnbR4Nk3nT/8zq+lY1KlUstkijMXbyxfHnnrcx9b5zQPvxzPgLwtyDe4IDuvdWyCIhBil1+USpWzT8Fzb7vgz2y8/20AGCGxXsvvBCg/OaMZhgV3OH/7xCs1q4nH13kz5VSHKPAD/BdClkV0+FOc21//6vvufwZ+8l8hX7tVRxG4VHAgYPPwtW4NjLVKxpgdyLrubWVmetzE9ITpKUf/+I4xolAq12jEzYkBNuZhU0KlQq9ILnXqusu50PJhImEy0cfGNquHIdLaHo2Kx5wrv+5qeTGkcXSe2Z973NK5tJ+sXUkjWiC1pXr/cPhcav2YwYkbmRDjhUzIbQmZkNsSMiFG6scwIZpFjaQ7N+bkt9+bHDl63PTYiWPgP+zj8xvnaByFUsGY6U5wsTQ7YXb2gkt4cr6nrVNxx5RAxBsojrxw1uKydxGNS2rMibl81uyUmdkpc8ek4naqQKZYL7TcxIRMQ9QLsT6oPcsEC4T9C7Wv6DXIBnkMroRA1DuDPYcgHphYWd2xDLsqopfHWBMyMScFI4TXi7+jtoykGpmWDHflgCdZNgDrmRBYlxKmNU/LVxumibCuGL9Es5zztkwIBPSDE5JJonqtAwFtZkLwO7KOZbcRtA+TaN3FcsNA65iQJQfSg5WsHJkUjy1dgTHQpiYE/KQSDp/R9R5Jx/VjmZCUZ17u8PTjzxFkXN7WxJuZxS5rbGpCkp96qdXBlTczx5+bBwPQ6OrJmZ6RcrhiJkvEYIAkLDafSBrNzU/96+s5X3xPaGgU0xkS9gK+FMSbJ/bHJuZ8+s1g0g0BiSyGRSy2kMEQw79U2lRpefZHXy5XF/+HpzM++JzY1AJVQCFiJhMrhM7gk8jjOfm9wWGCeSJveqb5smPBV7tYg8MyLlfMgpZANiYUCPm50zOlJ82z3v10KCVNSKZgtTCYIPjAnyf2hke1BVxdmJ6BYYSWSxc4WF+wErCmFn2/b7kly3pETYharRYIJUdOxyy/kPfQ6ZipaSq4Dl2OJSAoZ7EF+SVdB8yiXv5Q51hAz7zp/NYXPmcuJH/wXQB+WxQ4k+OW8RNTVIVCOUeg7zsRtZzz8OkYIonFYvHZC4ItiMMVYb/drsJ+1wkcCI3OOX0+GS/86dedvtwXSqVx8Pfn3iHQWYFA4upXgL9068nXnN75ym9oZB48FbYYXFljksh9h9Be+wsh2msgUw5/iXb76w6/98CB/CVyv0ttNIlHV6i2ckpUyqVCHptMnJ+fmyMSyXQ2XyID0wG2Qw1DwGEtyFUa/ZcCyKUSDpMqEEkEIjGPTecJJRKFbn5SwTL+ApPN5fEFCqmQwebyRbqfLlErZRIhj0RlcgViA5OETIjxgnqRCTFeyITclpAJMVI/hgkBVCIeh0qYg4kaIBDmSWQ6zLBK7Z+dFFIRf4FBnCeQKHQaY4FBZ4okUjAnUsECfKczOUqNWsBbYFBIsC6JyuDwRTBrG0zFOJuZEOylrmqYhUrcsUjYkKUnQ2BiXGNCQBpYUac+7HYs50rDkTfGhICmSWqsJUv3IOluatKibwDWMyGL03gQb4hldP+qt0vdjgnBhgU6hd9jthbnik1MyOIMSft4+hL6DgS0xoRscE1pyVroC5qkNSGdmPdYAwy+dgw33Pl/LBNy47lXewJDpewF3Tq3j4TJwm6d2tSEpDzzSoe7L+SEeL33anirf7CARpeLxWOZN3vDInsjoucbm8FXSLncUrOzhXuPkLt7lVIZc3AYW6pVd3BYxUmLRnsXcCMygZDY0NTq5dfs7j2WWyCgUvkUSo3Vxbjf6yqN/+MzmR9/RevtV0qltO7ewfgkXSEh4VDCYGSsDDwDg9nm7Fmy6yBYI7VSOVNT2x8d3xcRPZyaAV5FIRaD26m0sGEMj0Ah8/WNLd7+LZ6+hPpGAZVGaGpp9PDuDAjpCYucrqiSCQQKiWSqsASvJeutj5Y7vqxH1IRAVD00Qvhst+7nxiHmtrJLF4tlEIXrcqxGLld2981aXL7x4ntukHndJz1e+cjTza+QweSLRLLKmoFPdwXj6S9/4B4cXqor6I6RyhRdvdO7jobjhYPzueSUvtY7bQ2FArsD7ZSN7jdPnn3LZd/xCB5fDOYHDkuNQibNPC90+DPuQDh2fyDY/9ne89Wn/d//ReAnvw3f6VUXxxHzVOptsEM/CsiEGC+oF5kQ44VMyG0JmRAj9SOZkHvEJibESG1gQm4tI02IkVrXhBip2zIhmws7SW31ZLHGhNyGlkzIVuoFPWomhE+lClms3E++gaVxv30i98sfyF09KoWiLzGl9Nhp3ISM3chIevxFXImPv5Dwl+f7IqKUcjlnjlBmegovOfPtjwdS06eqa6su2Mb/+Tn8yZBlEyLj8gaux2a89h5eSMIfn0176a21JgTqqrF3hi4kPfFi1vufT5VXQkdGM282OLouzMJSKTiTtFffSX7qpVLTU92x8S1BIZkffI43oMLChk+miBc4pQdM8ZR19YiaEAis02+2vvOVH4TaT77m9LePPWOTa7FQewNgEfiQeRLLJ7jorS98nn5D97oqfb39pV9N3YBIBDutMDCs7LWlX2F//9uAytoBXUF3jEAoTUxveusL36VKfW/mt+teXXXHSKSKuqbRz3br7NPfPvG6GlGiexWYSqFmzEtiD+M/lM63+8OYw+M2nn/7vd/7vw767C+R+9MHyrkSgRq7VrHhMN7nIBNivJAJuS0hE3JbQibESCETsrmQCdEXMiHLPEAmJP219yZLy9UKxUxldcVpS92VkNGxntgEXFB4xrufjucVQBXz1XWZr7+Plxz/+6cT//J80pM7wGDE/lb3bPrKlRCZjNY30H8jHS+kydM39+Ov17kSolD0J92oOWtdbWbRHhDMJcwrxJKhG+mlJifnm1rAhEClfDJ5uqa2PTi07KhZ2uvvJ/zpObwuZEI2g0rjOnrlvKL9RfCnXnf6+IfA5rZx3bKNgWmIzuBl5rbtMb3+wjuu4F7wYH2pkCAiiaVQqkgUjtm5+OUf9zh8KnpmbtteXbXAEdm5Zb70ge7GsA++9a9pGJ2bZ8+TFrYsCo2LP0wvFEkjYqteX7JPH3wXUNs4gi/SyMTK4Rpx0MfYAyFOT054vXHJ553f+X/wn8Gf74g/njlUxRJz8V8zfHBBJsR4IRNyW0Im5LaETIiRQiZkcyEToi9kQpYxxoQkP7mj1dGNNTDEnyNsTcz+waQnXrwzE/J42qvvTBSXghmYra6tPHMONyFSHm9hZhYXc2Q066MvxwuKFGLxVF5R+ivv6JdvoGUTolIoJBwuj0TGCyE2Nud9/v1aE6JRqyXsBSGFCpJyuVIuj0eYLz12KvWlt4r3HZ0sKuFMz4iYLChKxGSyRscGEpIz3/kErwuZkA2BI3lskrLvOGYkINR++g3nYxaxJIpRflet1kgk2E+k7zwa8cqHHs8sPXoORZ05nyCVYT+VPjpBfemDld9cvxZVweFuz6uroHYqnfvJDwHPvqUr/OUPPT/4LvCbg2HfHAzfmr4/EnH0bDyXJ1ZrNLAjHTOPWbZPxyziwD7hT5toxFxZRYjI6xWh63Pi6ENJmQ6PX/36369++XycSdFog/Yx9AfbgQCwO505bTEyLYH57nYFUUh2QTdETgbpxqh3hAfnBojbDNKNEdQL5mfL9cJ5Zcv1QoQKAa5BupGC4BjOK3BiM0i/peCEBGYAghKDdCPVPcSpqJvcWr1gBsB0GaQbKTBsEFjDadgg/ZaCesEMgOkySDdSHX3M6qbZrdXb0E4C02WQbqTA3xZXjmyhXlzltROwpbawZ0K9ELFtuV6IFGHP3Fq9BeVYhGqQbqTAsG2tXohuC8sfchPSN4IZaYOOGymYGGGbbuF4x+e3NSZkEAbcIOctBZsVNi5sYoN0IwU7FRxKU/My3IQQyJI7OVk8cCcpUP8ov0L7l6N7bEIS//x8xt/eK/jyBwjHb6nCr3fnfvy1gbLf/jjhD8/c6ZWQ19+fKqsAEzJdUVVxygI3IZSungYPb1x1Tm7pb380llugEEsIlTUZr+muhCT86dmU5/+W/uq7yU+/FPe/T+KJK1dCJNL55pbWwKtYIe7eFecuQNvWMSEqFXN8gjYwKKTT1Uolj0RqdPFIefaVpKd2ZLz+Qd5XO4sPmLQFhcxU1wrIFIVEApaj5owVXhcyIRuiVqvrm8eeX3q71DNvuiSlNfAFKy/nvSUQl88S6A7uWW99ofuh9Dc/90nJaAQLIhZLcws7lh0IqLx6cLt+y1wmU4D/wX9GcFl38uZfEPgl6yspPL4YOjUxRf3bJ7rLICDfq8UwLPhzMhoBUxJ3UuTxsjjOVEocPZLj8JuQr79Js2md6zP+l9Hvc2CnSkvLKqsdh/h4K6pZk3JvVLPVBt+h7rDeLa+O6r0tPXD13qEesXorG6YeYhNCZ2tGpiXVjTMGvb4N3cH+PznD0jVFa0KqGqcM89x9Qfzd3EWdJSlxE0Kmy8GSgUs3yGasHsCTVGX9VHsfc3Jede9NSNH3+yEc7/IJuqXK9ptgD12sFdiMOzMhOZ9/S+3tU8kV3THxy8+EjCTeiPvt4zr97smEx18YiElQymSMoeHCXQfwkjPf+3Q0N5/SP9Dk6Zv41A68McsmRMrh9IVeT33xdbwQWAqf13smRFp92T7z/c87QyNkfL6YyeoMDEl+akfl6XOEtvbphsaSIyegkaDaC1eEDIZapWq6aI83AJmQDREKJYlpDbgDeeo1pxffdevum70tn4A/IkKhcWKT6z76PhAsx6e7ggeG51UqNZ3Bc/DIwt9v+9zbLl/tuzo8StrkaZPbQiyW5Ra0L1+p2Ba9/01AXnG3WCIXCCV5RR34G8Cg/S994JaR26576RZ0jEUQ+b0jzbSVkkdnqFO7s+12ZlwcpE4I5drH1h8KFAqFSCSdJclnkJCQkB4EzZEV9AXNNj0VeH8BnWLzFok09RxZadDre6MF3spLVpRKzeS8Qv8v9PdG43MKiL/nqRrchMgVapFYKRDC+fpRkVCkEElUEplGpsB86baEG8aYkJSnX+7w8IVAHOzBLdV/LdKgqGXdrgnB3441mlfYG5fYG59E7enF3nK7sFCw93DB7kM6E5KQol8IeICGyw4CGk3GF8zVNza4e9W7uI8XFouYTPAAdTa2yz8VsmJCFsCERNx4/m/LhaS+sL4Jqbpkl/z839Jfew9rCZcrIJGLjxyvsbnMmpyUcLhTFVX1Lh51jq7jRSUyoVAuEtWdu4gXiEzIhjBZ/MvOGa986AF6/VPvg2aRZApnC5E0rMJeEBaX9+w9HuXmmwf2Q63WjE2Q9xy7/urHnlD4O1/52blnU6hYU7cFqVTe2II9OP7aJ154+7eujzyhkE92BgVcK4UWgtlgsfmeAfnvfOkHS1//1Gvn0bD2rim8Xo1CphxtlhV5qqmTUomwbbbXry5ugDqhUqseGgeCA70BN4qEhIT0oEi1TZHZ/QZ0CnyIQWfvpfStnVq9yOQsMhZ+HIEZw/8eiNgWtv3BdAijDYpa1m2ZkCZPX87MrJTHEzIYfAoVuypCp7PHJnquR6c8/zfsd0Iam8Us1kBkrH4hoIy3PhxKTefPE7EVqTQemQIfBBTKRGHxzU++Xs6m+52QllY+kdTtfzXl2VeWF602IR6F3+5lDY+KmawK64sJT2CvzyozO8sYHhExWRMFxcWHjg0m34BChHQGOA0eiSzU/uTIbHVt3pc/4AWWnTRnT05x5+eL9xxarmWtHkUTQiSzr8dVufvlgfxCinILO/gC3Y9IbAGpTNE7MDc4PA8OASLykTHitchyvPCA0JKq2kGB8PaatwlgcjhcYWFZT8C1EryKLcvDPz80qqK+aZRG5+KF0xjc5PRG76ACWOodVJiU1rBsnzRyqYo8qZEIFtUqmVI+QZ9hChbw325HIBAIBAKBeFC4f0xI8tMvtTq5CwhEIYnc7Rdccvx05/XogbQMnVLT24NCSg4eS3r2lbjfPZn2+vuNXr59SSlVZ631CwHF/e9Tqa+8XWt1aSQnb66lFTRWVNzo7Jb+xgdgPPSzpbz0ZrO3f090XPmx00lPrAwC9LcvJEJIpvDnCM22Tjc//LLjalhfYkrOd7vj//Rs3G+fSHr6papzF/pvpHVGxebvPgjV1V+wG8svxKubqsZekJX9wRfYy7i0Bd788vuOsOtd0XFZ7+te2ruuHkUTolCoJBI5GA+QUCSFz3fyWicwBnK5UqmEMrA/RskVSrFYJtAVLpPJFNsbrKtUamgwNBtv/5YF1ggKAQe1/Hpf6IJEKod0fCnUorsXC9CowX5g/8LRqdEoVMqH4DF0BAKBQCAQjxr3jwkBa5H4lxdSnn0Fqkt6/AX4nPTEi+BMlgU+IUHrAWL/53FYN/HxF5Ke2rH8GtwV/Q/2cAisDqtAaSD4AJmxG7G0T4MYZIPuY8X+7onlRVA4NACaAetCBqgCy/bUDszDaN/wC5kT/vxc8lMvYev+8dm4/30Syl+p7pmXoanxv38ae8IEL/APzyQ+/mLSkzsgEU9ZV4+iCbmvEAgEAwMDIyMjIpFIl3Q7MBiMnp6eubk5sDu6pG1FpVLx+fzJycmurq7R0VGhUPiQ3X+FQCAQCATi0cEYE6J9Ra87e2hEME+8pXoCQgyKWtbmJgQJmZC7BYTvYAwgaheLxRKJBP4BmwFAa7X/F8MHSO/s7CwuLrlxI7WlpQVSID8AS5VKJXbRAXsCXg4lQKK2EOwD9F37VQpfU1PTuru709PTCYR5yACWBs+pUqlhXWgDXi8k4unwFf8M6+INWF4KKdBgAD4AsC6UAHmghaWlpeBDbty40dTUBJ4EbwmsCNUB8AFvDKyr6zwCgUAgEAjE/YcxJgT7EfEdb+Z88GX+Fz/cUpv8OgcyIZsLmZC7BUTnVVXVsbGxZWXlSUnJN2/mhIZey8nJKSkpvX49Misrq7S0LD8/PyoqKjj4akhISGRkZGVl1dWrIfHxCYmJiePjEwotra1tOTm53t4+hYWFYAMyMjIuXLiYkJAI1iUzMysgIBAS/fz8oMCioqKwsPDY2Ljs7Jt0OgNcBJvNzs8vgPLz8vIhHaoGuwKNCQ+PyMrKBmsB6XFxcVBdTEwsrFWjJTk5BUpmMplghKCEiIjr4JEqKyuhKH//gMTEpIKCwpSUlOzs7GvXwtLS0gIDA4uLi6Ejzc0tus4jEAgEAoFA3H8YY0Lgq/YFuE/E/e7JW+u3K/c1GQiZkM2FTMjdAr+G4OnpCfE6WIuenp68vLzGxkYI98EqwFcwJNXV1bC0oqIiNTW1rq4ODEBkZBR8LSsrE4lEarVaJpOBMwEPAPT29lZVVcG//v7+YFpCQ0Pr6+u7urrm5uYyMzOhroKCAvyiSkdHB34hhc1eKCkp8fLyAusC1TU3N6empvX39/v5+UPVsBZYC0hpb++Ij4+HSqFMcCBgloaGhqBqKAGaAfYJ6sXtBxTV3d0NpYGB6evrA68CsrOzh3/Bz+AbBYFAIBAIBOL+xBgTkvTEi/WWF+dKK8iNLbhmi8uqjp9N/MsLBmttrs1NSNLjL9SctJwrKV+uBdfwjfS87/bo5zRS8X96tmD/0fmq2uGk1PRX3wWDZJDhfhMyIXcLlUo1MTGRkJBQWFgI/4L9GB0dnZ6ejo6OmZqaGhsby8/PJxAIYCSGh4eDgoJGR8fAQrS2tiUkJEJ8L5fLoRD4F/xAVlbW5ORkmxY6nQ62ITAwCLwBOBlIp1CoYCeg8Js3b0JpwcHBNBoNb4NQKASbUVpalpubB64D6q2vb4BWgYtoaWkB0wKrV1VVj42NX7t2bWZmBhoJnyEnlUrFb8cSCARgk2BFMEgDAwPQl/n5+aamppGRkaamZmh5UVEx+BxoEnzG24xAIBAIBAJxf7K1B9Ml2h/QSHnmZYO1NtfmJmT5Fb1KqZQ7P78wPcObJ0q5PAmHM5lflPT0S9hllv99Cn+UHJT4+Iv4s+Zxv30i/o/PavVM4hMvahe9AJkTn/xrhdVFhUhE7xvI+eir+D88E/+Hp8GZQDb9x9DvHyETchfBL2VAdA6moqGhYWFhQSwW9/b2gQNhMpkQypNIpN7eXvi3rq6ex+NJJBJwAt3d3QwGAzwAlAA2ACJ7yAMeQ5uTDClKpXJoaNjb28fLy7u1tXV2dhYWiUQiKAHq6urqBu+h3wDwFSkpN7q6umCgoDQwQrOzc2BUoEnwGZwM+IrBwUHtkyQqSIfmQU6oCL5COyEDNBsqpVAokB9fxOfzm5uboSKoAqqGvuBbBIFAIBAIBOK+5T40IXwypdbBpcTErMrcZiKvQC4QMIdH837YB67jxo43S0+a11y4UnPRrvys1Y1X30n407OJz76cu3Nfzg/7sj7/tvLceVhUYW6d8tfXk555edmE5H7yTfKzr2R99m3u7gNZX3wH/kS/6vtEyITcXXDPAE4AgHgdABsAKXgi/hlifYVCgV95wJ8DgUT4vLYEyAMlgJkpKysHq1BeXg7mAQoB8EX46vAZXxdsSXl5RV1dXVFRUVtbG5QApcFSALLBV1gRzw9VwOp4XfAVPuNV42Xii7Tr6RbBB3wV+Az/QlH4ZwQCgUAgEIj7lvvRhJDI5ebWOV98X/DD/oG4RBmfzxgYuvn1zuyPvpypqpGwF8QsloTNhn9pvX2FB00KDppwp2eEVBqfTJYsLEg5XPg8kpaZ9f5nOhMyMFi890i7f/DC5BR7fKLJ1SPp2dtr+b3RI2RCIJiGkBs+YOG8NhyHEJzP59PpdAaDAQVq3/IkgRQWi4VfNIB/IbaGD7AI/oWwGwrBP+NlQn4I9GEVsfYVWEKhEBZBHoFAgOfH64J0qAVywmc8ZIcUqBHqBUeBf4YSoEBYCuWz2WwoAVLwz5ABVoE8+KuomEwmgwH/MKGd8C+kQ43QBi6XC9lwewCNgRXJZPLIyEhzc3NPTw+RSILqIBssxRuJf4B/AWgbrI6XDwXCupABug9foSjIAA2DD/giyAZNgq+QCNkAfDQQCAQCgUAg7mfuQxMiFwopvX3E1jZyVzefTFGIxZNFJTdefqvs7DlaVw9zaGQgOn6qqEQMkSqb3R54tcj0JHgPuVBE6eoZjIojt7bLBAJa/0CxiRluQrhzhIHkG9gvmhNJvTHxqa++E//HZ/Srvk/0CJmQ2dnZjo5OCNOHh4c7OjogxK+qqu7s7LS3t3d3d09ISKyrq5uenr5x44a/f8DQ0FBfXz/8KxSK2traxsbGKRTK6OgoROrdWvAyx8fHvby809LSINbPycmtqamBPFNT09nZ2ZOTkxDZ4zc7ZWVl2dnZlZaWtba2QhAPziErKzs+PsHV1TU8PLykpMTPz6+vrw9iejAJTU1NQUFBKSkpc3Nz1dXVfn7+FRUVNBotIuJ6TEwsJMKi69cjoUb8mZOIiIixsbG0tPSrV0OgweAQ5ueJ0C9/f39nZxeoJTY2DtIrKyu9vX3y8wvAjUCBYGCgYS0tLWAnoD05OTmBgYE1NbWQ08fHx8PDAxIXFjihoaHQZiqVCm6koaEhNjYWshUUFEI3o6NjYF3ITyKR8NFAIBAIBAKBuJ8xxoQkP/1Su6s3Z2JSTGfgWhgbb7xgp/8r48bISBOiksvBVIgZTAmLLeMLwIQQm1sz3//85sdfl+w/Wn70ZNUlu96EZD6VKhOK+qLjcBMiIFNqzG2SntpRd8lewGAuEAjV521xE4L9jVks1mg0I1k3M9/99L59Qv0RMiHZ2Tft7R3a2tpjYmLAhFRX17i7e2hfDJUAkT2E2uHhEYGBQUNDwxBhu7i4REZGXrp0ube3F3JClA/mJDo6GpxMfn7+4OAgXmZZWRl4APAM4FusrKwhuA8LCw8JCU1MTATjAXV5enrV1ze4urrl5uaCMXB2doZy6uvrwaXMzMwkJiaBn/H19QOvwmAwYJ+BtW7evAlGBTwGVARxP4T4kA3sjaXlOfAVYFEcHR3d3NxTUm6AA5menunv7wcjdOHCRehXcXExmBloAHiSxsZG8CrgXiBzXFxcZWUVeAmoF3phbW2Dv9IXnBL+rDx0GTp++bJtamoqrAXtUSgU0IaAgMArV67A6pDz6tWrMCbQdygBVklOTgY75+vrCyYKHw0EAoFAIBCI+xljTAj25Pfvn078M/bD4Tr96TnsF8H1f4DcCBlpQjjTM3m7DqQ8+0r66x80+wRAMwQkcuNlh+LDxyfLKmQCoZTLE7MXZCIRWItlE8IenyzZdzTxz8/XWF3iUahcEqn2kh1uQqAXmBYXZ+vqsz78ApmQjbgXJkStVkOe2NjY8vJycAsQsldWVvr4+Do4OObk5EIwTSQSYdG1a9eqqqqmpqYg9A8ODk5LSysoKLhyxS4hIRHibPAPQUHB4BkCAwMhcIcYXSgU5uTkgFWIjIyytb0CjgXyg/3o6uoCP+Pn5+/p6Qnh+82bOeAWwMyAY8nIyIyKigKHU11dDY4FSpufn6+trYUmwQdopL29PRgkFosFVYCjGB0dA28ALYTG2NhgzgFMSFxcfF1dfXJyCvQCnExdXR2YHGdnl+Dgq2BIoJHQtaio6PT0jOLiEnA+UKmfnx/4qMnJqaSkZFdX15aWlrCwMFgLhhHaAL4I/Am0ECxHRMR1MDxkMlmlUkEjoepr18LAcoBTAsAgjY+PQ6KHhyfYKnA7UAj0SDfQCAQCgUAgEPcxtzQhjeevZL/z6bYo/6tdQxlZKrl8cxPCnSMUHj6W9tp7mW9/XGl1UUClienMNlfvkZx8+EwfGa2zvNDi5s0hzIMP0TMhE8V7jyT86bkaq4tLJsQeNyFiNnuipEzC5UKPwAUl/OX52I1/zORH1KNiQhYWFsBaEAjz4BPy8vJSUlIgEAf/kJqaBmaAQqEUFRWDGQgPD4fAHRIHBgYgJ9SSmZkF7gX+hZSsrOza2jpfX9/29naxWMxgMKAQcAsQ7re2toIhSUtLhw8Q1kNdoaGhYA8A8DBgHsAtgOGBCB5MTkBAwMjIaGZmJrSqt7cPKoI4nslkyuVyyAy1l5aWQrbsbOz3BKFMMB7x8QlgOaBtZWXlUCM0DPwGmAFwR+A3oEdgGCIiIiA/1Kj9fcOcsLBwMB7gfPAf9ICc4ECys2/CZ1hd6z1SoRdzc3ORkZH19fXp6enNzS1gQsACwaAplUpoGAxRd3cPNBtMCAwaANYI/5lCqAIyQE+vX78OI4wPNQKBQCAQCMR9yy1NiIhK40xMbov4c/NiFkujUm1uQqRc7mRF1Uhu/lhBEaWnV8rjcaZmaizOzze3SjhcSm9/xdGTHd4BIhbLSBPCHBktO3JiNCcfaueTyPm7DtzuL5zcGz0SJkSj0chksOFEEFhDoM/WAumQAkYCPkMsDgWqVCpwIyQSSSgUCrTAilA4jUaDpRBn83g8yDA7O0un07W324n5fD5k5nK58BU+k8lk+AyZoTr4INE+tk4kEgkEAkT2UA5kg3rBe8AiyABlwurz8/PwFeoCoEnQACqVCk2FDLAIVoSl0E5oyXIhkBMywFJoD6wCXYByYCl8haoVCgWeExaBt4Gv0BdoNnyGNkOToF48ET5AObA6FAWtgnXhX0iBRsJoQAPwevHGwGfoCFQBDcDrgkJgFSgWMkCTsLFGIBAIBAKBuF/ZyIRUnrvAJ1MgKlIrVdsuWnfvzfc/X2NCXm538xbT6Ho5oXYlmI2+uMQbL7/dHhoOYZxapZIJhQoIxuRyiGV7I2OKTMzETCZrZLR49yEwIdWWF7hEEocwX3PhSvm58zI+n9bTm/flDwU7D1C7e6Rc3mh2TsZbH+lXfZ/oUXkmRBvh64DwGv/LPfwLn3HgM74I/4x/1c8DX+EzRNsQeS9/NQCWwiL4oL8UEvF0fBHeGHzRcpnwL9bK9aqDf5dZXoQXgheLp+MZIAXSAW1GHfAVXwSf8Wx4HviAlwMf8KX4Z/h3OR1PXP68nA3+xT9AOgAfsNYjEAgEAoFA3MdsZELS3voQIvjqKw7VVxy3XcUnTic983Lc6nuiEv74TPbHX1VYX1zJedm+5NipjDc+SHn2lbj/fSrl+b8VHT7WeT26Kyqm4tz5sjPnKi/Y3vx6V8qrb1dYXyo5ZXHjpTfjfvdk+lsflVnalFlYp7/zceqbH0AeqC75uVcT//J8wb4jlRevFB0/lfzCa/pV3yd6hB5MRyAQCAQCgUA8ymxkQuJ//3TCX55PfPKvd0Pxf34O+7Hz1TVij7//4ZmEv7ywnC3h8RewnMu/bv7bxxP+9BzYieRnX8GW/vk5LMMfnwXjAR/gq+4H1LUtB8X/4WlI0RWCLfoLZE584kVYtLb2+0HIhCC2GQ12K5daKpWJxRKRCAkJCekuCqYapfYO0i2gVqulkvsI/HZZNput+45APJIIhUI4Fu7eHRYbmRCkey9kQhDbjEq9yGAJomNTL150tra2R0JCQrpLsrFxuHzJicHA3qWxBUQiUWFBwXlra0d7+x9d9leuXLxwYffOne+/957BIiSkR0rnzM2PHT2qUql0B+p2g0zI/SNkQhDbjEK5OEUQ55f2tvVQO/vpSEhISHdP2XlNLBZXN/vcJgKB4GZ2dnFREf3Hhkql9vT0WFhY/OY3vzE3N9elIhCPJL09PSePn0Am5FEQMiGIbUauWJyal5VUj43NymfIi0hISEh3TZriin4OV6SbfW4T3IQ01Dfovm8rEEJxuVy2EdBotO7u7uPHj//7v//7L37xCw8PD10RDx0wJnC+xm85MxLsZZJisW79hxGlUinRvkiTy+EYIz6PB/nvXoB+PzA7M3POwgKZkEdByIQgthlkQpCQkO6V7l8TIhKJvL29HY3A0tLyb3/72//5P//npz/96c9//vPQ0FBdEQ8dED13tLf7+/vrem4Erq6udbV1uvUfRmAnLCkqCgu9FhwYaIwiwsJqa2pg79Kt/zBy100IjZ6MTMj9oTTMhCQjE4LYNpAJQUJCule6f03IwsLCn/70p3+7Ff/6r/8K9uOxxx77u7/7u5/85Cf/+I//CNZFV8RDB4/Hi4uJefqpp3SdvxW//vWv//s3v/H39dOt/zBCpVKPmZr+7//+738ax1/+8hcfL68F7W+dPazcbRMi4/IKvtqV+9FXSD+6in/YP1NQrDTiaqcu9N9ukAl52EAmBAkJ6V7p/jUhTCbzP/7jP8BUgBV54YUX/roBTz751M9+9jNwILgJ+fu///vjx4/rinjogBN3+LVr//f/+/+gm//93//97LPP6kZhNTt27HjjjTdgZGBA/ukf/8nNxVW3/sMIkUjcvXv3L3/5S9hVfrUx//zP/wxmFXaVf//1r50dHZkMhm79h5G7bUJUMpmASOLPziH96BKSKeAJ1Ua84RCP/LcdZEIeNpAJQUJCule6303Iv/7rvx45csTRycndw8vT00df7u5eNjbnX3zxrxBq4ybkscce+7d/+zcTExNdERgalVIhxV7eKwLEIrFcoZTLFVL4hKdg/5NAigp73bA2DZIAiVQm1/52LawvlwogjwL7qlYqZFIJ5IK+C4VCiQTSFRIoWPtSVGw9bEUo7K68HRVO3LgJ+cUvfvH+++/b2l7xgGHx8jWQt49fdnauubnFRiYE+iSTwBBI5UqIUzWLapVULBEJxUq1Rol1F+ugdiQkEplCpVKrlEpsMZ6KvdcZBgNGA2JRuVwmUylk0HGhbuQkMqlUIZdJZQoY00VsxOSAVI79OK+u+m1l2YQ88cQT8GHP3n179+430L598O++L7/8GsZtIxOCb2i8g9rNiG1FLF2jlklEUtjQ2h5gmcQi2DdgrAClDPqpgM/LOwaMEuw80H1YUS6VigTYuGl3DAmsBQvkMjmUe1d/n/humxDEgwge+W87yIQ8bGxiQnqSLHeswaVyVZ51s63No9NA/nFdlhXWybw2m8eAYZ4VDbjoMgGWMQMGS1e0qp0PdoHLQ7RZaUhI958eABNiYmLqHxhRUD5U3kCsaCRVNVNAlU2kwqqJA4dP/8M//APuQID//M//NDc3r6ys1BUBqBWMuaGUgCtmhw4d2n/k9DmX0j7C5FCHj6XJgYOHDh48dATST7kVt45xBOx0r2MH9uw6fAhLPH7KJqh4EGJtKWeuJe7ytyc9msYoSrmE1l/icfHs/j27P37/g507d5udPheTX3Pt5NHdX30Ha4FOnroYldfLF8l1DdhW4MStb0Jc3Xyqm8mt/eI1EtbVN1tZWW1kQjgz7aHHDxw4G9o+RdeoFUr+TKydzdef2vezJZS5waJor5NHDx/Yt8/07JXrOS2UBT6NMOB2+vtDB/YdOgAcc48sHCRQldxh/5PuxY39szXh3+/av2vP/iOHwDBahFxPL45wPBdWM0kXqBTShammCP/gpKY5iOp11W8ryybk9ddfd3R0DgiOCglLCg1P1ldEVPKN1CwrK2vwqBuZEMkCsb0o9uzRI4f3Hzh+8lJwWg2dK1QvgofilPqdOHveo3VeKFGoSIN1tmYmgYWDFJ5UIZWOVyQnxRbOc2DtwZuR3ib7Dhw+cPjMBZ+sxiGxjFnoZ7/zi2+PHDwIO8aJE2cD4upqsmIu2qXTVJot/jSPcSATglgLHvlvO8iEPGwYcSWEHWO2WUysDZ2Dy5ZTKoM3jKG1ofOGFmVZBtnwgHvjApcXlXlsGJevWvRAF4hvDrP8MmzY1y8KCel+1QNgQo6amPoFXo9Lrb/ifD0hvbVtUNYxrGwdkIbHVfzmv/8HfxoE+OljPz118iSEpDKZTFeERiPjkevTQy65R1c3tnV3tNZkX7e5HFdSUel+8nxCRVNrV09XR2tmkINvSOYolRbjfsYnOqOjB2NgaGyGwoEwjjHR7H340Bc7zZIq+4UyuYRLmxobqqsuPmtmFp9b0jcE0fhE1NmzziGZvT09oMGhsTkqV6a4K/EfnLj1TYi7Z0B9B7N7bNFAXaOqhqa2TUwIa7zJd883b398KLaklysUENpzzv7w7QdvW3eRSCVxV82vhJTXt3Z1ddYUZTpa2xV3To6P9162ssgqr+rq7mqrL/a2OReYWsNj97sddsypbJ+uvLrbNj6vtqUX6Buenp4hDZWeN7MvaJsUiPitWcHeQclDFD52YeQusGxC3nrrLQ9P7+LqicYuTlMPf5U6qUXFlRcvXvp3YB0TollcVAxXJthbO2eUN3V2dTeW53naetaO00VSsZTR47xnz77D5yLLRvki2VxPxdm9n35z2LGsnygRi4fyo2IjssdorJIYLw+fyMqmju6uzrK0qEvnrw4xSJneLlbeKV2dXbBjDAwOTxOZLdlRFjaJZGRCEPccPPLfdu6dCdGolTKJkEmjUilayBTmAk8kvSt/77ktsEuiUgGHRZ8nkqBVuubR2AKR9HYuiWvkMimLShOJpcr118IuK4sEXLquAoBKZ3GEYqNqUSkU/AUGXyiSKW9xTXr7TcjSX/Q3usRx2yYED9DN8nuWM2yYvkFT19aLOaV1IvgHosDjSWz4oB1kZEKQHiw9ACbkwMFDJsfOfvDJ9//5//7fA0dtKpponSOqhi7+2+9//dOf/gzibABMyM//6ecF+flq7S00OBqNmktoinO3j6qd4YjkGrVcISIWRCXm5JV5nnGtI3BEKo1cIhooCPPziuyYo0Z7n48raRcqFHKFQqlUYXfjaBSDFcl797mHuF8JSKqkCRXa2V7NoM24ONg3jM4pF5WLamrKZdvQmx0KLUqlUq2+Wz9VDSfubTIhLf57TS3OWtoHZY7MkQtDna2Pnf7h4wutg80OF70jK8ewG4wWNQIWpdT/kldydedg72Vbx+45shLOgypZc7LnJdvwGUqf8yHMhMxUhx4NqBygcLXdV6lVCqmIXXjVzickc2S61++cxY3KPqFSc3fuUFtlQjy9fKuaybB7GAxIxwC3tLx2QxOiUS2q2Wku1pfCS4UqjUqzKOYxu/JSy/opXC6b1BR/6GSIr7fP5YCCBa5wtrf67EGT4yf2e8RWkFi8/tzI2PCMoflRVzOztKo+iAaglzzaZHVsZPvcXLa/r0tCo1gswfcMGJrewjhkQhA/Cnjkv+3cOxOikvFGm7LPHdi56wfQD998+c2pK8HlffN35Y8bt4NaqeDMNnge+/aNdz/b9cOuvbt27v7uqy92WaeW90tUxp8M1PS5EaeDh9MbhgXruRA4n0m5hPKkQJPvv/zymx92/vDD99/tOmrhkl07KMZuFdZl2wgBh33T75xLTBGZj5/GNuRumBDdDUjGhNrrylgTgtWCR+Q64RdhDBuztoXaHhmsi+n+L3BFyIQgPYC6303Ir371q+eef/7//s/v/umfsFdg/f6PT12LKW/sFvhezf7lP//LY4/9FBJ//vOfP/aTn/zLP/+qtqZGfy7WqNXUnpyrl5zKJ/gi7D58LA2gjffqTIhSLRWwK687e/kl9pNo0Z6WQUn5w5OTE5OTswQKTyxVy5lFUcHWwbmDJeHO/okdRJ4Km74NTUjSBRuP6/mTWmYJJK5Yoc22/cCJe5tMSFvokTOJWcm29r4xhSWXT1pfCwww+8Gutjn30pWIgkG6CiLxxUWZgDmS63c+JKesvX3JhCyq1arRkgj7iz69U92OBx0wE1IVcsAptaytf3JyapZA5UsUKrmU1l/sc+W8o4ONmVPWIHGLv4ZpDNtgQtTyRcl0iOUF/6xO3WbDdhPsmQ8hY7Y6xM4jv7u0MP2khdcsizPV23jO1CW/8Lqri39W01RnVnjstRuD4802B23K2qfw1bG1NeC62AUBnhcCskZHR2HHmJmdYwul3QWxyIQgfhTwyH/buXcmhEtoi7E5aeWT1d4/Oj01MT7Y6HPi8EXHFJJEyWQw6WQSjTI/Mz09T6ZxRTKw/NiFA4mQSiTMTE3NzM6zeCIp9gcmCZ1Gp5HmqfOzU5NTFDpLIIWgXC3iLdCJc5MTE7PzFMaCQPvEl0oq4lPmZ2H1OQKJCYUqlFKxmEkh0ylEKhTCEuKXvLF7NmfqAyzOXLyaj11Dn54aHeq6duGQrX/yHFeuVCp4C8z5mSkofI5IYXCEKrVaxIf6qCwmnUCYm56Zm6dxRBIpbXbYYf/BtPohnlQmFy3QGCzmgmDpTKJWKUTdmd5nTlollLYOj01OT0+Nj/TnX7tsYetfO8qQSGUCLps0B9VMEcn0BYEEBgBGALpAJszMzMyODA0nup1yiCwg8WQqaDCTBoM1MTFNZ3HF8lXT0V00IWttw9ZMiDZwX2et1dl0zVjvAsJqD4Mbg4F1OnX/F6gnZEKQHkDd7yYEgkv4F5wGfrnjH//x57v2n80sHHrltQ9+9rO/x55E//Wvf/e734EX+X9+9S91tbW6lbWACaF0ZgZecKmcEmhNCJxW1DKZnDTU6nriwJFjJ0xMTI7u33vg0JnEij46lxnvfOTg/v3m5haW5ha2TjFd80whqSvIJfB6cTuhu9jhkldMw7QCe5Lb0IQkWJ7Y/fWuc+YWoCueQc2zPPndufUITtzbZULCj1kVdg1Eu17au3PnycvJxdk3zuy0q2nIumgbWTLCWDIhrLHCAOuAjKLVJmSsLNL+omfPpM6ETFcEf7fnyL4jZlaWVvYuUf0kvkatkgtpZXF+e74xLxqi8CQKvN67wfaYENFkwNmLQTe7dQlqOEtLFUoFebzb88z53N7JzqZy66PmhcOUgfYGGzOvjumh9IgAS48b9SnBkaEpgyP1FgcuVHRM61ZXKpRysULBzPG68v3n31mcOQM7xqUrjoXDjLbcGGRCED8KeOS/7dw7E8IeK/M8csgqtGxklsoTCKRSQXdBfFR0HlEgaoi3s7Zy9PPzcXF2dHDwisltXhCJeSxyR2GSp4Pt5cu2V2ydvK+l904RuZxR/+PHvHz9A9zdXO0uXXYNK+2ZlvAoTQVJV6xs7K9cuWhjFxRfRuLLOSxST9kNVzu7K5ev2Nk6+V5LHyOzybPDwbY2Hj5uly+43KgckciwAxk3IUFWVs5xDVT6glDIZ9Lnb7ges/aInGCK2PNDBXHBNucv2dtePmd1JSCxiiGSUwYqzpuc9Q+L9HJ3d7SzPW8X1D5OnJsacth3MLW6h0QlVKaEOrqHVw1SdAexWqEQzvgd/OG86415gVyhnaBhlqJPNmdEJlT0kehzw2Up4bYXbe1tr9jZe0Zn1sK8y2GSeovjnS5duHzZztbBy2L/Nxev5cwyeMShxuRQX8hsd9HW0Te+YZio1Ky8K+PumBDtKhuYkNUYXhNYN9v6FwRWQny9Fm4e4q8sXa9T93+BekImBOkB1P1uQv7lX/7lo48/fuHFl//P//klhNQ//elP//O//u+egxa/+pd/g8///Kv/5/sffnjllVfWNyEaNXO0LMLOIbuXwZcqsSewReTa7JLK8go3M4vgGzdTE8KsD+22uFY+Ms8QCtkJXhZXb5SMz2CQqVA/e6Ypzfasta331bgw3xOHTI8FlgvkSvUaE5Jofc4rtky7HqxI50mxVyfpGrGtwIl7u0xIxInzZeP0jorUC6dPx9ZO9VTlme92aOmpunL5anrbnFJrosRceluCq11UcUNPl97tWIrenKt2l6+Ozfc6aW/Hmq68uscxo7ZnZHZ2jkxj80UQUcApTd5fk2V6PmSeL1TclcHQsR23YykX5aToC9buKU3QVGisRLAwWF3aNk7qbSg48f1+39DwEH/PU7u/PZ/U1lhbdf6UzyCLOdxean3E0tP5ir9/4uB0t+0R84KmUfxULmASWnNyRqjELG/XiyEFU5OTsGMQyRSOWNaRh66EIH4c8Mh/27l3JkRIG8n1sfrsq4PnHfxS86v6xue5ApFMroDwvDTAZP+hU0lVA7OEmdrchMN7rRpnqX31uZa7TaOKm/tHx4a7611PH/G8nj1J6LJ5/d3zjpFdE3Pk6c4Q+4u77ZNJI+V2llc8kitHx8dbCuOuHD6TP8Lur0o6b3oiOLtpYHS8p7HM6cg+9/Tmnp4WB9NP9tgE3KxsmyQtgBuAhuEmxN/8+DHb0Ny8wvLSopspYSbffecVW0xk8waKQi9f8cqu6x4bG8qP8vr+q1P1c/yRpsyjX39y0ie7c2R6YrDT7fgB/4y6oZEBh3374wsrStOuHTlyoaxjgi9bOoaVYimpaf9Xux0SGxTY/LoKmUTQlup+4ZJ7dm3v5NRE3c2YszsPxTXPdtdkWe89cvVmU+/wcE9j3snP3jgXlDEyPZfsYuEcnNLQPTg92hF2xeL05USaXLN8C9gDcCXkFqXh1w2WXMrGIb72Se7ldm7iGe7jAvWETAjSA6gH4JmQw0eOXrritufAmX/91/947LGf/uSxx8CB/OxnP/v7v/+H1974IDU19c0331zXhIALEVL7M4OdvTM7ITYWC9j0gcLTRwNSb5bgt2NxOLSJyqhjpzxKemZ5AnaC74XY4lY+nBGxF6nKeQvsmmgPJ0e/5PSsm9lZIS4XfjjkP86TydVrngm5dDkku127HraiQnm3XkcLLV7HhIyqDdQ1ory1CTG7UD7BZS0sUOaJXIlyurXYYp9LL2E03NXNLqqWIxRLpBLG/ESMrVVUcWf/SN/ly3ZtE7MiqVgspGd729gHZDBY/a7aB9Nnq0NNg2pGGAZ7kWqwKc/M4TpFJLqrsbC+CfHy9q1qInUOKwwGpGOAs5kJWVQvaoRl4U5WLonzXLFIIiFP9Aedu5zX3l+aGn7ylEtqSlp2WlK8r/XOUzFpOfnnT/sOcgQLjJmaa+fff/NDa9eYYRIh9NLZ65l1C9hLm8XjDbkXDju0kQmZ/j7O8Q1CoQjbMWQyhVLRUxBz9lzsrEgi1O4qd2lPQSYEsRZt4L/93DsTolZIecy52tx4NxvzYwf37f76i+8O2yaXdnMlwqKAsxcuR0xwZRK5nDjU7Hj8SHTDUH5S+J6TfnMMtlQuF/E4zcke9p7XGofaLD/ZFZnVJJDLFHLGTT+Xb0+FE6YaHSxPHbXxziqu6+obJlDoUoW4OsrF7FjgCEcCRkfAnG+JsTNzTi+uq3M6tjcEe15Mgj05pz18cRPic2rP+5/uPnH8pMWZ0yePHf3qky8cQ7Mn6Hw2aaK/r7e7u6u1oS4j1PXrTw6XT3KHG7NO7tod3URgCqQLNGK8o5lrYnnvQLf9vs9MD33/5dd7fG52Uzmilft6FSLpXM133+xxSm9Zc5VdLREyky4f972WTxFi7wxfmO/LdTS1Cq9Oiww4uMu1j8mD5AU6Od7R1D4iu2ek+9KBI8nFjTNEEoVCrL/he9zUto0ikyy5kLtiQrTB9zqXLwzdxQZamw0L3NeuqDUnq9PXc0R4ooGNWW0M9BLv7wJXpF0FmRCkB0sPgAkxNT0WEZmQkVN38syl//qv/8ZvzQIT8j//8/uo2Izq6hqIPtc3IYsalUwwUp9x9shxJ0+/QB/P88dPeeX0DXS14SZEKJeLeeRsr3NeYdmD86RoxyPm5+2Crl4NuXo1Ijohpbwh6IJ5QkHLghD77Yjp1ly7w6duDrB4UoWBCYk7e+z4GdvQq1dBUTEp5e3TAvG9eEWvj29Qfds8RNgGau9nNzRu9operQm5CCaEL1WqVdi9w3NtJRb7PfpYgtHWvIvHTK3sPAMCfF0uWp6xCxsk0AmTPZfN9jl7egYHBXhesTIxcy/umZQtDLgfuY9MyDvvvOMfEFTVONnWxzYYkLYeUklp1cYmBNCwJuuDrMxO2zgFBgS4212ydIkbHW5Nv+bpl9lFZXJFfBZrour0XkufkFgbrQmRyCUcYueVrz655Bk/yeQP1964ctbc1sUnyM/rorm1Y1I9X0LLdr+8/9jFkKAg2DGuR8bm1w5Wpfjv3WnmEXwViElMax5nirQ3dGwvyIQg1oJH/tvOPTMhGjZxcnhwiMxcoFFIk0M9jZUFgZfMjpu7Nc4ycnzN7d3SqAqNEnvmr8P95MHg8u7UyMAfLK8xOXyI2mViYV9OwBVnv8q+Fssv9scXdsoXVRrNQq6/63enIqhsck9DUYiPh/0Fm3OW572D4zpnSRkeF8xORhAVGoVmUcqjDWV5mFnEZlbWOB0/GN84uSBd8QJLz4ScvRJeNjE5SyaTCNOjVan+1mcd05smxzvK44O8nNy9/Xz87SzNvvv8CJiQoYas03sPpPYwuFIVj0lJdjkJJqS7H0zIe7sPmZw9ZXrcJWWKytHedaVFJZXR2o99udMhrlaqWcTrhrlbyJztbW5qHRoMNNkXFF3BUWGLhPSxmsAzZ1xzI/3d9+/ymoDJSqMRcJiZ3medorI7+2uPv/Oh5bkLPr5+/n5+jtanTp250khYeSfX3TAh2N/1142P78iErFPgyl1MOm3Q1IeowGUhE4L0AOoBeDD9zFnz2LiElBvpMbGJe/buB1vy05/+9B/+4R/OnLVITk5NS0t76aWXNjAhmA0RchgDzZW5GenpaVmF5S1UrnCBQW2tbJ4HM6HWqBRy6kR3U2M7gcXpq8vLSr+RkZ6RmZ5xM6egqneovrRsksTETwQiNrG/sqiLwJUoVGIht6mxgcjmqbV/RO8vL8xISoa1QDm5Je3DFOnqJ/22Czhx4ybk5z//+QcffHg1JCw1LTMjK9dQmbnp6ZmmpqYbmRAxm9JbXju7IJMvneR4lOmqolaGRCngsQhDbQU3M9NT024WVfdOUoQSqYBDqytMhaT0NCg4r21knsMXqqWMluKm8VkKl9Bd2kVgiQwe/FAzSZPljb1CxV29G0vfhLwbFn49NS0Lur9mQG4mJCSdPHnqX/7lXzYwIYtyEZc82VuUk52RmpZTgHWcy5ztb2vun+dKFapFjVIpZbaUlFQ3dFRXtDOxH19Uy6XCwbrihtZBjgTWpo91N95MS89Iyyiu6ZxjcJQq0XhzdUZiUiaMGexRN/MaOmemBtpyMlLT0zNgN8stLBuY58qUa/6weccgE4JYCx75bzv3zIQoh4uv2Vg5Vo4xOQKxTCaVioW9eQGmx89k9s1neZ8+fylinCMRSaVz/fWXTU1TWkcLksJ2n/SdobMgt4DLbkxyu+IR0jTcfu7LAwmrTQiBPD0yPkWYJ85ODNVkhZ3f/Z1bamtawBUzU/8htkgolfEYhMbIK2aOacV19U7HDyU0TnLWmJAga2vXhBYmmy+TycQC7mzHTXfzS/7ZbZleZy+5RdR3j8wSCI3Z4bu/OrpkQg6m9TJ5q0xIj/2+ndF5VfXlN/Z/cTizeWzlcTqNQiGZDzPdbWMXP8niY1eqpVIhnzNWl2Bv6ZRS33Pd6ohPaB6JL5HKZSxC7007E+uw6qzY4MO7nLtpXIFUyqaTk1xO2EdkdvXXnfpiV2Rqfkt7R1dnR1NDY3fvIFOsWj4ZbLsJ0TqQDf6Ev0UTor2esCqUX5I253Jd2qoNLzLgWrVo9VqrdP8XuCRkQpAeQN3vJgSi7d/85jd/+ctfntQCH37961//7Gc/g2jy8ccfxxPh84Ym5OECTty4CQEP9utf//sf/vhHfATW5b/+6782MiEPE8smBHaMx594Qtf5Nfz5z3+GAfmnf/qnjUzIwwQyIYi14JH/tnPvroRQ+4tczx41dQgvqm7q7u7sbCz3sT5ics67j7qQ53t0/4ETcSUdg4N94D0OHXLoJTMGG/Otdptcy63rGhjsa6u0P37YKzpnitxn8/VBfRPy9bHg/obkC+fdIgubx8bHO2syg8wPu6f1NhfHXzp23C+1tmdgqL2mwPbAXp/s1t7ejo1MiL/FKUuv1OaWjr6+3s62prSAi5bmrlnNw7FXjtq6X2/sHR7ubQ5zOPPpu3tLJzYyIX32+w6k1g3Mz0+kuR07ejG8boyx9CccjUopGSwMMjc1veQfX17f2tnRWlucdvHILivPmCESqynV8+IFl9SKjtHR4YrU8JM/HElqmx9oKXI0PeqXUdvZP9BZn3f6i7esgtIHxkcDTx/2uHajqWdwfLQvNcDu1FnvYY5SZoQJ0Ya5hqy1EIbZ1nULuLSxtZEmRJ/NwvFVmdeP73Fpo3wdD26B626UzcYcCek+0v1uQiCMfuyxx366GkjUfdKCfX3ETMjf/d3frTsy+uD3rT06JsRgrzAARgMfEGRCEI8meOS/7dy7Z0KkQvZMX024l+M5c3NLc3MLq4vuQUlNgzMCqbDY3+zArsMXLttZW9vYuYbk1g8KsAu49P7KTF+Hi9ZW1jaWtr5ReUMECo834X/K5mb9qBK7is2vib1q5pRJZ87W5cReOGN5wcbGxvKCb0TmIEXAZpCH6rI97C6ft7K+cN7WPyp3msqhzI2GOlzO7ibpv25Do1YKaX3Xr5zcs9/07Okz2uadPXfJK79+gMrmTbQXBjhcOGd13sE5ICI00MLkciNBON9feeWMVdEoR6xQi3nswgiX4JvN0zOTIRcuFXZO80UCxmCZ47mLPjdahOCV8Fo0ahGH0teQH+R86fSZsxZnza3O2wfHFQzMUkUyOZc6VZMVfdna5gLoikdiQStDIOVzmTMdxf4uV2ysz1tbO7tdsvFLqqSwedNdlZE+TlZWkPmCg0dYWceURLXyQ05GXAlBQkJC2hbdvyaEy+V+8dlnAf7+4WFht9TV4GCTI0faWlt1Kz+kwIkbTEhwUJBB9zfStdBQNxeX4MBA3foPI2Qy2fzMmajISIO+byTICWOCTAjiUQOP/Lede2dCsHuSZGIug0Kcm52anp6eJTA5fIlcoVKKSgPOWFoEdEzOTc7MUWhMoRT7qSbwBgqpiE4mzs3MzM0R2djvhCgUcimdyuDzhWBBFheVPA6XSWcrVUoBl00jzk1PTc0SyHQWF3vmXK2SigU0EgFWJxDJTJ5YplDJJGI2jSoUQwV6JkSjVoCToJOnlpiZmSVqXxSoVqsUEgGLRpmB5hKp2O+os9hiuYrP43EXWAKpEspRyGVcJpUvFPIEYgaZIhRJFCqVRimh05kMJkf/5bmLi2qZRLhAJxNmZ6axnxchY3emYTd0ahbBCPEWKPNzsIBEZXCEUuyhdo1Kjo3APGF2bm52nkYmc/hCsVwJbWIzqATIOjVNZS4IJKseYUQmBAkJ6V7p/jUhEonE0d7eyd7By8PjlnJ1dr5oc35qclK38kOKSCQqLiwy6Psm8nBzs710qaigULf+wwiXw4mJijLo+OZKT03l8/m69R9GkAlBrEUX+m8399KErItGpRSXB1na2sXMidV39wG0R4NlEzI6I5smaZCQkJDukqaI6uKKvvvThCAQiK2BTAhiLbrQf7v58U2IWiXtTPcNCs2nyTR61ycQW0RnQqpGOwfY3UMcJCQkpLukniFOfkkXMiEIxMMEMiGItehC/+3mRzch2N1QAi5XwBfgPzWKuEPAhMyRle19zIY2IhISEtJdVVs3UbTVH7WQiMUVZWURYWH5uXlISEj3iRLi4pAJQRigC/23mx/fhCC2F4VykcJcJNCQkJCQ7q7madhso9xqrKJQKOg02kB/f1trKxIS0v2j4aEhtXr7f4EE8eCiC/23G2RCHjY02MWlRTUSEhLS3Zfu9X9bQqPRQKCjVCrBjSAQiPsHOCp1RykCoUUX+m83yIQgEAgEAoFAIBCI9dGF/tsNMiEIBAKBQCAQCARifXSh/3aDTAgCgUAgEAgEAoFYH13ov90gE4JAIBAIBAKBQCDWRxf6bzfIhCAQCAQCgUAgEIj10YX+2w0yIQgEAoFAIBAIBGJ9dKH/doNMCAKBQCAQCAQCgVgfXei/3SATsj2IxWImkzk3O4uEhPSQicfj6Y5zBOLHQKVSUalUg90SCQkJ6Q5FIZN5XK4xPwujC/23G2RCtgc6nW551vyCjQ0SEtJDI2vLc8dNTMrLynTHOQJxz9EsLsrlitMnT5ufNrc5Z4OEhIS0XbI+Z11UWCgWi3XTzcboQv/tBpmQ7WF6asr24iXNnfx6MAKBuM8QiUQlxcUVyIQgfjzUmkW+UBkYHDsxw+TwF5GQkJC2S41NPYkJCcZc7deF/tsNMiF3ilK1SGYsDoyys/JaSIxFJCSkh0azJHl9y9TwKEF3tCMQ9xyVapGxoL5Z2DE4IZijLiIhISFtl8qrkAl5wJErFmcpiwPjwvyywRnyIhIS0kOjCYKyuYs6MU3THe0IxD1HqVqks9W5xb1Dk2KD/RPprqgyeMcOy5iBVYllHjuA40ls/cQHQwP5x3fscKlck460jVpvn3kgVFqJTMgDDjIhSEgPqx5RE6JWKRVyoViqgPhXi0Iuk4hFQoFAJleotPecqhQyqUQsEEmUKiyPRqOGHDKpDJZuek+qRi6XS8RStXob7lzVqFVqpVwqU0CjdEnbDYyECgTdUykU0HKp4nZbrlTIYKRkCpVqq12+P01IT5Lljh3BZWvSHwbdpgm534diW03IfdnZAZe75A+NHzpkQrYKMiF3ysYmBDswAP09GJvIzPJ7VvLg+y6w/u6LT3w6lldc58Bgx5itKlk7UyzhMaCX806X6jdp7WG/6VLdgGhZ299Nl2q7vMSaGXDrS/UrXWeu0e+O4XZch/XPWzhGTWRI95keTROiErMmKkJ3Wvh2TdG1z0WrRmoSD+0/uuuLbyJKezlSNXgO5kS117E9X5y7OkNb0CyCF2DnOptetAsZ5ygUG0bbsCK/Oi7ksHUcA3yILnHrKMXsubpIk+MRTZNsXdK2otFouNTZyYlJhlAuZE3dDPX0TGrnCm7rfKeZ78qzPrwvsGyCKVLo0m6TzUyIdnL7Uf48/2MFo6tOT3epAbcZUG5xKHSn/hXu1nZcJ2DYuu7Kdr/TodiyCdEGAGuCnBUZP3TIhGyVe2dCZCK+gMfliORype7so5SKRAI+iyvW+zuWRioWLjDoIolMIBBymCypTMrn8Zk0lhRWu50/JCnlEgGXTZonwH9kCo3JEUoVSmMKUMokEj6HJ5RKjfvr2i1MiJnlcT1vgEWlq00IluKRDxZig5Bd72gfyHfB86xzYKwyIdrYd+l4wENwvcPsDpZqa1luknbi0Gv2pktXF7WqllsuXVXU6lruaCk2wsvDiJ/b9EZVm3m18dPrrKGwNutv2TUDi/Qg6tE0IUohfaTI/2MTl5ZR8qJGpVGwCkPcz7pddzn+zcXYSiJXptEoBwuCdn3w4Sufnq6bIEuVMrlg0mvXt+edUqhSlVjEX2DSifNEMo3FE0r0zAaYEG5JuM+3JgFjhFkSmQQzM08kw6Z2jVqtkHLZTDIJ1qNwBSKFSrWoVvC4XDqVRieTeEKxRCaHSZ1Jo5KIJDKVKZLKpQLGdMXVnXt8cptHyESY5xlcvlChUHAYTD5PIIdS4bwjFvI5bIFELsev4AAalVwqZtLIsAq0gL7Al8gUSrmMz2ZglWjPEiI463DYcH4aKr9+5syV/PZZylxvip/dpZDy8YkZaDg0QCzFalCrFAIOi06BkyGJzuKKJHKVSinhcaAvTBaLyuTMj/dWFdxsm6DMk6nzBDgfYZBIFDqLL5UpVEq5VMhhUCmQQmVwoCVrT1LIhCwJn8D1Tg0wh9+NORY7a+jXcgvdgQkxPM0ZhAfbI+1Oct+bkDsZCmRCtq5HyIRwp+tDbC7F1M3ypNoXEms0Es54jr9LcFonjy8Ui4R0Fk+ukFNHm3wuXckfpk901zhbenRQGG0FNy6eC5vgSjBbwmKDN9jcjcBpQSUX0aZ7syN9zI8dNT1y9ORJK/+YnKF5BpyKdJk2RsqZqw2wd0zpogpvnRm4hQnBDMbKrmkYqi7FwdiBvfqQ0wbiGxzq6xwYehHz2qX6h8edLF1zmK2ajzZduqbj2gbru44Nl67KqZX+jHMnSw2Eby9d5rVT7S23iF6xa+tFeiCFTIhGKZXTe/yvBMfk1+d4nDR1Se2jcDUqXp6Pxe7vzh47cCSydpwt4IvnG458vsshpkooE073VIQ4nj9peuzkKYechqEFsXxpytaakGseX+6yvh7gYHHi2IljlhGFPXSeSCGTUCc6bgQ7nzA9dvyUdURuC5XN1YgJcXb2jr7BjhZnwsoGGCxGX3Wmu82ZE6bHLW396kYoLDpxqjzoq68tbC5cxEo7bp1U0k5kEDNdLK7GFFOFSpVaRR9r8rCyutFBFil0bkgh5jMmGv2vnDthYnL82InLfjfGyWw+h1kQ7hpa0MmRqKCdUzXxDg6Bnd31Jru++vTDT7497Nc03JHgZWNq5eFsfsLMxPT0ed+mKSaPLxAtzFUkXz1/8jjUf9EtsmmQwOEJxyqTfN29Q10unnMOa+rqaaurmZyZiA5wNTM1PWFqcnD37v17DjpeKyCx+EIOtSEnyvbsqROmJy+5RfcTGCKZ4Qv778iEaDMsYTh9aee0JdbMk7oTk47ldbXz5DroF66dAJdY1TysPdhpYqXq1Se+TaRtzKpTjL6WZmy9qg1L1m/5mpl81UABKxXpj9Lq064xQ7Gx1j9jLleBFY4NHZZNx8a1rx0Ww7Ytr2t4ttV2fHXJ+tt9efMZ1Vn9FW/jDLjZUGg3qMGmXNrtV1Wnx2ZHxCppO7VeO1cdGnqsGqiN95kHSI+QCaH25rkeNvEsGGMIZNh3jYZP7oy3s7x4tZpOma9OD91nF8dgc5mE4dzEpE4Cq7c27/QPZ+pmKP2t9YkxhWSBsKfsxvEfzrdS+NhpYmNUMiF7pNzW9OgRc8cbOaU1tbUlN5O9zh08YhNcMUTZ1L9gCCjDhXYnzoQ1TLFv/eJk4FYmZAA7Tpb2csPjHzv2tMfw0tSsS9/42MC0zqyxcqBqD0v9eUE3KeOH5Z0sNWz80qyEt2TTpdjnVfOCbmLF69p06ZrO6uYdvK47WWqoVWO+pjvrTJTL0k5YeuO2cU6kB0vIhCglPFJzskt4XtvYzFCOj9kx38LeORVv2Bm8gk9CnreldVTtGJFEaor75gfzmPJuzlSN1UEzz7CMju7O0iS/K5fcczpJYl1grTUhgQ6fv/SpV2JxY2tzXf71PftsyrsmOKy5azYnXAPjalvb2ytTz5+wdr3RoBCMe+zf8+mnR68mZDYNT/c1FZgdOBF/s6K1pa44ynmPmV9ha99kWeD77399zi26ubOjLCXggpVdeFF3QbCllWNwB5EvU4hasiIO7LrUTeNLl/52xZ5qiji7zyowq6alo6kq33zXnusFbQTifLzjCfcbdRSBAtrZneV39oxj2zS1ONbF5OiZuIrBubm+aOdjb355JqOsobWhLNn19GH7my29vXURtnvOeiUX1XV3Nid5W1+wC67qn2u94Xnkm70nXcLyKltby26Y7ztwo31udHxyeGhweKAjwcPq2y/2R1aO0ZnUgcr4Qwds0otq2hor411On3HL7CXx8XYus2UTgk93yxOgdppamZdg6crcqC1H74yjm72XUtYJBLWF658sVlTmoTf7aSfzlRbiFa2UvGrW3VTrtEFfurl9pa7VJa8eqPVmbL0zxboT+JqzybI2GYrNtLaWVc1Y2gRLJWtrWcq/elTxvhtsTYMxX15qeGoz7Bd+0tffT4L1G7lJZ1e1UPt13eFaR5sOhUGxSyn6bcDGaqW/t6Fb7X4bb/TVG2u9LjwgepRMSE+uy+GjHvmjeiakI/6KhU1QeWdu0PH9373y9hfWTrmdg8M1BcUzbG5vXd6p70/XzZIHB3oL8uuIU62+5w6999q7hy+5XA0NcLDx6iQLJUq1WMCrTvQPTatkSXR/bhMu0IpCbI7bRTSMEPkCESDgsmnDVU5WF4MK+mRy/lBDnr+dlflZ8zPnnNLL2ik8iVjAHm4udDxnbn7W8oqDo+uBb0yDayYYXDGfVpcZ6WRjAZkvecb1TFJkKsOfArmlCdF+0B0wBsc/9lVvLl45igz2bwOtc2CsTNCrq8CLHcCWaiu6g6XaKnStXW7DcrM3Xbq6wboZZPmg3Xzp6mMbb2HZ8hx0J0sNpG3G8iZYM81tvFFWrwjS68ISehsd6QESMiEiDrM6wjs6r43MWuAMFZw8ZhOQ3czszTI75pxY0TlVEW5iHl3S1tUUeXm3SVh598Bgttee05HVfZN0OnV+pCXc09kpqZkvws8RWhMS6vHtLrdhKlsg4lLnW898a5pd3UGbrjm570xebTeFRmVQJ9O8L5mcjqBxx1xNjx1zz6LzBIIFUs2NANOL1wfGZmhUInG02mbnQc+kkomK4G93Oue2TYvFIi55KD7AzSK4oK8yxtHKMaVxgs+YuhHobuqezRZKlu/GkrAJHTUVjT0jw8NDHU119kf3+KbVzRAIcQ7H3VJqKXzMhHRl+p4949RBFvcUhliYXy4bZTNIQ8neF89455JoC3zW/GCe9z6T8KyCQs/Tx4JKh0lsgVjIow5V+zm4B+V0NCW6Wl7wrRwicQSS6ZabZ/fuv9FFYwmlAi5roinj4qmzdrHVYIs41KF8f+tz/gVDU/NU0uxEXcLRo/bpbYbvg96qCVmenFelrMzSq4VNjysznjan3qy1dj5cZ4ZcX6vNg7bB+m0wtpzNeopJW86q+Vn/dKb/WSv9wVl98gKtPnHopG3AOvP/bQzFaq2pRVvOcorhJtBrwJoGrx5kw86ubvnmS9fvu5426eyaQTZamw+F4aZf2/21u7qR2uyIwLThRjdun3kQhEyIxfmgisGW8jCXsx8dvFhc29fZUGpreqFhntWjMyHzlekxJuahM/OjedddP39nd3BudXFGxKlde6Ia5lhCMYcx4XHicER2I0eK+wPNAmU6yHynS1Ilibd0P5VGpVFKmKwFOpXMHCyxMTl9xTc6Nz8/I9r3vLV9XPnA7EBlkK3VJe+o3Lz8GB/bg198YBpUMzxHmKiKOWN2MSQ2LT8nw/eiuVtE3jxUs/puMCNMCHZE4UfI6qMUy7D+1IDt0Ovu+lppD4x10K6+Us7KUbFywNzB0pVsetPQ8sG/6dKVI3kl20oVmy9daclyXXpV3MnSVdJWrcusFT7IeGMwYSUAazcKNmirC9SmrFl3eeMiPTh65E3IPIdOCLV3LOmYEMmkKu6o15mTpg7RtQkuJ53SO2fIork68yNWvtEZ4daHz1yvHxobrPGz+P64g3dIVHJiQlJ0qP2FCxejqgX6JiTc94cToVShWKWRsend5l8dzSprnO9M+ezTfS5eQclJSSlJ8e7WZ04cD5hljrqePG0RUa1aXJRxpvNDzn998FJIWBRkSIwLOb3ngEtk7ljl1T2HQmtHGItqlVpAyrzue9QjgzTafN3N4XxI0UxPmZ+TR1jZsFi68lC4gEUaqMm6FuDrcsXu3Fnzb9/72C+tbmrOwIT4nDnr1EGV9hdfsz5nVzXFY1GG0/wdr1xvYHPFCiF9sixw75HQhBupNkdMM/uoXKlao5RLKH3XPN1so6ob410uuUV0kQRylZrQkXd234Eb3XQ2X8Ai9IfYnrkUlDlM5qg1Gi6hKerU/v1WPteuxyYnxCZecztyxCqubkrX0CW2aEKw2c9wvlqZ4ddo9cS4MmGut3T9lI20qtKV2X5JK7P0ptqkp1pp27NROYbdWXWuMbJJa7MtyfihWCWDWrTbS6+R2rPGyklET+sNhV4b1nR2dcsN94HNl67RJp3VLtrSme4WQ3GrXWid7WukNh5kXBtt9LXp6+4zD4KQCbG4EFxFJxOq0q7uto2lszkTbaXmP5ysmqZ11eImZK4o4drOI75EHrenLNn0O6sWMp801RZjdcAiuHqCQqUNFx3aa1naPrl0i5aaSRx1PfxlyM0mlv4jkYsatVotZBFartuauGR1zXMhQSkgFcb6H7aLr41zdHAMbicKpUo1c7It/Mxes5C6zp6mGxdMbZPbp2hcIZc1VhVrbxtUNsZcfrAexxgTot1lseN21bG03oGn2631P6/VOgeGdkrVloxXsfrv/SsT7h0s1X1Y1YWVg3/TpboGr54plru/+VL8Q+WqLq/Mg3eydEXaxuvl0UnbsCX0Ls6syWMw/WGDYFDFuusi3fd6xE1I8/A0ba7D4aJX/zRVg1kIYVHAhT1fn7x00sQ1o43MEyulxAhLk0OnLpzYvS+xbZZMnKjyPvvlMdfQmKTMjIzMtNSsnMKq7imJDP970JIJMbtGFa0yIYS2xM8+P+ATHImtlZGediOrpKSJwxlzO3Xa4no1TLjShamcQKvvTRxi4pIz09NBqVkFdS0d45VXd+0PqhqkqpRy+cJsWpivVWgJl00qjQv4dq9TfpKnvWtYyyxXtjJpq2dasi33HvaOL6hv6+nsaHU7uT8wo36aQIh3PO6aXEMEP6GSt6a4nTrliJsQq3N2lRNcFnkoLcDJ7nojmydZNiEpGZlXTI/GtxBYIjl4EP5ce7Crm0tSfWOCyyX3691koVylwUzI3v0pXTTi3FBRyOW9Jm4NA3NgTtRqDWe2Mfz47kMXA+MSb0CPMtJSs/MreqcZupYucQcmxHDOWT01ac9Qq1i1SL/YtdPmehPpklbNnFo2iSCNnBs36alW2vZsUM7a9uCsnJ2NaNLabEvabCg2EVaLPgY1arcO3kIDrdcSve4bbjuD/KvP0QZLV4KBjXSLzup3atNyVukWQ7Fqi2AN0G8/pjVdNlYbDzKujTb62vR195kHQciEbMWEcDnkgVyvPWZ+1a3tPRkuJpcSBwgLS5cnNEzSuIfp10HZjQzxkjHRqDUqCZVMnRjovOlsdjq2YZolwRLlnLqsiC+Oe2X7nLJ1uz7KVsA5g0cezLM1PXWtvrGu0Hb/N0cuePj6B4cEBfjYmR/efzGpZV4mX/VIilEmRHvkwy6rf/xrzwdrwPNrd/ENj411Dgzt3KEtWTtHrJ5l9A7RO1mqa7B+q/RasulS7VCsbrPeXLbpUnwoVh/eK8N4J0v1U4yYwvQavCLtuoaJ6+R8YGeoR1yPuAlp6O6bbki66JE3Q+PDNAoR/HjF9b3vv/fXl3entkwKFNiLoJriL3/2/odvfH+xh8wU8emjhYHf73ROr2yfmp4a6awK83DxSGsXirVz/kYmpKqDOltv9t3B2JtVo5OTMxO9yd5XjltE0blj7ksmRCVhNWYE7Dru0tDeNzkxOtpReOnwMZ/U8vHyoI8/O3I1u4lMIY+2FfjZOV8vHxWKxZPNuce/+nbnd3scQ/OpIuyHPrQNAFS9BWH7vj6T0zE2PjXZ01xs9ukH3ik1s/Pz6e6nbIKzusdmacSh61b7Dxy6BCZkoOSa5ZkLuV1EyvxAqqEJuVZQVZvhcNLUO7t1eJpMnGvJCbW18chqGW9Jdtc3IWf27ElqHs4Od//u84PRZT1TBDKTxV7gCbWjZXPE+npT1+Dk2FB3SdSpE45ZnSRdS5fYZhOim/20s67eTLh61lqZ9tdbun6KTvisq3ciWDXlapeuOnkZOzcaNthA2vZsVI5hd1bJyCatzbakDYdic92i49r+rhsDrNcSvTas6ezq/IZnwM2XrpGRndWeGTeOYQx0631guVNYqLNmU266fTfTxoOMa6ONvjbd2N34vtMjZEJYYxUBpkevJHRQONgD3xqNmjFRHWp52jm+jUkj3pYJEUmFrKma03uOhV6PCDp1xOvmAJW33AYNj0FMcjSxCswepfLxM49KJuLPNnk5uQUmFRZ5m5+4VjlGF2KXRiTMqrTQ78yDS0Ktr7iG9dOkMqWaSxzIvngUMyG1hVcO/XDWLSwqPiUtJTk5+lpMXG7jKEOxhSshINhHV10oWOew0R63+OGN/21+g0N9nQNjxYTc4vC4k6VrDrNV89GmS9dMbav+4rLp0lU5tdIfujtZigmfK42Yv7CiDLNph2uddTcfKKQHR4+mCVFJFqarIw5eCGpsbagMtQ8pGWfifzmC8xCxK9L66Gcmrr1zDIUGJlEVqTv74oFDZ3yzGFyhSiER0UdTgz0d7Jx9fHy9XZz8w9LaJhgy3evOwYQI6pPDT1xJYUpk6kUFf2HI5ZhNcesoX8CqvHHNw8nJC1bz8nByC81vGZGLZsIuX3ZMa4cJV6OS0mZ6r3s6OTu7+3l7e7m7elzL7RmbnKuP3n/I6qK9q5+Pj6vtldCk4nGaQK5UwTSeamfy9qeHokv6sN810VavRUOfaL3ubHXRwcPHNyg4MNjmmFlEfjuTw52oS3O5dMXe1TswINjLzsbKymeAIScOlHhbW1z0Th+aG86J8A1I6+KLZErJwlxd9CmLuOaROcpAZbC7i6OTm6+3h91lh8SCJgJtYbAowi0oeYwpUao19KHKy8fNbpRX2Vsc/+67I/Zu0EW/oKCrMdk1ZDqdNFzv62Dv4urp6+UFnbuW0TTLFOpausT2PhOiS8HmqFVT/eo5ynDddWawNbMcLm3OVemrpvc1p5g1k/+G0s7V69SIa229elp7ItCXQWe1mdcWtfbkuKwNhuIWusVaWKs2aPPa7uinGC7Fz3HLLTcYcO24rSzddBi1Mrqzxm9ZY8rEGgalYVthbc7Nt+8m2mSQcRkeCBukb7DPPAh6hEyIkDaU7Xbm8KXo3rE57A3qDFpntt+pE5aJTXO8BVpVatDu82HzFMZQY/FGJqS3PNn0W8vKSTpXIhVwKDGXTQ7v2vPd1+dqZnki+YoxkArYfblBp49dDC/to2M1saiE8eo4lwOHnNNqu4Zy/E1OhpQPzC2wWYz5wQQ/J5vggt7yaLdLboXdszQGa6arzM1054mQ2o7upnhLk8sJjeNEOuSd7asKD0zqoAi28EyIVrCbWh6HPRU/LNc96rDEpelAO+Wtmvdv73dCllbUZtY/iu5g6apaVrX2lktXF7WqllsuXVXU6lrubKm2olXdX1/a5q2dqgzbuaLVFa0ZZKQHRY+mCdEoJEIea3yOQugtD7/o20wUiZffbyvhsejkoWmSQIxN+xqNRsJl0ojEWfKCVIY9d6FWK/ksytzkaH9f/9DIJIXBUWh/r0ML/F+xwGQS5igypVKzqJJJhXNTBA5XoFIp5SIOcWZysB/WG56nsoRSOZghCplKoul+iBD76ScWeXJ0eKB/EEpmcoVSqVjKo8/NEcbGxgb7+kfG5+hsvvbXzZUCxkxnqtPuk1cbx+n46ssoZSIunQilDA2PT0zNE2dnWRwB9uPwMgE0YGhgcHBkenZmlkKlC+VqEY9NIcwODE2zWHQWizlP42E/a6KQSnkMIoXN4UtUShmLDN0dGhgYHJ+lLPDFSoWCzyAxmGwu5kE0Ii6bOj9DZ1AnJ8b6entxDQwOj86Q+SKJQipmU2bHR2D1IWg/B1Zf9TcujK2aEMOAcu3cvjyn4TOh3mxmGHtpi1o9120wK+JT7tK62pkQWD0ZrpwXDE4Tt5D2lLrqvLnyOyG3iJ5XtcpQ+iODfYYz9dqiDFqur42GYnNhTdq4wYbxw2qtHjeDvut/xT5j3Vk/s/Yzhl6/8EFe2dYGb8fauLOwrfX3kE3bb6BbDIVWWL2WLh4r7xrVl3YL3qqEdXTLRuI78Oo9Xyuj9pkHQY+QCVErhNPtuZa7vv7u2z2HDx85umfXt98fcQsvpIkUShmvKTvkmy93+YSXlhXf3MCE8Maask9/t/Osx/XGUbJMxBvIDz7w5ZefnUukiWXLbz4BNGqlUkAuvO5xfM+333y31+Tw0aP79+85YJ5YOcAWCCXMkTA7C5OjJ6xsbM4cOWxpF9Q4weAyZ/OjfEyPnLxgY2N+4tCBbz46Glg9SiLPtqSbHzl66ozFhQvnT5qYecUWUQRyg/djGW1Clg547XSs3Wv1YmWdDFZZmsFxNprHl3PqFag9QnSsnXnvYOmqJq2ZkTddik9eOtYc1Zsv1c65OtaO29aWrqpxhaVma7eFjvUmF3z1DeevzQcK6cHQo2lCtOZCgz22oFJhgi+6dO0SbfJyGvYdYyUTngMH0nWpS2jU2Aq6z5hhWFpTbzVtaZCIF71cgjb7ElgODCyHLkm7HnwTc6k91Td9Th5yTu8mrlwkX0K7km4NrJO6yla1G0/X5cVS8WzYP8tFLDVyZTVtErYYX6aXFcAyKJU6LWfWLsa+YuhWN+CWJsQA/Ul7OcrEMJgb9SZGWEWbc3nixWa/NeVsOi3rLdWvFKa+VSc7wwbfdtymf3paU+mmpW1W9cp0jfUay7m8VP9EsIyxQ7GZsFU2abBh/GCoTWtcGSWsBKwo/XPQylJsuxguNTh5rYkBNql61Vits+JGusVQ4NK1aoOT6a3avL7W27iGY74qj17tm+wzD5IeIROyqFFJhNy5scGejo72tvaO9o6+oUkKk6f9tVwFl0nq7Wgfxp40p471D7NFUg6LPto/siAW0cnEgcEZiUIh5DInBnp6hycYPLFCIiB13rxicdGnaEgiX/1T6DCPq5V8Nm16ZKCjHSpq7+rsHRqf4wolCpjmVTIWZW6krxvo7OybIdKFMqVCLuUyKUO9PT1d3b19/aODvcMEtkAilYl5s2NDvd1dkLmnb4TCwh5wNDhLbGxCkJCQHmw9qibkAUatVDKGK/zOn7/kGT9E48Gkr1vwwLKZCXngpHUCG8SRSEhI91qPkgnZPuRiPmVqtCrF77JrZAeBo1CtuYB9D0EmBAnpYRUyIQ8capVKzGUxaHQyfUGmWP33qQcTZEKQkJDukpAJ2Qo8Yl/sZctdP5hE5rXwZOo1F/zvKbgJGZwQgQmZJmmQkJAeGo3PKZAJQfy46JkQkcH++eCpPw9MiHPlmnQkJKQfQ2WVPcmJSXxkQm4LpVwmFvDZ7AWhWPcLhT8iuAkZnZHllvTfLOpFQkJ6aJRd2JOR1zkxbfhwMwJxz1CrF9k8dUlFb0FpV1F574OtzNC9O3ZYRK1JR0JC+jGUnFpUVlIikUh0083G6EL/7eaBNCH3FSr1Ioe/yOSoaEw5mSZGQkJ6yCQUKXVHOwJxz9FoFlUqjUgk4wvESEhISNspvojP5yuVtz7H6UL/7QaZEMTW0Wg0sO/KZLrfEEAgEAgEAoFAPGToQv/tBpkQxFYA+6FSqcBAZ2RkuLu761IRCAQCgUAgEA8XutB/u0EmBLEVwIHMzs6eOHHin//5nx0cHHSpCAQCgUAgEIiHC13ov90gE3Jfo1QquVzuwn0GnU5vamr6+OOPf/7zn//93/+9h4eHbgEC8QgjFAp1xy0CgUAgEA8RutB/u0Em5L5GKBBcDQry9/UN8PO7TwSNsbG2fvKJJ8B+/OQnP3nsscd279plkAcJ6VETHBepN27ojlvEI4lGC/776AgEAnH/g89auilsU3Sh/3aDTMh9DZgQF0enmelpLodzP2iBze7p6dm7Z88///M/gwMBfvrTn/p4extkQ0J61DQ8NORoZ687bhGPHiqVCk6LhLm50ZERJCQkpAdCszMzbBZLLpfrJrKNwSP/bQeZkPsazIQ4OdFo98tvpUFLLly48O///u9/pwU3IWfPntUtRiAeVaYmJ5EJeZSRyxV9fQOeHt4x0XFbUHhY5HmbiyFXrxmkGyk7Wwc/34CoyBiD9FsqPOy6jdWFa6HhBulGyvaSXYB/UFRkrEH6LRV+7brVORuo3SDdSF26YBsUeDU66rbrDbt2/ZyF9fWIKIN0I3XB5lJwUMiW6o0wP2NpcsQ0NCTMYJExgh3D7MSp6CjDdGMEe4XZ8VNbq/dq8LVTJ8/EbLXek2anQ0O2smtdDQ49c9rcINFIRV6POX3yzNZ2aajX/KylQaKRirwefeaU+dbqDQ4KtbSwMkg0UlCvm6uHm4uHQboxio2JCw4MysvJFYlEuolsY3Sh/3aDTMh9zf1jQjQajVgsjoqK+tOf/vTYY4/hJgQ+/OpXvzI1NdVlQiAeVZAJecSRyRTN7ZN1TaM09uIWNEUQZuc1jk1zDdKNVGXtQFv3HImuNEi/pabmBFm5DZNzAoN0I1VW1dvZN0++/Xqhxoycupl5kUG6kSqu6OoZIJMZKoP0W2pilp+eXTtHkhikG6nC0o7eIQqFqTZIv6UmZngp6ZUR0TnDE2yDRcZocIyZdKOMytQYpBsj2CsSUkpHJhcM0o3R4CgDmk1lbalemiLxRtnoluodGGWkZdUYJBopIk2RlFo+OsUxSDdG/SP0jJt1BolGap4qh7Ha2iHcP0yDw98g0UjNU2Q1jSPN7VMG6caIxV3s7OxJTEjgoV9MR6zLj2hC1Gq1QqHQfdF+bWxsfOedd5YdyE9+8pM//OEP58+fr62t1WVCIB5VkAl5xJErVB19tMYO0ixlcQsam5WVVo8OT4oN0o1UXctc5wBrmqgySL+lRmekJVUjo9MSg3QjVdM00z20ME1SG6TfUlBvceUw9Nog3UhVNU73DnO3Uu+0pKhiaIKgMEg3UhX1k30j3BmyxiD9lhqZluSX9qfltA1NCA0WGaOBcUFOUc8W6gVNE9U3i3qGJkUG6cYI6s0r6ZslG6YboymiKqe4d4v1jvELygYMEo0U1Jtb0re1Q6l/jA+7h0GikZqcV+aV9g9PbaneUV5x1YhBopGCeps6ya3dVIN0Y0RmLLa3IxPySKJWKZUyqUKpVql1Kety702IRvv7g1QqNS0tLTU1VS6X4w8tkUgkc3PzX/3qV7j9ACvy8ssvR0dHLywsqFQqfF0E4pEFmZBHHDAhnQOMxg7yDHlxCxqblZfVTgxNig3SjVRd63zX4MIUUW2QfkuNzshKa8ZHpqUG6UaqpnmuZ5i7tXpLqseg1wbpRqqqcaZ3hLeFeqGnxVWj43MKg3QjVVk/1TfKnyZpDNJvKai3oHwoI7dja5t4cEKUW9y3hXpBMEo5xX1bq3dgXJhfOmCQaKQm58EM9G+5Xhgug0QjBfXmlQ4MT0kM0o0R1FtUOWKQaKSg3vyywa3V2z8mgMPBINFITRCUzV3U1h66QboxIj0yJkSzqJYv0Knzs7NzszNTE5OTE5OzGPM0BkehhsVGolYqJJR5MpcnXGcVjXpRKWEwWbQFgf7D/iq5mLfAIFAXoJ0KhVwgkipXAn+NVMSnEecIWLOmJifGp6dnoI3z80SuSMxmMIlzFIlcudYmSARcBpXKkyiV6o3arhELeNwFjky15sUDEOXLpSIec6qnfZgu4nL5TBZPoVStW9C9NyEwSuVlpSdOHP/Tn/702muv1dc3iKVymVyRlJT4pz/+EewHmBBwIK+99npaeoZAJFZvMALQbZkM1lPoL9ZoVHKZRMjn8aDbAqFYIlOpl4dHI5dKxCKhVKGCRF2aHmB1JBLJasODvYlGJhELBXwuFMgXSqRy7F0P2BK1WqWQiLCqAKhKplCuLRQySSRSMF2671pzKJOIBHxoII/HF0IHsAZq1FhRUIcWHtZ0md5ehKFtiQhaCO3XNkGjhgYLxeDilCqlWMjHisRXh3JFEoUKey2FSqkQ8XnLiwCsbGwPXWksVpBSBu2HgpeSIE2p1zsJ1jtIVMphAHUFYQMigAWrBxP6opKIxGKRBArDFmjUsE0kUplUJoPVYX/TrazXTXx9qBI2EIyMbttJ5XrbbhmNXCGH7b5qp4c1FXLtCACwlcRyMN/gvhVSfMPpwROKpGKxVCoWwRGx1HCNQiaHNqvUKhm283D1RosLIymFPsIBJVxpOXRcBMft5v5+u0Em5BEHmZDbEjIhtyVkQowXMiHG65ExIRrFopSY7G5nsnv3vt3fvvPcCy+98NYPu/fs3W3i7J1OlqrXCQ/XRSPnsQcufnMooahTDt90qUuoZGpmn9OFy7Y32iGM1SUuLoqZozf9rXZdjJuZJxPHOjPLO3lCiW7ZonK6u9z19IEj+/Z888n7Lz399Puff7tr116ToydTWwbTAj2++fhCL50vWxPMENpunt57MK2XyZOuexEA4jt5b3Hs1ZB0gkAJYawuWYtGpeITB6rz8qv7ZiQiTnvJTcfALDpftDqXjntsQkZGRhwdHV95ecc//eM/gt/4xS9+8dln31R2jHb1De3ZvfNnP/0pJALgT06eMr+RV0vjyzawYdBL6WhHVfckZWWAIBiV8Sd7GzNjI8NCQiLj0ytaR3lSvAAYMcVMV3V6clLL9IJIvnZUNXwuvaahickXrdQHBUq4I61VGQlRoSGhkdHpDT2TQiw2hurlQuZcQ3FmfMS1sGvhiTerRggMcJOr26qRSPktTfVzDM5SukYqZA01FCZGR1wLDY9KyO6epErAR6l47ZnJ0SFXQ69iiohMzKvuY4tX7RdKhXSyrTCrsGqEKoDAH+yMTMJpys3tGZ7ji5h1mdFR10Lw1cPCotIL62aZ0FKlYGG+LCU8cmkRKCrmRl0vGZyyrlzMRYsWpttL+kgLEt3dcRq1QrJAbCjMiA3He1c9Ns9Sguliz1TmpiwVFRIZmVQ/MMcV6731QqNalC805eRmZtTSJSo47jQQ2DPH82FnnKZKaMMp8THLLbkenVRQ28sUyrDxBIMj5Y511qVGX4dtF52QUdU2ypUY7NqAijTRU9Q+LtfzprAtOOTxqpyUaGhteFRKTtUEeUEqFXHnOpPjoperA10LvZaUWt87MFSRlz9ME4KBh7VhaEkjPbkZtUypeHagMSUyNGxpQ4DiUyrHKAvsme7clNilxJDI6MSS5mEmX2LYursJMiGPOMiE3JaQCbktIRNivJAJMV6P1JUQBZfFIM/PEgndvnt2HTjo30OYn5snM1lcCBpFPDaNNDc+Pj5DILM4At3faJdQyiVCDmN2emp6dmp0tMHyi33xhZ1y7M++EhadMjM5OT45w1jgSWUSMCGO1taWEWWzk+PTUzMkCgNCXJmYx6ISh6ep5LnxikTP3ZZ+AxMkngiPzDRSsYBJIZKIcw250Yc++zK8tHt0mkAmU3giIZVEGhueFkrlUjHUT56anJicniPR2DKlarY1GzchHKFYxOfOzpF5AvHy36nVcrGY2Op53i+rbRb7Q7peZxQSAXe+O97bI79tSiiRq1RK1mxvzGX7tE4ShN66THrcYxNSWlL8t1dfeuwx7HIHfsXjj//72y8+/vrMZbff/OY3kAIO5A9//JO9nV3Sda8rZ8xd4+sZXLFuZX3UcrlwJt7WpbRrXtd7jVIqWqhN8bc+Y+0XkZyXn5caE2x75rRjZOUMgw9xqoIzGedo+fnHX1p4FkzT+fhKK6gkxNEmX99kMnN5kZpHmym+5nDK7EJAFBSYmxoVcNHqsu+NOq6ARxhu8rU0s7ziG5+aXZCTHuZpa3U5sLiPIJOvBPeLaimPORDsFj40x8ITZDxKV+5V01NXridm5Odkxl91OW7mkt06plCQI08cPmXllVMIFCRe8zl10OR63RRLtPLMjEwiqIq0+uar3dbXSlkCiUqjglYEnzqZmNdCW5j2Md3v4n0tt7CwqLAwPzPe3/7cKceEMRKDNtdzZc9ev7BYfBGorKJ2cJYF+5iuXNgHWKS6MJ/YFiJX53g1C/NDya7nzO0CEjNy8rNuBDtb23rGtk1QmBP1vrYXL/nF5ebmY9UEOe07cL6sc0q+fECpFYvimeATh774dPfVwgEI09VykWCs9PRpl7SGYe5w4cGDp52uJuAtSY8LtT153D29k8jiSfik7IBLJ09bB0Ym5ebmJEX4nj91wsovZ5S0sLJ3g8NRsKriooILhxR4+zVq8GLjjVlXTEwuOgcmZdzMyUgMdD5vamKfXjfIoUxUVZbn30xL9Dv//feWfpGpxcXF1XV93a1VdqfO5g0xBNBurOGy7sLEEwe8xvkLTdkRh787E5edk780XJV13fMsNqEp+eIZW9+YtIICSCxIjw87d8Q0sqSbqbeB7jYPkwmRcmdrQqx379p3YN+Bo4cOHTm4/5iVT0HbFPjRNbZzIzRymaDquvP1hEqWXLM8N94StUIqIXVGXMttIfLXXmi7S9D6S92uuNRMC8SKrV89M8KEDLjsWMYyZmDV0luakDIP7Xoe60eEG5uQzSoFbWxC9Ffc4VJpsFSnDU3IQP5xbL11asS1kQnpSbLUVqhlg86CDE1IZbBuFRyz/B69zPpaz4QY1VNcq0yIQaUYwWWr8y9rrQnRbVAdG66Ia5UJ0Y2tlo17uiwDE6I/wseT2MvZ1pXOhBg9vPpaNiH6Pd18eJelZ0L0t84tRgnX5DzDeZ9uBRwjKwUhE7IJutB/u7nHz4QoF9XUSFOTk6diaGr4sqhWyqQcQnlKhLOtraOjo91l+2uJhYNEjkyhi7cWNQrqVE+Sn9Oli3ZOzi6efm7ffbQnqrBDKBWNt5ZE+rrb2Ts4XLnieS2je4KooPfYnjX7zuSch4uTg+2FK05BeS1T4H1Gmopza4bH65KszQ68+v53dl4FRIFMW/4yqrGmnFPf78zoofCwP3BDvdLxjvrE9FqukD3WXhHkYm9n72h34YKdR3jTJGuoLuP0nv1p3eSJsf6iWH9nv+SBefby6VnKZ/Rk+l8KLR6hYhGzUiaRSiViuVIhE9Ome+ICvSPLh+hc3QvRpDzqcH7gaZeMfiI2pAbcYxNCp5FrS9Nfe/7Zn/0DdiUE+OUvf/nXZx5/dsfrP/vZz8Ca/Md//zbgWiSFQqHN9OVdu7zrctwsbZ19VyXjc0aLbS6mdM+y8RS1HMax/Mw+07DMehJYRj5/gU6abMm0dbjaMk4DmznbnGFr7RBy3X/f/gs1fbPy1cGOQkTvK0/yiqpncHDPowFbMtKUc3zvqayWYTKDLRDwFxiklqKU8/aRk+Tp3CjvgxaB3VNE5gKXz12gzfSnhge5pbaJ5Su3hynFLFJbspN/yeyS5xFSuxMvHDcPLByeIS9w2Au0sYwAz+DUeqGcGHxov43PTaYQNgh/brA58MRu05CaWe7Kni8R8YqDT3/z2adffGuR1ja7IBLxFma8Dh6KzqwjMSed9h6IzqpnCoQCoZDHIg7XJXz27bnK3knidOe5Lw/erO9jC3WIxdpbqFa6r2bMDATZ+bYRF8S6K4bq6fZCy32miY0jMxQmd4E9P9yUeC3yZtsUfaTC85JLaPEAG+s1Y26ixfyLXZE3WyXLl4DU8kXRpLfJvnfe+/zwaY+2cYpQyOUPFxw1uRJf0cMZyNmz73xCzQjeEtrcYLGv+f4TMU3D07O1cfv3nI0taqcwYdvx2HTicFOG2V7TuKIuEXYjmLZspVRK7Y0ISiweoOC3QmlUMjl7JPi8uZl93CCBxuZwuRwWfW4gxv706fMhQwwhVyDiMgjDxYHf7/Iq7JoVibCbqyY7K20OH83so+qOxEVpa3b0wW8dRrjM6huhe7927KOB+dcB+UX8hdm6mPPm/vl989gtZEIBZWY03vaomXfWOHv5mudd52EyIUL6UL7TgS93XwiJTMjMSM+4Eetw2uTwSb/hBTnYY7lUzGExmAw6k7XAFUjAcCrlchGfKxTwOZwFOp3B5grEUhnkynQ67h6QSZFgN2GKsF1NrH+PnFoFM6KAxWDQaXQWm4PdManWyEXcqao4j+jCEapArVIK+Vw21ERn8ASwfMWZazRqKFDA5Qp4HCaTATu8QCKHw0YmlQq4POxWPI1GpVIKuHyJWKxQKnhcHm+BzWVDu9l8gUAsEkK9UClfKIGcM40ppw+aprXPEchYp3gi7Gk9qEOjxhuA9VUgkkKxUCpMAXDQ8ThsrJN69+rewoTggeNSVK0Ny1YF6JuZEG0I6FKpjcZuy4TcqlLQBiYEq2s5dMPD1nUjufVMCDvGDItTy7C1bs+ErGrh6sYbaNMrIdqB2iBQXmNCjO0prjUmZMMOGmi1CdEN0VILtV83jbBXTIhuZ9Cla0fsFqG5ngnZbGTWlc6ErEo0thCtCWkIP6aXWbtNb+l8QLgJueXmWFcGV0JuqxBkQjZBF/pvNz+yCVGIWDPVkQf2XokpbJmdmxtoLvCzu+SS3MIVasvUwEmJU54QeMDMtalvZHy4pzrR7bV3d4flt7IWpgPNTX0js3pGxib6anzPnzfzL+BTui6cOPzxUY/m4anRgda8COe958J6e1uLw+3NvUunxgZKEry+POnVNzYv1TufaTEwIXAG4lfEBv9wxGdmpvOam6O1X8bwxPRwV1W8nan99aaG0pSTO3fFVbWFu146YeXXPMkU6N0/wyFPx1w6HVHaz4CwUaMRUgbLC7Kaxuls2lRuVKDDtXwaR7gcZGoUQt5M9an953Obp5bSVrjHJgQCSaVgzs/q9POvfvYf//X/PvbYY+BDfv7zf/rFL38Jn//llz//eK9Z78S8SCSkjTVEO1sedcmYp6+z70q55L5MH8ebA8SlMF0hoI4W+u086lM9SMZTsNt0pPyJ0SnmAl/AZeUFXvSKyukZ7Xc6vD8su3FBuuqPpwLqQFGkV1I7lSvBx1mjkbKq065+edJ/nr6wFAhohBzW5NAwebotxMX+SlwDD9+LMEspZ1LJY1MUuWqlWBFzvC788rXaWaZQ9/dyqCXbxezQ+aulTYM0Dk8o5FMJBBKZKsNMyIHzfjlssRj6PtFRan94p21q1zxnZc+XiPjFwecsrS5ddTLfbxXWPEFeYM946pmQGOiUWAuPPt6Y9Nk3FpW9E8TpLssvD+Y09nPAfGCSyGQQS+ldPdPIJ3qq7byj6Fz+UjfVhN5Km0N7HSJuNg/NcCDu5rKpZAqRymCNVXpdcr1WMsTh8kV8xmhrzuFP9t8o7xGrVpkQ3zNm31t5ux7f7xBVNkOj8/RNyP4LibWj2paI2eTRiiArMCFVba3lnmcP22b2zHPxYuB4EXApUTaH3K9lU0W6MVVIhMS2zJDkglGGGLslDjJJBay+m2fNbMMqRpefH4Ewbrwi3MrMIqOPyZeqFCLmXE3Y3gNBFUN0fPlcT7X1ocM32ufAqEvEIE59Wvi+bxyGOVoT8o3TAIPN044VSK5QSkU8zIRYBBT0E4VCyC9mzE+mOh0388keZdz63efbxUNmQordjx27lD5MWFBiSNszfQ4dPFEyIeCBxxttDvd2cbC1dXD2jM5tZvHFfCYxPzaqoKYmMczf/oqds09C+wRVKOJkgAnxzyAJJMz5wZyE2P+fvbeAjyQ7z71v7CS248RxOLnJd5Ob5CaOY8f2rmnBi7O7wyBmZmZmphGMmJmZmZnVYpa61VIzM853qrsltVotmFnNeHennt/jtaa6qg5U1Xvef2Fe6zyTd3LvrZhNwy52l0X4+Ph4eAUEJrTN7FHZXAYJ1xIfXNA8iaOzWcT93qqsQB9vH0+/tIr+XTz9ZFmRkItoycrMLK8pTgnw8w2OTGmd3GZxuejVyYyY3BUCiwcBCbElLaltAEFm7JXExZWVFCSHBfn4hZW1DcwP1sUF+vj7x5b1LrP4oq3BYnN19YD4VH9f34CgiIKWKTyVxedzmYTd7oqsMB9fX++wwrbZIypDIKANFj5NycxJfxqe1IDAs04vtV0OIVCyeCZvk+Sdchn2hRAC5W3SLFOS/L0IhFxZKPDFV0LkfWHR5yEEFCrNMiXJ34tAiCRDPZMsXpzlX347lqRo5an5OQhR8GWdDHwzEPIiLZX6GEKg6p1J4q+R1p9AyLn94Worg5DLulfeICkvCjN+++0Y+TmvQ03AEIRUpir20vWsACHSbXod8gGGIeQSyVL/m9bvGUKY+N2uGEfThPblI6qAz+PSMW2Fifo++QQyHcwtBjkxZbcoMdI1pZ1EYfC5dDxy1OqubnZdP2a720zdoqR1FIlCHqA2axID1dUitvenPJ1cXPOGWFwej0PdmG7UUnHqH+lpSvW1j2xD7u8O1zx74vhs74h45h4pSMoh5Il+OGKyLtw7Iq9vk87kcFk0ws7iwjp6sb9M/4tPVNVV7jxyKhragB5el0sbMTuLQUYmlWMbVOhmLMHhXH2YlZmpf1ZtaoCvb+IMinoGgUQcBhHhpW6Q1TQNOkShWq8bQqAzjDzU0kCks/knv3vvB3/2AwAh0D1YkudDbr/z3198/oWqho6hnp6OykMNLZOoqkkMWUmeR9xfyfEKbd8g0HiyzJlN2h1Jd9MxTx/bxEunQGWJRXzoPCqbhEF4m1iUd8/hCdiOZHfHkPz5A6p8lyKnmhK8UxAknoxNwJ5BP6jPDH7klnmIP8mMofcI89hMwkZ3jLN7VOUsjXlyvUssFAoF0InM0w4+XOyPMg+ZOGKxjk9nCnnMo9WBKA9bE11NtSdP9CzcMir7NlBYAQ+ZqPnw9oef6enpGejpqT9+/MVD0+qJTRzj9A46CYQ4+UVmzC6OeevrxRa0rKM2QnT0IAjBrQWof2Fp7RIVGxsXGxsd6udsbuQQXr55REBvjTl+8Y7Ko8e6evqGkA1cfWOnDlhcaaoGOohLmmypjM7ooVBPb3vj0PHL3UUe1uZ6GmqPHmrYuIdVdU8d4EmEtW4/a+2PPnukq61roKOlparyWNOnd3YbdJqs2VIIsbM1i6naHi6xNnZLrhkkLDUYSiCEtFD94K6asaPf09jYp7ExYf4eJlq6YTVza4vjeY4GJnHd6ziGdDWgZkwasTLczDU6b5sE7f1gEotG7c1JKm0cBwApZWw+k7zTnWZjHFI+iTrpeLAJDibKfI2tnnXvkJh8ZRDSaaf5+SMVDS1tPbCnGerp3P/s3iefei+S8D3FsY/ef19DS0tP1l3G0cXdOCJppy/bUtvY1ickNibmaUx0eICXnppRVvv88Q1sr0PfMAhpCjbUsUnpGUfsbG9tbywURbroGHlOYTjojcEMD0vXuJL27p6aghSDJ6ZN88j9rYWnzjoqeq4Ztb1z00OJLka+4QWrGEKJn1lwZP7K9nyCu61fXMkWnnl8JQTsDdz51jxDdfOs2o6e7payRG8Ny4iJ9QMibi/W379nfouIP2xN9HLyii5p7BhsL3M0MgnI7mWJQWiGFhfwGZ2J5loa+lH5rdNzk6XPIjQNglfxpMWhBjst5yEkmS0UMGmoJAuT9JJuNG7O85OPTe1DmgfG2vLDDcFxYRrS1NOTG+mpr+05hmYt9RboP7itahNa2tBWX5Ju+kS/eGB5H7nTmOBp7xlX0tTe01hoq2v8tHyQwsYWOqmoPVD3Ckss7Vkny517uhRCzqVBkvPZ8tnYZVdCZL4sP1YGIVcXCnzjEHLiF4WQc6mt9PqA8vTxGwAh8u26Mq2XQchC/bm8XAlYKlgGIRNVL5HTf0kISXZ8+23TqjPYc71OA+WmOr0wMkkNQ8j1DUPIc/rRZm2AhXXu8DaRDd1BziP1VaQ+sX+GJdHAMAVSTT5pMzs2zCOrj8YAM3AphAXXR3q5tT3ouYrbtx5Z2rpGhodHhoe6Wlka6oSvbk95u3r5l09BD6aL2DtLXToPbLoHu6QQgkLtjdSlqDilIDHnb3y6AEL0wmaHS4I9osrGkWyuQCTggRyXQmevD5YZ3ftEy9ROS9XYJakVz+LLPaIrOtyc89Y2qB7foPHFoA0cGnaoOlHlzh2dJ6bZLXMMgejMSX4xl0FZ8VXVTakaPf+0/WuGELFIKOQyCDjM7vbm9NhQVFjQ//3n/yNhkD+49dnnwRaP7SOyuoYnZ2dmpsf7y1PDtfRDEfu403FYKrFgb2HQPyh1l0Q7ucWaS0HNlPhrmT4bXpPmmtBsXDZ5cW4Jube10ZN6/wsVV+/ghLiYQHt9FRXbtJ714/c6gW3BGatICEprpwiPby6H7sbAtOZHPnBKOcSfPFYuohIwiMmZnZXeOC+v0NIJ2smVEBHnCLk7t7x3/KwF2C7c+fZC+7BqPOf0tVlsOoWIQe/ubC3MTA50NZcXpLmb2kRltRPZyHgddQv35NEZSKP9bbnBtgbOOT0T083lOanPkjJzakeW9upjHQLjCtYxpMnmTG+3gMzGNl91rUzoSshGgMYj78C4iurK/ER/7cfaztEl8zs4BoeF3pp0vKeSWlI/Pj0DenV2ZnZlfRtKoCRNF4tELPx6U1Fa8cAu/fScq5BBJaP3dve3VmcnRzobqwtTo9w9QvK65o+WOoKdoILHxydnp6eH+9oCrQ2DM2sXJ9qfJSYlJaYVlg1RaRuRdnZWz1q5jMOWlAALW9+muhx1bTfoSshCjaqKiUdURl1NZbK3sYa2WUROyzaWittHVHmZGYW2LEtuL5RIxKDiiwNMfONLkDTpO+KEdAomJzq0fXKde4yPAjYVPVpgYxpQMLxzgn9g0+0OFXiYWeeMHlDZAmUQ0u2ooxlX2T00Pj07AzxWFBf85J7vEhlASILabbuG4dFJqK+A57ZROBqVDCDE3sQ5KLmgrroswsFQ9ZFxbGnfDoZ8/sH5V6dvGIQ0Bup9clvHytbFz8fbx91R9e5dI7fkRRwbuz3dWFbaPr60uro61tVgo6ae1be+uTobbadlk967fkhi0CnjJUGuPrFj24dFvvqWpvZ+btaG7mlDS0g2/+Q2Q+ji5PpoV25+0+LGxtry/HhH5gNVh47JpaOtQV/3+MWdIyxyJczUOK9t6pBEZTEIky3lpdXDVCEYJKDFAYS0xpjZOkZM7JGpDNpCb63ZY5v+PdxMb62liu3APoklFDCo+3FGeikF7SjsnPOnjxILuo6IBNR0rbuVS2TdDJlKW+oqMNMwrFsiLXQXmGvpJLYtH+DJmL21El8Lt/SWobF+L0Pz8v7Z3YNDzOFuY4KLs3fyCg6daaXi6P4McYCnMKEbyCTNgXQZhJw98y3L4c5mYzcPIdcoFPhaEHLx6fYbhJCz5+mliSPiogz7Mgi59OLAFRBy6bLAlz4TcllefgZCZJ0ja5r078vx4MIrIVIIuTRZl0FIcwy0ObqgBh7rapBQAiFXddGJQVJ+/kqItNOuZCHEOjJIG+ofyZUTma5TKLAChFzz2ovUMIRcIlnqf9P6fV8JIex1xzkbxzQjUEQedBfxQXPeUwO/AumVkOcigZCGLH0W5ZTYhCdROWwqFjlqe183u7YXPV+l8tgkt7pzdm5uYW5mfHRqdnqBip72cnRxzR1ksjkcJnFtsl5X32d8YqD5BEJqU544Pts9JMqdZZfq4ishU3Vh3uF5fWtUOotJxe9NtbcNLc/0lFpAo+9iTUqwlppl7Syayj45KS7G7i6FmBiXDq2RoVUBCY82JkIs1IzD6tbOP0Eh4jBws25qRtkts7/3KyFiIZ95OJ8ckVQztUdnsihUcmlh3r/+49/+9d/+U3B8UpavSVBBJ5IEkIvPY5MQg9Vq75j0rqCg54dPJRYLGHM9tRGp9VS5N1kJWMS9vnQ1PY+G0Q2wdXiA5hgkzFqHq21AbXtLpaeujlNkckZOQV5uQXaSnbaOTkAVCRADWF7EF3FQxSHh+b2rcuWIxTzqaF36Q8OA5T009L5Y6K5z8nxPlYNV5NzGTHqEj3184xGezOZwwW7FIOzUpsY6pHQxuJLKigViLrY5PTm+aYEn935eylp3hGdAw/whmcEGS7EZ2IanrtY28Tu0/Th9Pfe4Biqfz+Xz6QTUYn2kqrZ3QWNvQ3EqAKeUzIq+ue3aGPvAp0U7JDaDsF3x1PeOnoP+XdWUcgAhWwFa+gWNEww+h4VZTPNy1LRIWsLQ2DwOenva8b5+w+gynQc6VSKBAHpFsWT/FAkF2NXOwqepk2gWR5bugOm85d4qd9+MHQKFCVoHyGlvJjUiwDqp5WChNcIzJLVjlc5g83k8IvawJNTcPCRluLcuNiYmOjopt7iLTNuIsLOzSe0CuzhudzzTVd/U2PSLh/bS27G09bzKRnZEQh5moz/OycotuQlDZtAIyKnCAB2TuB4EkiXZdhwWDXuAiDDSic/vInGhzFIsZFMwM1E+cXNbmJPNJOKzmDsDrjb2fkUjFAZYFGwLNotOGikKsrTx6duBngNWejvWxc+EJGs/DlomUZnH3QV6i8Og7PZnuzslta3ihEL+/nSDr46uX0Y3ikCXstzr0TcOQvQ1LRI6hqZXV5ZXEDMN2WEm6npJbWsoNHpnvi83JcbTykLr8ZNPfvtZRu/axspcrINBZOsKlgFCAwdRF+nuFzO4cVDoo/HFe7/6+OOPtHzLF1Akua0B9hgBCbs/3lySFO7vaGGgqa76mye2zQOjax3pHtHt+zgyemva6ZFhy9Q6C1pMzGYwmAwG9D43yeIAXltjrD19svdYIEAI10dbbFWtenawUz1nICTWSC8ZQAh+wfmBXmHLNJvLJK60BrlF5A3vA2bYG62w0TWqXCDOdRXaGVk3rFBoXBGLhB5JdrcKLa5sLtf/QiOzqKyts7Ojvb0gxtXJI3x8D5lurR0YWUMUPVe4ynY9CJE7b/36IOTCQoGvASHSKxLKceKVQMhpJS88za8EQiTtlemCXgK+FEIua6nUZyDkjK9YVgFCIJ9W+LISpT55JkSSUp/OL4OZa0DISJbt2TmlFb4iOz+FkOt1r7xBUl5XngwoRG5+yT58LQiZsFOYU0Iv14QfACEN0pIgXd29J4Yh5BLJUv+b1u8ZQgQsEnI430DDOb64fXl1ZbS1INDNPbJqWvZMyHORWEAfqszQN/JqH5menxluzgp890ONlPoR3NGCj75uRGrZFGJxZX44JdBD3z7jCDXlbGbwuUFg/9zK3HhncZy3ZWjlyvJUqwxC9kdqnz0wDR6f32bJvyUJ0gXPhBhF7e5Op4b5WwXlTi8sjXdVRJnrhpXPj3aUWGvpls3i9tfHC/0tNZwz5nfxJyMs5XCn0Nsqrm4Kw5CVwucwkRu7VA7v5L6YE4l5dMp6m4muV+P4juJvrx1CQNoopO1mhXkbOMX1TcwtrayM9rab3L91R9NybG4hz9/UPbF0dH4V5Fur8yMVaWEPtPwXdrFnBmOxUEBDtZXnpzUv0+Tf9yXi0bFLYSY6jj5PWwamV1ZXxrpqkn2t7CKqGiqyHDX0iqYOoVfzCkEKTu9I8ddVd5s4YrMFYhGPydzu8g8tG9iUvcNKJrEQiegP1NfwjMlrG5xaXVse76yM8vFyim8gkLDD1RnaT4yTy1rHZhArC9PN+TFubsH5g1scyXYXCzjsg8mkxJL2FZz8uUwaarrI19rIP7NzeGZtdQkx2Rlqa+4RU0XiIOP1tGz9shehL9xszI115gWaazvkjm0TRSIhkEgkYjGoLQlOAEJ2qQK+UIica/PRvfOTn9yJLeo7gRAWYAtQ7enGUCtd56SWLQwRvT3leE8jt7ZreXMT9Crwzu7+EVH6kl/Qlbzp2sSYlGY8X/79QsLtyVYPbYPowpaR2cW1VcRIU56vR8DT+kn0YnuYm3dYYffyytrmxurUcJePoUZITiuUGoJ+BfUUcCS3YwEI6Yb2cj5zdbBc+3c///BTY3kIAUWDn2bbi4ye6GZ2LWMAjO6OuBpoOQc96xgG2255sr85N8pVzTiwdXpXWjEhC48czvaM79nGntyyBbVAzCc1JfobaNlmVHdPzi8tzU90V6fbaBn5JTWTJY16QQhJ0rjn0jW/uHrcXbv7hzgCfqcvC4KQNbykiWRET4HaA73S3gWaknc9vyqBynyjngkJMzX1rFhBkcG+DUQ5mC71sbALb+mtyfA2M/V9mt/UPdTVUuuko5kzsC6FkKjWVSxDcBZCdGyd/Gtrs9Uf6KVVj568wwDsGM/5pLbsaE19u8ySur6hwcGO/EeqdjWNNY2RbpnDKCKLfbg96/zEqGlynQ0tIyKjd3Z2DlinV0IAhNh4+ebss0VgP1IKIXTKbrSergxCHuoXts5weJdAiBWAEDqAECJ6KMnVLq6ipqFI673PPL38oqOiY6KioyOjc8vq1zEHmTY6QVG1pJeBkLOnsV8ThFxWKPBVECJNVS/MGm8cQiSPs59kxi8CIXJWyNTlfTGEXNFSqS+GEFmHX5QlK0CIFB6kM0tqe0Vmf/pg+sn8El1ysejEchBytk9ke4jclHNWciXk0u6VNwQhrQvS28COpeRanFLLIORsu6R7yCW4JbUUQk5hQIpPl3bRiWEIuUSy1P+m9ZohRPhchK/2dvcNqCVIgrhYyOMxsFNtJWGeTo72Dg42njm1/Tt4xukXAsVCCna3ryzFy87eycHFN+6Zt4tb5eAKi81YHWt5FuwFlnJydA1NKJ1YR3IJq3EBAR7BEQHuTk52DsEJJVPbBAphf6AoJiJnmEAib001ORkZekU07Su+HUuEXOjxt3VsXSWyoPcniZ+LmeM1eba+hTgaaXdxKCXI3QFUz8ErIbd5A89Aznd62zo1r5KpNPLBcpenmXPFwKrkswaQuAzCakuKY1jlzD5JOgWM4gLo1S/nEOT5czb5YKEqwjKkbvFQyU7wuiEE+nQd92h7vjo91svJ3gn0rYNnfHbN8j6OQMDWp/hYmFtY29o7Ozg62dv7hKU2jaxRmRz5RomEAtLuWFlqat8GmSWfAoqhL+mh1qZrcxM9HR2dHBxcPQLTSlqXD45GqtIdrBKWiOzj70IID2aa/GwcKmaOmHwRl0Zcqk2OrxpGkhR2MzGHQUEihkpSY7ycQD0dnNyC8mp61w+IXB6XRjic7apODPN1sXdwdnDwDUtuHV3CUtnSO7z4LMZOf1l6UfMOQfYItVR8Ng2zNVOYFOEK1dDRxT0gtaRzHYXl849KnCyMdQwdQcMdHBwdnAMjM4bXjqhyn+DgcVmjJZHxOY2SB7XFHDp+o6/A+IlVftMMkXaQ5uZR27fMlZzH5dAJO1N1Hjb+zZObmANEpIWWlYUFWCvoVWAP96Ci1kUGhw8SLQEXUxHomdeOgG7rk5UDJGZTCZtjrSkR/tLWuXlHVHRM7mNJ5L2JBH8HPUMLB+hgcXC0c4tIqVjaw0JfzJQtKnjORuYE+gdUTEEHmFhIJyDb0gPMTX0bprZpG10OjpHti5KdTSykEZD9hdH2XomD6xg+l7m3Mlmdk+jj7ATW7OLum5BdPQZSVIZs69Mxa53R7jlDSOKZt+KCegspmP2pzqqEEB8XR3CoOvmEJFR1TiExZLC1wbJCDg09XmJnnz2xJ322R4zdmAx3925dI8mOxOe8pa4KZ5vkbSZ1uiXXUlvb1s4ObAhpd3n7pA1tYQ8mayKC8sYPaNAHIEV8GuGgKTXUNzh/9lCOiF6xvmEQ0hxiZOCYO7G8RyQSgDcmG2PM9Pyyh2uSPMxN/NsXdnf39iZ7qo2/uJPes3oBhKALfYyCIgvX0Kiap042HnGD61jZ43BigZixnxzoaRJWDjhyf2t5tDri3Sc2GRmJfpbhkxgWSyAkHKzHWBul1A3vYXBU4nZFlF9QYhtVdPJMiFIIwc3011irmtbN7x5gDvcRrUbvP4rNbrsGhOSbaKiHV8/sHmKRG4gkJ7OoquHJ8S5HFd2C9pGl9c2drfXu4tjQiIwV7KEMQsQvAiHKTgBL0tDT89A3DyHXKBT4cgiR5ruXnH6+6WdCFLLMswQl58sh5JIFL4KQK1sq9WUQcukGOgMh507qS9t+CQ/IQ8hZX9jSE0shRHY71k1AyHUKBZZByNld+vweqNQnt2PJT3xJCLl2ocAwhFwiWep/03rNEAJSCgEZRyThyQLJP6BJYhGbTsYfHezs7CAPMCQqQ5qdnAj6IAidjEbu7++jkIdY9BGWzmCJQLbLYRCxR3tgsZ196H05XJ5YwCaTiAcHaNTezv7+ARYP3RQu4LKYdBqWyOByeWwG9Wh/F0eAXiwpW7tMYjaDTsAcMdk8yWMMoHwhnUbDYQl8kAqyGRQCWG4XiTrCkWgCoYhFh174yOBC57zB6o/2UVQag3cMISI+m4NDpPmG53Utc4SXvFkftFOA3ZxM9vItn0KRlH3T4LU/mA5JyOcwqETU3u4u2CIoNHTXDx/KLShgIyH3dra3gUFnHGEJ0JdOzjZPLBJSt0Y66wcO6Oc+Jw+2tIBHIxPRyD2wZhQaQ6Aw+EIBjUwhYqEvY5zMzqZTKCQCmckDLMpjUBaaakeWD+jHz7ifCvosOo9CxKFR+zs7u0g0lkxlQrcyQb8I+Bwm/ggqandv/xBLost9W5DPYW8Ntg6Mr1FP03OpoI/Z0wgYsLOBFe7uHZBpTMl7OfkkzCFqB2o48N4+CqyQzT3zxIFQKKAS8TQaHVol2LAiPpfFQKMwFCqdw+Pij3AMBlOWtYiFHBbjEImm0RlMJgOL2kWC7pCsGRh0OLSv8gSgLkImsiq5emH35FH+Y4mh77oTQJVA63b3UGjoBaZC6IigQ1/Oka1qZx95gKcwpBd/ZII+3MEjkShEkiziCPlcgDR4IplMoQm5DCKZBo4N6U+gBRwGGYsnUejQJRyRgHuy7ZAHh+BAgHpGOuvz58yjtebUsiU8m3PyhM2xoDcZSb7GI9kWSNQhnsGCvpQv/RXsEnwWlUSmn7xFgMNkkPBYJkd6JAKJGDTQLjyXz6NRiIf7O7vHGwIYVIRIpnPpJCqVTmVwpVsTNIoJRRnq8QXV16FvEoSwiZsdUZbqug7BYTHJSUnJSfFBro5u3rF9a3hET6mvg11YUk5+Xl5csLf2A+2C4e397eVUH/vEni0SWwgixUZHckB48uQutibKKS618ZDBRi11PfX2CMgfJLOk90MKxVxCZ36SsblnZm5+QdazYHeHx8Z2Yf4edqE1eJ5AIBazqITxqme+viEJ6dn56fGuTsFlA2vHowY4AFj9aR7B4aUH0LduRbsz3Z7GHkMoEnJzJtXH1jX0WVZ2ZmJEoM4Tw5TSfgxpJdDAprJ3kctnkzf7ov3jK2cO+QIRerbJ1cK2cYW8NlJlo6Nj5RGRmpmTFh/p6Bw+vonGHiGbUkK8fMNTsvIKc9J8HZzTKgdwDHyZl0X0szaK7BH5U10KIefzJ8Vz/K8AQq4uFPgSCLlOXn6DEKIkJ774rPnNQsg1CQT4MgiRoMVFOb08hChBjnNYouALIQRa8Ir0WgYh5x9Mv7h7T3zTEALtgdfpZ1DuuQfTL7wspmAYQq7vNxBC3hCBJJS/NlCZHJu/TZN/Zl1B4ucCxmRzTXRaM4HOOpdiQ/q9QAgsWLBeVN8kCOGziHszfbXV1dWVlVI3d40s7+EBdPJZpO35kbrKyobGruHxuemR0S0MlUwiLE0MLR+QWXzo/kTCLmJ2fumQwtyYHl1c3mUKREIefR0x0943C10elYVDMRW7O9nTWltd0943Mr++MtxRHe8VnNq6KHuDlkgo4lCWJgYaa2ura1tmV1G001dRiUUiPnJxYm5ugwEQRCymYFATfWNHNDaHw8DvLLQ11Nc3tHaPLEyPDK/tHNDZpIne4W0UXiDkc8iohdmljSMawGAqZmdqZHSXxMGhtkZ7+8ZGBpoa6ptau+d38EwuWC+fR8fODHU31NTUVNcPz27gaGyhkL0xPrywuMc5e6YM6HIIUbhXR5L1nsmKXgWEXFko8EUQcs28/CYhRKGGZyuv4EshRHpjlfKk8zyEXJ9AgC+EEEltL0mR5SFENvNphi2t8GU8oBRCJDW/giKAZRAi+2jgSbdctjudWBmEXNa98laEkKu6SN6gXOkrek+2y+W7k7wVIeQqwJM3DCGXSJb637RgCHlFEnPZbA4beqPsRQgCSSzicblMBkvxgsKxYAiBBetroW8ShIhFQgGPy2Keis3hgiRb+hOfxwVTWCwQ3rggfAFmEIDsnsuRvFEBzCEW8KH3BoDp4Ffw/2AidJMcjwfml16olAq6aMJhg1IAOoAVgT8ZDGi1Jw+OSMIjhwV9nIfFg9YnFyPFYrBCUIp0mlAg4EErhwSqzoY+xwPiLxesWAAqJxJyoT+ga5RiUCpfANoCloP+hK62isF6QEFgbslyHPArVE3o8h9YkCPpBxbUfuhuPzEP/MWH7hRU0BUQAixNwmRSzOEuhhBJsnhOCmfclUMI8KWFAiuHkDNLner8af7zECI9za+oc3fRKIUQYCkSSHVJ4qgAIQqFXrKgIoRcu6VSy0OIQqEXLSL1GQgBUxTLvSKnP4GQM4VeL6E/gRDw9zW798RSCLl+98pbAiG1vrKFgK6FEFJDENKxdOXeq9SbyHnJM/gnuu6CwDCEXCJZ6n/TgiHkKy0YQmDB+lromwQhsF5CV0PIpb7GlZDLfCGEXOWLroRc05dcCbncF0HINX3V7VgXWhFCXtCXPhNymRUh5AV98TMhV1seQl7UUghRmHhNK14JeRHLIOTc9OtY8UrIixiGkEskS/1vWjCEfKUFQwgsWF8LwRDyhovPF84sEgYnDkBO8BIGuQuAEJCLKEy/pgEMTCGIIKdXmH6lQbkAQkCOqzD9mgYwMLNEfolyQW4Ksi5QusL0axrAAIAfwBIK0680KLelawUggcL0a7qjfxPAz8uVK4UQkOYq/HQdgx2jtnnuJcoFBlunpnnupcsFIKEw8ZoG5QL4eelyQUKvMPGaBuXWty683C4NCLOpY0lh4jUNuBoA20uXC+BHYeI1DcodnjocmTpUmH4db6O4o6NTZaWldNrJR8AulCz1v2nBEPKVFgwhsGB9LQRDyBsugUC0vMkASWpr9+pLuKV7FWQh4L8K069psCDIrV9icbjcF7K0XIWJ17G03JcuGmrsS5ULLK0zXO51/CXL/X1t35crFyxS1zKVnJw+MT5+nTRelvrftGAI+UqLQiY7OThMT01twYIF6yus4aEhZwcH2XEL682TUCjeORCu7/FXd7iwYcOG/dX3+g6DTGawWSyhUOGV40okS/1vWjCEfKXFYDA83d39fHzCgkNgw4b9lbWXh0difLzsuIX15kkkfo4lPT8iwIYNG/bXwBjiczz5+TXoQyZZ6n/TgiEEFixYsGDBggULFixYyiVL/W9aMITAggULFixYsGDBggVLuWSp/00LhhBYsGDBggULFixYsGAplyz1v2nBEAILFixYsGDBggULFizlkqX+Ny0YQmDBggULFixYsGDBgqVcstT/pgVDCCxYsGDBggULFixYsJRLlvrftGAIgQULFixYsGDBggULlnLJUv+bFgwhsGDBggULFixYsGDBUi5Z6n/TgiEEFixYsGDBggULFixYyiVL/W9aMIS8mIRCIZPJJBIIR7BgwYIFCxYsiXA4HJ1G4/P5ssESFixY3yDJUv+bFgwhLyYulzc1OR3gF+ju6gEbNmzYsGHDBvbx8ikpLqbT6bLBEtZZicViLpfLhgXrqySwTwoEArBzynbTiyVL/W9aMIS8mDhc/sgUamzmcH2XAxs2bNiwYcMGXlglRoZH4PF42WAJ66z4fP7gwEBbayts2F8d9/f17e3u8rhc2W56sWSp/00LhpAXE4crGJ48mFwg7KCfw4YNGzZs2LCBlzZoYSGhOBxONljCkpNY/JzLFTjYOzU0tPT0DLyo6+ubba0durv7FaZfx12dfTbW9o0NrQrTr+P6umYHO+eebsXp13FnZ6+9rVNj48uUW1fX5OzkpjDxmgblOjq4NL1suW6ungoTr+mOjh5Q56amNoXp13RpSUV09NO2ti6F6VcalJuRkZOWmqkw/ZouKS6rqapiMBiyPfViyVL/mxYMIS8mGEIuNiLo7bfNConnpsOGDRs27G+4YQi5RCLRczxZWFk3vLhGOsA9f1EvrBCq6kdRGLHC9Ot471BQWTeyuE5WmH4dz68QahonUNiXKhctqKwfXXq5cpfxdS1TChOv6V00H/TV0gZFYfp1PLeEa2ibUZh4Te8c8KobxpY3qQrTr2mwiVu7Fjb32ArTr/QOitc3sjk2jVSYfk139c4W5OdTqVTZnnqxZKn/TQuGkBcTDCEXG4YQ2LBhw35DDUPIJRIIn2OJorqW2aVNlkK/XceLG8y6lvntA7HC9Ot4CyWqbZl/uXIR64yGNoTCxGt6Eymsa1146XIbO5YUJl7ToNz6NsTyFlth+nWMWKM3d60oTLymQbkN7YsvVy7w3Aq1Z2hnfY+vMP1Kb+wLRqaPxmaxCtOv6bYuGELEYgGHTiWTUFgyh3fyYg0xk0bDoY9YHJ5A2QMzYqGAxyAdHeyvr61JvL69s3dIoLG4L/RqDiGDRkOjMBwu7+qnciR6IQiZLXR4+5yCuqS/Qin7GVk0zJ4uS8y2kE0+VkL76a/P28NkU+XkkI04neFCIxrMZPMfK+wlQ8w5wxACGzZs2G+oYQi5RMcQMgdDyHX8e4OQdQYMIRdJlvrftL4SEMJnoFuyYqJKBpl06sHO6vD8NofL3Zvt9rUKHD+kcUWyGeUl5LGxi63B9uYGprburm6ebq4uDnbO/qlT62iu8JpAIX4u5i7119o7Jh5QGcoKUaKXuhIiIQrFXF8hZZdSxwlIKCwi/fUMh0j84nm/BEKOQeiYSW6GQ2AIgQ0bNuw31JdAiIDPo1NILA6Xx+cLuUwyiYg9FQ6PJ0JnG4VCAY9DJRPxYBU4PInKYHP50rFcLBaBn2hkIgH6DU8gUphsrlB0zYH+vMRiIY/FoOHxBKiM44QBFMGiUQgkCoPFAXVh0igsFpsnhF4bJCmfSSbg8TgsWIpEoXO4fBH0ixDMJtcYUD0CjcnmCRQTiisg5PzJQSC5cfkSCDl3RlLxdORlENKVIFvoWAoj+CUQcuk5VsjXgxDZ2djz5V4IIefqrJAaXQNCZIVKdGbZa0DIhcvCEPJyeh0QAiKISMAF4YfHF4B/8ThsDhs6tkUioYDPZ7E4bCp2a2l2cHaLgt2rz47S8sk9whOX+ussn1h1rh8SGSw2m80CwQIcx8cScBgHE2XuJo4Rpb1LSytrq0vjA632qg+jinuIbIFIyOdyOCwQQtjQf7gglonFPDAJrAb8BxKoBFcoZE42F2po+m3jSVwBWIQNanh5aHtlECKbcnw95Nwi0IF3/lrH+ZVcZQUIkYawMxdhzgY1+TpAy0J1OJ3hzIJnK3McVeXLgg0bNmzY30hfAiF0Iro+J65ydINMpxNXuyOD/d3d3H08vST28feNHdgi0Rk09MpoYWKEv7e3r7dfXGbN7OYRByCCWMRj0482pyvS44J9wE++YdEZ7WPLZAbnJTlELBKySQO1ma4u3oWDW2QWTzqVjt1sehbt4R/TPLnF4jAnGrMKGvtxDL5QKGTT8Wvj7amRQX7eXn6+/vHZ1dPrB0wOVyyiDuYk+bu4ent6Aft4efv4hRc2jOwT6QpVu+aVEElmf/5s41UQIjcQS9lAPiu4CkLk8gpJfi+/7CUQcmyl6Q3k60DISS6hkMZcBSHnc6FTXw4h0v65KC25HEIuXxaGkJfT64AQAZu625ft4pDYvnz0XExri7M3MrJrWSXTqPjJ5mwT35z9nbW5gY76gaXZ6nDtx7d/+d5ndr7VzQ1FJvceewX6WBrp6WtrGbunja6iTyhECiHelj6ZvZtMFofP5+LQO0/t1P2ymtEkGnV/OjfCU1Nd00BHU03POaN+giHgDuT6WJh5hwZ7mpsYGhrbBGa0Ycn4cQAhGr5bWAxybSLDx849qmLx8LLXnL9KCJHu4tKj6/cGIaAOp79KQeKkGsdccVyihJpOKylXGemcZ9kGNmzYsGF/U30xhIgJqNVoe42w6nE0Hn8wkqOtaewZndlQXy9xQ1Nj+yqWArJ8Vx1NB//4wvKq6pKcABtdG7eY/hUsh02f7ywxfaJm4xyUnl9WW12RFednqm0dkN1LZp9cxngRiYUCGqoo0uYXP3/7C52o/tUjMXSmlDPflqvxyTtvfaCSUDdJoZNrY20844u2CUwOHd2UGfr4iZZnaGIxqFtFQbSnlbZFYPHgCl+ALXKy0nxoX1BbV1tXX19bVZEbb6Sm6RHfSOSL5ev22iBENkUuW3gBCDmXeLxaCJFlI0rSmFcFIefyHwVfBiFXLQtDyMvpdUCIkEsnLzXaWXo+a5kX0TeiDJ989rlqXMPKwf5KU0aYY1zL/tZ8zbOwkNyh3cXRrEi3hzaRkwtbEx1lZg9uucWVdA+PjQy0+puaJJcP0YVi6WVOKYQ465s6R+fU1dY31tcWZsRpP1LPaBrHkkgztc+8wjNa+0emJ0dyw5wt7KJXSMyWJEcdTaOc5pE5xFxrWaahltsEEjXUWKCq4jYy1pkXF+IXUzi3i6ezpedFlOvVQ4h0L1dYRCHdP7GSlVxhhQMJOp4vO64k4ew4JkrRQq4aZ8PfSWUktYUJBDZs2LDfGF8CIbj95TCLR0HlIygsFjWYoaXlkN21RD8Wg87gcWn9ZcmP7zsMre5iSRQKibAz2x7vF5zXs0pGITJDPE28cxDbaAKJQqWSSdi97sIEU7OQ2SMW//iKg4jPpmB32isLM1OS09IyS+t6kXgKjUJAtFWX1zeW5+cUtk3SmJJcRSTkU/YLox0/uPfk0Qf3ovN68EwuDbteFOWqoq754W8fJlSNkWjEiggz15i81UPy/mS9j61LSHH//hGeDJVPwOzOZIf4OAZXEzhHOTYWetrxmxQamUan0yhUErIsyNzcOnyVLODJXQ15nRAiHalPEoOvKoScLKgkjXlFEKKkr876Egi5clkYQl5Or+V2LCFXRF4Os7WzT2ogb3Za6tqZWVg4RDUvTrdn+rknNC2jd+fL4wK80/oJR/vNBU91/IsIZMrqUK3lE6PmVQyVJ2DS8fmepjFpTXie7OyCFEIctB68+96txw8fqTx8cO+LL373qUZm8+QhlrA90z8xv7qNwhAIuIGCEFMzr4kjemOCo51d1CKJzxEKtmf7HFVN2td2+uqyH99S9za9Z+YS1Yk4ZHCueK79lUKIHBJIFpGX8r3/JSFEXpcvfiYmnjsToAxCGmACgQ0bNuw3zS8AIZoO2Z2LNInoDCaTzRHy6WO1WZq3zcr755GHGBweT8AcoA8x+yjMwWx9sJ1XYvMS8/T8oJhGIuCO0DQO/wRCWGTUQK6vhp5N7LO0jKRoS22diKrx7Y3V2gDzR1/cfmzsEl7QQaQyoVklEFKS6P3AJTbDWcPcKWxgGbXUm+dp6ZhQmKX6vuozOQhZ2seNFgXbuCQMbBH5sic9xM/FAiIGByrI5WOkELJBppJAY6hkCumgKtTSyjZyBUCI3KWQ1w8hJynH9SFEUvqZ/P7VQYhcS18CQuSl2F0XQ4isqlCPHet8uRdAyNXLwhDycno9D6aLnoupdZHuRiah/Q2JtiE5OQUpBrZxXcXRAc5+nRtkAnpZGYQ0WKnY9O0RmUIRk04o8DSJSWvEcc9AiLeVb1bfFovNFQh4VMx2fbyzmX18B2IPOdv21N/V1NjYWN9I894X6jquEghxdXJ8tsUU8UTCndl+JzUIQnorUx/918+ePHmka+hc2L/FYP8+IURyWCq9EiIJNEro/yUhRA4koDWcDWGSKWf0AhAik7KQBBs2bNiwv6m+PoQ8ua9h4x2Vk5UNnF9Y1jgMAINN2FsojvbQuPvpZ589NLFxi0zK655YAZnAdm+uj6l/6RgSjPOy9YE1SiX7F5AYNV3nb2yWPbhPYHDZVOxqc4KFfUp171hdgLmRT/HkPlkoEsmWkEJIkr+KdzaityjQ2to5Pj/cRN0rPG0e0a3ziVayHIQs7GIaEu3NQzMXMUz5e7+g0kX85yJsno3R/U+M4jOzsrKys9JTEsM9ND7X9E1spQrF8o+FvFYIkY7F14WQM5If34FfGYTIpy7yf8t8GYScsaT0s6nRxRAiS1FO2yhpvnzRF0PI1cvCEPJyej0QAo5FwXJzqtFjPU9r6+DC7sHBZnN90wBHXTuPrB06j4pduQhC+veIrIshxMfaL2dgl8sTgiI4NOJSY4KDWVBW53SOn31UVu300tr29lZLmo+RkYcEQtyOIUR0CiF1uar3bPrGBzIjvPUck7fw1MtfrvVKIURCGtIAdH4RyTFwjZVc4XMgIT2WjqdISpGLaGdi4rWuhBBlcU1ZVIINGzZs2N9IXx9C1J5ombuFZGVkAOfkFtYOLEKvkKFTj1B768uIyeHe+rK8aC9rUzOvtIaJla4sHzP/kpE9eQjhsBh0KpnFEwpkmb54uS3DwtC5Z4fB4ImEHBoZUWtp4Z9c1VMXaG6d3r2JZ0lmk+gYQtT88g/21htTA+5//Mm9ByYl3dPY3QH9W9oKENKc5GgRmrVwxDiGEPBfERO67EHkCzA51iaPPtWLTc9ISYpw0FP5+JFpfv3Q7hEZSkokc0v1tbgSorAg8CuCEOWZg9wM14YQWZ0VYOAyCDlbVYXeuwJCLl0WhpCX0+uBEEj4zYFo3fs///mDnB7E+up0oOmDL7545F80zBYKmfhVCYQMEDColrxoTef45U3kdFfNlRDiZmQfWtgxMzOHWFiYmRgpj/V09Ehvm5iNtzeMyWuYQqysLc+kehgbGXteCCEN0IPpm0fopeF6By3d6JppNFlyxfYCvUIIOXP8K4eQc7yhdOKlPgcSZ8LQGSCB/DIQcnxJ58UqBhs2bNiwv7a+PoRoathnts+TJCJTqDQGk8vAz/S31w0uMQFq8HksGgm9Ohzr56QaULI5WR/q6BFTM0NncaWvyxULORsjTeGBT2fQzONbnsQrEIQ4dUsgRMCmkhZqLC0CkqshCLHL7tshyWUpxxCiHlCEJxH35nvC3Gx9E9s2DzFU5JDhZ2cgZGkfN1ERZecc07GK4QqgwsQigZCD7y/NiYyvxkHPhJjrasWtEkiYo72RulTVO1qZbbNYGltW1rFeK4ScHcdf5JkQaQVOp7wSCFEsVEka8wIQIllcvgIXQ4iSql4bQq5eFoaQl9PrgxAuZb8z0+vnt6x7lvYJmJ3KYAsNrcDG+QPotRTEjerEkKDsYRIRN1qbqvngiU9Mc3tzpYO28yCSDCCExSCWBljHZ7USTp4J4TLR01VOOo8+/eKBhqqappqahpqapqFbdT/iCIcZroi1MjLUNzCxd/TycbI2MfWbxtDbUrzd3NJ3WCK+SLS3MOSha921sT/YUqJvELJLpFDxO/1ZvmqmgQ1Te5d8M+RVQYiUQE6jj+Ii0O5+NlhI/OUhRHIAnxxIZ0BIWijQC0OI7KezM8OGDRs27G+qrw0hmTq6bsVD27IfobReyKehKpIDn9gnbRzhWSClYDFo6IWkUE+D6Grc/nxWmJeGfdLKAZEJfmMz6PiNrEDXx/rRGxQO73i0PphtCDIxzejfxlKYdNIhoj7OwjG1rn/8Cggh04UCHpNOZXD4Qj7rPISsHZIP55p87Zzc07uxVDobqhoFu9LlaW5l87SZyT/KsbUyMkg9FIoFYhH5cKMizELPIrR+BimQfEbkRK8RQiTJg9xKXhxCTpd9FRBynFco0Un+8AIQcu7M6cUQckFfyVX+Ygi5elkYQl5Orw9CRAIem8XAESjQBz/4PDadQqODkMKTnFngcthsGoMrEPA5bBaZRAI/MBksOpXKk3y3QySEPm3OZnMAgcjOe0CfHgGhg0IgEMkkWZVIZCqLw+Xz+RwWnUalkikUKpUGptJoDJ5QzKQzWEymAFqDmM/l0ikULp/HYnMoZBpfIACRiAsKpEPfI5GUoFwvBCHSCwIKOj5aJNm/nM7m69I4Iqcze7/Sw/g8oiizjHZOpcgwkkNaKvDTmZD0IhBy0gTF9cOGDRs27G+cXxpCwAxiIWdntsPLXFtN19zdyzfQ38fBWFPPJqhxdp/NZuxOt3mb6ak+1nZw8Qzw97Ex1NYz9auZ2jv90ODz52wKaqggWFvPMjQ6Lj4q2ERLP65uamdz9UoIkTzdAT0uIhYqgZBNwERMwlhNipHGE3UdMw8vnwBvFwMNdauAnHkUXijE5J1ACCANHouGmgo00rXyzFglsDlynyx8XRAiG3blh+mv4O1YZ63kXOp1IeRchYEvgRDp/CdlSXr7TOJ0CYRcuSwMIS+n1wch3wy91JUQ2LBhw4YN+5vsiyHkOZOKH26pHFxGUZlMGnK2vr57EQmlEHISs+mk3cWx5sqS/Ly8wvz8oorGqaUdMpMnFIk4DAp6faa1pqwwNw8kTMXl9ZPLu2Q6R/5ig4jPoeKRA821ZcVFxcVltW0jaCKNTiWtDbS0z+2R2afPk0g+CkJdmhyoGViUnAY9lpjPpSIbS+qmVg/YXPbKSHP32AKJLRCJhHTy0epkX1VxQT5UgcKqhp51JI7B4YnFzIX2tsaGabr4OQQcYpFYwN6c7K6ta93AnXmQ/QoIkSbTCpLLra+AEHmd44FX9GD6pedYIb8iCFEoV6HCwJdBCPCZrlbkvcsgBPjSZWEIeTnBEPJigiEENmzYsGHDVvAlEALrmldCLvIlEHKlL4OQq3wJhFzpa0OIEl8CIVf6Cgi51FdAyKWGIeTlBEPIiwmGENiwYcOGDVvBMIRcIhhCXsgwhFzfMITAEAIbNmzYsGG/0YYh5BLBEPJChiHk+oYh5M2CEDaHNzC6MzmP3T96Dhs2bNiwYcMGXt2CIeRCHUPI7OQCYWGN/qKemMfXNM3Or9IUpl/HILutbnr5cmub51663JrmuZcuFwCMwsRrGpQLoGsKQVSYfh2Pz+EAdClMvKbnlikAFF+uXODRGUx738bMEllh+pWeXab0je4DK0y/phtbxysrKhh0umxPvViy1P+mBUPIi4nF4rR3jgyPIUhUIWzYsGHDhg0b+OCQEh4ahochRJmkEDIyddA3sgcb9lfIQ8urKytcLle2p14sWep/04Ih5MUENtXg4JCDrYOVhRVs2LBhw4YNG9jW2iY9NY1Go8kGS1hyEomek2jPURjh/qEANuyvjjEEPo/HE4Ed9CrJUv+bFgwhLyahUEin07FYLAqJhA0bNmzYsGEDHx4eUigUkNDIBktYchKLnwtF0PUQvgA27K+QwW55TclS/5sWDCGwYMGCBQsWLFiwYMFSLlnqf9OCIQQWLFiwYMGCBQsWLFjKJUv9b1owhMCCBQsWLFiwYMGCBUu5ZKn/TQuGEFiwYMGCBQsWLFiwYCmXLPW/acEQAgsWLFiwYMGCBQsWLOWSpf43LRhCYMGCBQsWLFiwYMGCpVyy1P+mBUPIGyeBQHCIRtfV1hUWFMCGDRs2bNiwvxZubGgkkUiysRwWrNcoWep/04Ih5I0T2F79/f0/+e+f/PAHP/zLv/irv/rLv4YNGzZs2LBhf2X9l3/xl3/+gz9/+623VlZWxGKxbDiHBet1SZb637RgCHnjBLZXT0/PT//nZ79467efffHozj012LBhw4YNG/ZX1p/cuv+j//qft956e2lpCYYQWK9fstT/pgVDyBsnNpsNIOTXv3nn6bPivpGt0ekD2LBhw4YNG/ZX1p39K/bOAb99573FxcUbhxCBQECj0Y6OjvZgvWE6PDykUqlgB5DtChdLlvrftGAIeeMkhZD3f/dRdkHz8hZzB/0cNmzYsGHDhv2V9ewyyScg7ncffPQqIITL5Y2MTDg5utlYO8B+o+zk6NrT3cflcmW7wsWSpf43LRhC3jjBEAIbNmzYsGF/jfxKIYTDFQxPHUzM43cOxLDfKM+vkBFLe1wuX7YrXCxZ6n/TgiHky0ok4HPpRDTyAHWA5QjFouPgQCcTDpG768fa2NjYR+PIdNbv/V5OGEJgw4YNGzbsr5FfE4ScKxf2N9sLqzCEfPUkFgn5DNz64vIqiswXiGRTLxCHQZlrTPdw9Yp42njEEQmPgwN6otTWUNfI0tHF2dXDzc3D1dnRyTe/buCAyuWfzPT7EAwhsGHDhg0b9tfILwchIJkR8NhkIgGHPRGeSKSALOTkhCkQDCFvrN8gCIEOBj6PxWKx2cDgfxyBUCgQCDgsFofN5nDY4L9sNpfHP/t8jFjE5/HY0FLS/3AEIrAiAZ/Lgf4lkWS6RGBV0AoANohBWVxJSaBEDocLJoLiBXw+ONhEIjGojJDP5fIEPDA7F5QtrQK0Ki6YxGMTNwfivP3jaueoDC6Y/bguUBOkBUnK4/L5fDIGmR9g6hxbPLOOhq6EyGYVb3SlGOkbRNeMTC8sr62trizONaX7Whs5l08eUOks0CierCJQW3gCISgWVEROoM5CEGvAHDzQFKhEYKh9oDrHnSmtCdQ+IegWoQA0WSYWGywuH2VOBH6EIQQ2bNiwYcP+uvglIUTAoe6OxQUF+ri7e7i6uDi5uLt5B4UUrhHZfLnzqzCEvLF+gyCES8MguoutDXT1tLR0dAysfLPWDvB7q+N+FlYJqdFuNmamhrq6tnFdc3uAQqRHmFgsFLAJk21Ftrra+jo6mmoG9gFZK1ga4QBR5WRg6hvh6WBlaqBj4hCSnhTjYqyn/UTNNaoUgSKLhJyt8dZ4TysdLR1tdT330LSBJQzhaKM1Iywwc4hAZXPp2KXaGHOnihEEojfGxTA4McTLxdLIWEvDJLWm/4CALPPVeXjrk1t3NeO7t6gcGRfx6Pid8QZfWzM9DS19HRO3sLwpBGKw0O/zd3/58acPLZ2yd1lCwXHVAYSYmVnmjqMJdDZgFYARqLm6MBP7hDrEzlxTom9YzewRkyugohaKPKwCmlYWp/t8zcx8QsMdLU1NDA0tPZ+NLCG5AKXIyI7SFEtdTX1tLSO7oLLeJRZfyKIcznUWOpkY6WloGpm4Pqsdx5Ip+P3lvBAnYz1dXS09EyvfzkUUlSOU1OaMLoOQroS3lcshG/G8PQz8kdAuPz9kRNDbb5sVEsHfs4UO0rnlBC0IzYZoMJP/J2RitsXbb4chZH8oFfhVUiXp+uUtqYz82i6yspVDhUp+ldXqrE6rpLyxssWV9VVQl8L8Sqysl6SSFCep0tn1SCpj0TB7POXMGk7aIpt+ts6KazvTG+d7VdbAcz9JevtMWZLmS/tftsip5Koq85l+vs5Wk/OZZU9bJ+sE+bLONlYyg7KyvuweBRs2bNiv2y8HISI+C7c139HcUJwR56T98Nfvfmbjn9Q0ME9m8eRvyIAh5I31GwQhtP2xVG/nqPzm4dGxjvoSKy3jsrGNpdl+Z7XPnKIK+6dm56Z6oyx0AxObSAKx9PAADMI4ms8MD31a2DQ2Pt5ZmeWspZvUt7O7PlFqraFuHl7ROTw51OKqec/CPaZzcHiwIdvOyiOxDcE6mkvw8XCLyB8YnRgf6syPC7Lxz11dnqhN8nON78GQmBwKer40SNeyqHtisiPYSkXTPaN+YH52ujkrxM0rum8Viegt9bGw8k5tWEdTOLI7ssSHS72hVqbhmXV9w2Mjfe1P3ezCsxsmx4fCbDQsgzKHZ7eZguNnQmRXQgwTW2ZXt3aR+/u7G0utOUFWZi5lIzvbU9VRrn5F4yg6R0Damcq203OvRkwOtbrpPTTxy2wdmpoZH0j3d4rMat7BkOZbcwICosvbBibGR6pTw8ysQsYPqIuD1X7Wzpk1XSOjo21VuTZmnoOLa5Md+br6znWt3cODvRUJAV4Zg2gGT1KbM7relRBJtiqfdCrNcSFDOag087sw7QOWJIhmFg5y61RShFxqe2ol2eEFeaQyKyvlnM83TZrjKkKFpFzZRPm/X9Kn/HZqRWwAlocQKUWcVFUCAMeJuJINdGZtZ2YGBvMra2BCNljPWZCQbgKw+U63wumWUmiFtIYKcyrMcH4vUm6FrSC/J0h+AlWS66trQsiX3aNgw4YN+3X75SBEyGMcLbTHhYf6ebjYG6r+4mfvPNK0jMppOaBzrwEhkiHjWGcHizM/SaUwmkjCrEznQqv84uej9OW/wr5Jv0EQQkatTI0MzWyi0Rjc+uyIt4FWZs/i3GS/i7pmxdQOhSvg82hNERa+gQUotlh6PUEk5NMxG7OTUzMre0dY3NZ0e7SBmm/DytryWIWdrl1i3xaORiGgnlrqpFYOEBgsAXbW383DPafrcKLEwSa2ehoJ3bkkZG3MtOuq2veP9VQrg5DOEBs9//oFNFXA5aAmykLdQ6qm947WBxMDQhIal5hsaR4PKsSfqkvTU/GdxoGSRBwaab46xjUwq3NuLT/QIrigC03jnx7UEgjRuf/5Z4+0tXX09DQ1VO7d/eKzO66xlZt4OmquTimEeBrpJPZs4xg8LoM6XxfvG5Lat7RbGGQTnlG7isTiCYTV0bpQLdVnA6ulUR4GVkmLhzgMHr+BmPQ30k1vHOpvylbTtK9sG9vZ30Nur+2iCUS6kteu/T4hpLAh6HQNSoqQS23lLQlJCvRyNku+2MpKOWclTZNUWGFBSVQ9nk2StiqE3Rc01K4Xg5Dz/SPrWGglF7Xi6q1zbKiBoMnQUmfmlDYcwMlpbU9rcr4Vku0l20AvtLEUfH7Np2uTNacw4XQbne26S9v7ZfYo2LBhw37dfkkI4TLpBBRibmZ0aKCvPk3jg3s+SfWr+0csnvzdWEohBAqSZ8Op/MB0PjjLWxJRz46VpzNLAvVJ+FU8JXT5r7Bv2m8QhDBxm93F8TamJia6Brqa2rfeuZXcvjA3OeiibtS8iGIIRHwevTnSwjeoAMkWSSFELBJwyHttxUnWZqZmRgb6GiqPP/nIo3YRQEilg55L7sQeiUkhHDy1MsysGaZyOELcfICbh0tm23pbkqN9atc6QXKo8ncXBy3vmrQMdJYnKoOQUBujmM4VHFPI4xxMloe5h1ROKYUQVl9enJZqxBaDwxM/57OoO31Z7k5JFUOI/ABzpRBiqK3tm1Xf2tlRlBz2+P2PvHJ6t4ksAY+LQdQrg5AObxOb2kU8lSviMWkbbanePvH1U4g46wda2vr2js4uzs525npaX9wKqOqLsdT/7JMnDk5OYKK9pcWDDz7wLx5Y21ypTQ2xNVB/eOe+lplbQcc85kYh5BJCuDrNlUQWEIZATDkORtcv4mwElEQ0uWh4uZWVcs6S9Z9N3xXCKOSzmeuLVUOplcXxs5m0xJKaQCnyyR9Kf1XWCrm1nRtFzvtkU0LrlK+YFELaobXJjyvSLaWkFXJ7wvluvK7lVqJk4vEfoPTjec52ndLFTyz59XjmG9iUsGHDhv0K/dLPhNAPl8qKCp7FRvg42nnFVszvEYUixcdFr3E71tnhT+ngdeJz47gk3spGAWg0OTOKScaI4zVf/ivsG/ebAyHC1c4cZwv3qsH5pbWNqYF2J03V9C7E3OSQi7rxRRAi4HG2BwuDfULLe6aX1zam+6oDtR551y+fQggZQAj6FELwEIS4ZXeiRvIdbOLq5g6kV0I2Zzv0Hll3j3ZXJfq5PO3CEJlM4v5olqe2eUG3DEK6Vq+GEN5Y5TNdFb85ApMtFHPoJERdnKtPeuvMykVXQsxMzbNG9jAkKm5/qTraSUXbu2ZsmyuFEBffojEknc3HbYwmWGi4VS1MDrV5GhtkDO0TmHwOgzpbFesTmta/tJHooBucUDA8s4BALE4N948M9s7ubqW7WGtZx4zMLywsLk5PjHc3Nc6vQA+/j04urK0sL4z3VT3z0TWL6lrGyuojpxuBEChSSH+FMj/ZxMvSPkmCCMUs8IcsxFxRxFlLZoYWVAiFV/paIUw+RJ5aITdVqJvCry9jZXH8bCYt8Zm2n4/7J1FbSSvOrE3SdZAuQAKoRcrHCeifkp/AH7K1nfaGklqdT/EhvcBWg6xQB5mPyz3Z2cAfstLPdt3JDLIFFf3SexRs2LBhv26/JIQIOdStXquHD62coppHEPtYCltZunmzEHIudMuGHklwPregbICQDj2X/wr75v2GQAg4YATTlVHmhp51Y0tLq6t9DYXGt+9kXAUhfC57pTne1SO0pn92aWW1vzLVQu2ez1UQ4pHfT98fC3f3CEhvWlxZW0FM1WVFm7omr67NNaUHmHlmjk8tzI+0JzvpqRrldV8AIdit0Xhvn5DcbiSOzhNKr1uKkDOtHsamKbWDc4sri7Pj2YGOQZktixs7BRdAiLm5VcE0lsoRCLgM8vZwoKmeQ0AOAknArHXFubhFl3TPLy4P1GRaqd9xrpyXPhNiEVk+MLO4ND+VH+YWk9u8ica1pAf4RWUOzS6tra3NDjbEuXk0LqF6i+OsjAJaJxHLq2sAXxKCQmqG5gaqkr3C86bmFpcXpgbKY7SNw9sXbxRCoCTvNO+UxYXTibLU86yOY4ckQZQGl+NEVlkRp6ntOUuCEfRUyYvFI0kpZ3WSp55YUvPzq5U087iGioFVFhzldUnKq9TnAi6wpKOU6DhdPh/3oYpJKq+kFWfzcmD5baTQD9B6TjbH2Q1xUgS0QmknnM6grFaSzpFbv/xWuO7mU+xwqY/XLMcYoALHdZMrVG6GCyxZ1YvvUbBhw4b9uv1yEPJcJOAyCYPF0VZmDom1IzgaS+kXAq6GELkRXGLJ4CgnxWh/MpTIwvLxMKEkSie0n4wml/8qXSHsG/WbcyVEfLTSm+Bhqqqhb2Js6+Lqpf9YJ6N7GTE74qVn2baCZgoBhDDa42wDw0oOjp8JEfJ5hI3hZ9526hq6ZmbWrm4uLmoP/RpXNtemalyMPQunUBQWlXT4zME8p36MxuUICYgQLx//iikhn7HQURJoY6ynZ6ivpW3jGt40sU+hkpaGqkzUnhjpGViY23g6GqoY5w3MzPZEOZnH96wTWABCDmdqIr0j6uZQ5MOVnBAXNQ2TrIEdKlv2diwu9XChLc/B2NBAV89Y38Dc5ekQYp+AOyqLsA8r7j2iS2stlXi7L9PGxr5kFkeDXlElFgq4m4MFvrY2oSUj+MOtluwwtcfqRobGNnZ2zhoPXaoWpkdanTTvPtExNdI3MDE0sfZIGEDsc7hs0s54ZriXjoaOqaGhoYldSEo9ms7D7y/UPPPX1wHNMzA1tnYNL1zdR+8g+oNtjEwMDI0NDI2MLOMrxvZJbFl15PTlIEQSIEBQCGsAM0B/QxNlOdxlaZ9kWVkIA4tDyeULQogsFVaShV9qZaWcsyzYnZt+mnyfT7Whqp6Gy5eysvT9bBSWWNKEyyFEkqwraYWStUl9PISc9ozCyiUzHP8q1w9QZWT7gGxLKamVpCbKypV0mvKfzvliCIHKld/ZwJxQBc429rK98diSdinpUtiwYcP+SvklIQQkHyIhj45uyYtSUTUqGlgnMXnnF74KQiRj0MXhVBrwjwPp6ZgrNyQdDxOnUVpuaD4ZTS7/VVIW7Jv1G/RMCJ/LZtKpJDKFQqFSyBQSkcTi8NgcLo1M4fIgOBeLRUw6ncVkgVxeepCAI03AA0vRSNBiYCkylUJhcPgcNpvLYoA/eNDXPwR0CoXD4QpFIuhNEEwWnckGq5KUBpYAJlNpdDYX+ioJl8MmE4nQVFADCpnGYDOZbB4TLAE2AfTRDj6byWaxmBy+kA9KoINF2bzTz22IABVxWJJFoWaQKXToAyR8PotGgT7gcfYEA1ieyWSweELp4qAtUJ0ZoIXQe3fZTAboAdmqyGQGh7c31+1hqJ3Qvrx3RIQaS2WAlYtA/OBzQA+AVoASwXQ69FS8WLIGUD1oWWhmGpPHB9M4YD5oLmi1FNAo0D/Sysjr5SFEEkdAgACpG/gvFF/ADFCAkCW+l6V9kuAiF6TAbMqKuDzcvEwwUtoQRcvFyrOGSpTExPNFn/x0MuWFrSR9V4YNkiZchG1yE5W0QsnaTi1JwY8bJWnOOcnWJpnzeM1gTtl2ly6rpBVn5lc0NL8SujhnpRvlZOKZnQ00E6zwbGPPzHCRz29W2LBhw/7q+aUhBMo+hHwqdrM12VtDw7FmcAXkWAoPhVwKIZIh5orB7mSQOv47DAGNAqdxXgFCzo4aJ3H48l+l/4R9o36DIATW5UIjeryM9TKGkUSWko973KC+JIScvuEKihfSS6WyTPGytE8SXE7CCpjTrBChpIjLw83LBCOlDVH0SWqrMF2WMSvGU4mhylwel6/02VAr9dlMWuLT+K6kh+XmV/LrpT0mDyGXN/AsVIBqy18iP9cKSZUu7nNJlyqUpdRn9xmJT7fm2caC6Q7ZXWe6TklvnPfL7FGwYcOG/br9JSAEkpDHomM3mooK2wcRTL7iCi6BEEnwPzdOnbP8GCFd5MwQcDpOSeL/2TFObvy9/FfYN28YQmDJhF8fDXWwLZw8VPqFwRvUl4WQ0299QPNA/zxOKC9L+xQTSrAq6CMPikVcnhS+TMqotCGKviTMyeLp+Sgsl6O/rCX9qbBaOag4tqQJsk6WxOjTDF7yz9PWXfbP9rCzXXcGFZTVRG7xsxACdZfkUQrpCs8uK13t6cyIoLO8Ienq6/abpNzTastXQ3FnA5vDwkG+6y7bG08MQwhs2LC/Dv6SEAIJ+vwzXygUnl/6IgiRDn/nhobzPjv0nIur8iMstM4zg8KZMfryX2HfuGEIgSWTSAjiA18oesnwcn19CQiRTJQLSdKE8iyEKOg4EilCiCy6KRZxeVL4MinjpSFMljGflZIqAZ0rVzb9jF6QSZSl/ldAyPE/j3VueJAMBsc6++uZBYFOS7mgY0+S/pM/ZD/J+k26yJkSgRQ7QbGT5dZzDZ/ZqeQGp3OMIavGWQhRkNKNqKThsGHDhv2V8g1AyMVSCiHSMfrcEHPe0pFFPrCfHbMkY+XpuHA2GVA6uFz4K+ybNgwhsF63rgchsGHDhg0bNuyvhF83hCiePJJJxhIKvyo5zXfmnNelZ6bOMcblv8K+UcMQAut1C4YQ2LBhw4YN+2vk138lBPabYBhCYL1uSSHk3fc+SM+pn18hr+1yYcOGDRs2bNhfWU/MYzx9o9//3YevCEJGptAAQrYPxLDfKIMkELG8D0MIrNcnKYT854/+64c//Mt/+N//3z/+0z/Dhg0bNmzYsL+y/ru//8cf/PkPf/o///MqIITHE04t4Gua56qbZmG/Ua5vnVvfPOLzr34fkiz1v2nBEPLGic/nb21thYeHu8GCBQsWLFiwviaKjo7GYDA3DiF8gXgTyV/Z5ixtsmC/UV7f4xApfIGy7+grSJb637RgCIEFCxYsWLBgwXpDJRQ9R2Kf7x/BfuN8gH1OZz4XKfmutaJkqf9NC4YQWLBgwYIFCxasN1ciMZSJwn7jLH5+zetqstT/pgVDCCxYsGDBggULFixYsJRLlvrftGAIgQULFixYsGDBggULlnLJUv+bFgwhr0Pim5BsXbBgwYL1yiT60oLj1TdG0k35JSVbF6xvqGSb+ctJti5YX2HJUv+bFgwhr1bg6AJ9tbe3t/DltL29LRAIZCuFBQsWrFcgHA731ltv/deX0E9/+tMnT54cHh7K1gjrays8Hi8bfl5Wa2trGAwGzhC+wRIKhTs7O7Lt/bLa3d0FaRKMIl9xSRL/mxcMIa9WIpEIHGAfffTRv385vffee1wuV7ZSWLBgwXoFQiKRf/qnf/qHf/iH3/ve937wgvrhD3/4J3/yJ3/8x3/861//emtrS7bGr4lAwp2ZmZnxJZSTk9Pe3k6j0WRr/PqrtLRUNvy8rADQxsbGUigU2RrfDLFYLCKRePDlhMPhQH4vW+NXWHw+/+OPP5Zt7xfRv/3bv/3rv/6r9O8PP/wQkMzXor1vsmSp/00LhpBXKwAhCATiP//zP//gD/7gO9/5Dhjary8wooP/gqW+/e1v/8u//AsIbbKVwnpxSQeGLyMqlcpms8EGla0RFqxvnKQQ8v3vf//u3buamlraOro6OnrXsq6egaHR7Tt3v6YQMjs7C9DrW9/6Fgi2f/TiAkuBcA06bW9vT7bGr79SU1PBsAW65SVGLrAXgW75q7/6K29vb5BPy9b4BkgsFh8eHlpbWz/5cjIxMflanHYE6R9Ib8CBAzb3d7/7XdkecJXAnGB+ECvA32Af+4//+I+FhQX4Xo+vuGSp/00LhpBXqxMIAaOUpaWl54vI28fH18/fytrmL/7iL2AI+ZIKCgoCI+JL6C8lAn/86Ec/ys7O/iad6YQFS0FSCAEBx9LSOiw8NjE5LyW95FrOKKmpbXR2cflaQwhIiUCkld1Ydj39+Mc//un//M///sd//EZCCBi2/vEf/9HKyko2Jl1Pfn5+KSlpv/jFL0DYfAMhZGVl5Wc/+5kk2X55/b//9/+YTKZspV9hSSHk+9///u3bt52cnGR7wMVyc3PT09MDBw5o44cffpiQ+AxEDBhCvhaSpf43LRhCXq1OIASMcA4ODvGJGaXVA9d0WXVfRVWDp6fXX//138AQ8iXl4eHxrW9967vf/e4PfvADKVdcRyAb+7M/+zMQYUGg/Id/+Ifk5GTpng8L1jdSUggBuaOdnUNWbk3fOGZklnY9U/sHRkGS8bWGkB/+8IempmaeXr6+fsH+AWHXcUBgWEpqurqGxjcSQkCf/PM//7Orm0dmbnVJZa/CCHWRK2r7Ojq73nnn3TcTQhYXF3/0ox+B4eajjz66/yJ6+PDhgwcPbt36/Pt/+qf/5//8HwaDIVvpV1hSCAGj5MOHj4JDIsprB2tbZpS6pnm6tGbIOyDhxz9567vf+5PvfOe7JmbWJaWl3/nud2EI+VpImvnfuGAIebVSgJDs/NrJJf41PYFgtHcOenv7/M3fwBDyZQUgBGyCf/3XfzUyNra1tbezd7S/1CAJMzIyefvtX4Kc7P33f/e3f/t3MITA+sbrBELsHZzyippH5+gza8+v5VXR0PCkl5fX1xpCQKR1cHTOL27pGkL2jWOv4/7xo96+QTMzs28whHh6+Td1Lo8tsBRGqIs8gaANDAy+9957bzKEfPvb37axsQkPj4qLT7mm4xNSc/OKvX2gEf9rByGPHj2OjE4anCIpRoZjTy4L4lIafvqz3/7xd74LCO073/meq3tgZWXld2EI+ZpImvnfuGAIebVSgJCcgnqFI/MSTy2zO7qGYQi5EQEIAenRT37yE3cPr9TM0uz8uuyChouckVsTEZvx8a27f/pnP/jOd75jaGT0r//2bzCEwPrGC4YQJ2e3sur+sQXmzJr4Op5e4Q8OjZmbm3+DIcTLO6Cle3Viiae40S/w1BJzYBCGEAhCsvKqp1fF1/TUEruze9Q/IPBv//Zvv2EQMr7IS83t+vU7t777vT8BBPIH3/rWH//xd8wtHWEI+RpJmvnfuF4fhNCP5gudzVQePVJ5+Ejl8RNNPbOAyIyemU0GTyjgUEfrUjTBdDkbmvnXju4QUYu5kU4nE1WfqBjZB1R2z2BpHKGIPdOQ5mCqH1/VkxbopSO3rMRa9s5Zu0wRX/xczGczdwZdbEzPzPDoiYqmkVtoXKinpZl1ZM8SWvQczMrbnmz2tjJ0DyqZ29pdb0/S09SQzPxYRU3L3jOitH2KyORSjpar3S00njyRW6GatV3EAo7HFZ55zdwrghAMotXTykRP38jYyMTMBLKFrUtsTf9E6VPvoPLZg5d5boHPxK93pATFtW5hFWMfn4FfakvTVLEqG1ihcl/PKyxANwpIBCIeRxJJ/vEldQIhPr5BbX2bQzOUkTn6Ra5pXdHUs/vzH/7Vt7717e9857t2dnb/pgRCBFsTjT5mWuZ2CSMbGOnj6jwGcW8g30BT2/dZBYrKF4iuVXEaaqo4yD+pao5Afz1PIooo2N2CcHsrm6fdqxjZtFcvHoNCI5PwdC5X8Nof7hdyBZhZL2sz1dMD9rGGmn5a//bSdHeQvY6WiuRYBoe5ioatV0x17wKVxaXjN1uDnbTVVI8XAVY1MvQeRzHZXA6NeDTWWhrr72KgqqqhY+Ifnto6skRg8ngCIX5/IdHLyNGrDIEBh5L4uZC10F5ko6qX0b+DwewPpQQZSKPK8Tp1dZw6N4ibs10+DmZm9hEDSyg+yGWec2bqUx3MjBOalvFMLo/NQK9PVWfGOppqq2rqu/nH1vbMYOlcFv2oLz9M87FRXt8qiSUQi0VM/FZ1kq+mrmfXBoF3vT3wRDcGIRsrHPx8uIGemW1Q4/Qei8sHKxfw2OjFzkgnKwP9qHk8i3fdvQAEZj4BRyASyEKx6GCyKjY2dQbN5gpOmiZCLQ1HuUdNHdG4L7tnnYMQlmIDL/D0ikA5hIiFHCZlfbw9LdzbyMDQzMjIxMotMa9hEUlicKDeeCmJBAIu9ghHIdOu0VAxg4ItCgtsGFphCV/m7acKEDJ5ExDCIh32ZYT7ZvTukNnSKTwmfq013c2zaGZfyUu0xEIe83ChKDmranSbSdhrzY+3trRNa1ulcKQJq2Cjr9jbxaVwYJfMkAVP0sF8VbR3QGb7IfklTtuBHIA5UV/sHlZBYL/M3nQOQmoUOucSgxG/s2dMKYQIOYSZ2kQz56jpjUO+pFpiAQu5OuRtblcyuM4+PRZeQCzCZneMX1z9IobBk016cV0HQqZXRSW1s598rvon3/+z/yUR4BAAIR9/8sVFEMKj42Ybk9UfW1ePb9KulXKIBXwOark/PcTdxMDEzNgxp3qMLhBffwvyGKTlutTQjI5NkmzP/NpJDMIDm0omUwkUlujKyA/GRNx8sG942ciObMpVkmb+N67XByGkrf4YlU//4xfva+ka2lpb21iaad67o2Ps0zy9TycdtmT4/ORff3xXVd/c3MrWyhrY0zexfXoPvzUaZv3kv/7rfR1jUysra2tzM637XzzW82qcR3H59N4s3/sf/NolozkrNtrF0sLWWPuDX779Pz/5tYaBuaWFU2hExQFbBA5PsYDDQk1FBvlYm5kYqX7xsx//7Lfv3TWzsrFx8orPLS8Itvzggzu+aa1gpGdR0LVJPp/99iOv/JHt/c2ZEs+3fvqrT2+rWoCiLc01H967e1uncHR/d2UoTeOz/37rPRVNPWltba3sA0PS14h83muBkJ3BAv1Hd8yDUnMKistKS4Erapt7xucWmnITUlvn9vEMKpnJ5nAFYNQWMqhUJoPJF4oEfC6TTiXgcHgCmcFkg5pC1MVh0ykkPA6PRa6MFnoZOhUv7Cmc7BcTd8fTbFV/9+5HJiFla1g6NE0k4HHZZJBVEokkIpFAorKYDAaNgsfhyFQGG8o5QDokYDPpJAIOrJxCAyOvUCQWc9lsBo3GF0B/CwUCOoXG4bB5Ah6VSgMZKhXMjcNR6aDubA5tryLQ3S6qHk1lcvlflnxOIMTPP7R75GBqRajQ21KD6b3jRGfPp3/7d/8ERpE/+IM/ALHSzMzsHISArcyb78jTfO9n7/3udkheN5ENmiQk7Ew9s1F7+6c/0/d6tobn8EFMgHoA9AqWSIaaJeRz6HQG+AtqPp/DYTHINBZhb6Yx9VlB2wqOSGEzaVQ6nUggEMECDNBXVAqJiMcTQdoL1iYScGl0JovDg8Y6IY/NZlPpLD6XxWYxKRQqkYAnksgUyWJgKQKRRGfzQK9LKnwqEZ+5O99q/uiTO5889MnsZQjEYE8Q8HmgZAadSiGTwQ5CYzCheoKqE4g0OgvQFGgw2OQsOoWAB9NIFDoTNFjA43BZDLBpQSkioYDLpLHBluPyeCw6i0mnUKmg5QQiGaxNJBJgt4fTHOyTGudwVLBCWWVek/gsHnJA49MPf/XLD3SNLa0swQFr42jvVjqxN9VXYXLnrffeu6etb2oLQoy5kcrdu5/fsW5fwx/uzBSZP/75L9+5r6pjIzvM7Tw94+aOWPjDzc6sAJXbD3T0jO1sbG2sLI01VVTVTWLKhzBkOkgOXNV+9VA7YWibBO0qAupQccyn//FWYC1iZ3u52df417/67a2HmifrdHUJG94lI/rLtW+/87NffOT6tBpFYgpFzJ5Mn3sfvOOaP7mPI+K2xoIttZ880TC1sLYBgVBPQ13NILJ0CI1BI7rzVH7zlqpT+sQuXijk7gzn2z6697lZ7DqGzP+9QcgiEz1s/s5v3/3Vpyah5Wgygy8UsGi4pgT7z3/1zju/sRo+oLEEQj6XTQH7Oti/SRQAKgKhEOyHVAoVhAIKCAVYHI3BYrNZHOp2oautR1LrIYWx2JzoaO/ZtnR4cATtWhQ6OPD466MtNiqWnWtIAo0JIo0Q7PMguvC5IOywwcFyDd04hHAZhO2RCjdzUwfP4JSs/NKigvSECDd7Kzvv1NmtIxaXRyNTOFwwXIANJGYxmCBEgxgnFPBYDBoei8Vh8SC6SmKmiMflQJkFmUgiYA6Q0zGGxslVo0QGaLiQx2GBEAxFXQoddKA0wIKDmEYlg4CK2tuMNNHPrh0E/Qg6CsQCkKeAuEEHRzfz6kzrVUAI7WirNsDcILh2AeJzSBwKaqbIX137ac8yFowZIMSAloJFJIMUh8/jUHYG43xD4muntiZbvM1NnSKzBhAoMku6WcWEnYlcDxNDl4yFXTzYx0Q86lh5nImedU7fJonBBovTKUQogJIo4F8gSoEiQKCikqGRBkQyyWAFJotYDDroNyqVRKVhGlKiVU2eIgl4EGvpTC6Uz4mEYFUgInMkOH2JXhWE8OgHy922Khoxpf1HVDYYuOm4reZUvydGwdPbR2wwNoDkBewJeAIYizk86Lg/25kkaPQBUZjLApGZDCIzkXq4MVblZOCUPbp6QKBTqTwB1FAwKIMgz4KSh2vF6CshBAyp3aN4bQPHP/vBD7/1rW8DAgGj6h/+4R/9/f/+P6bmDhdAiJi4M5JkrfL+bz8wi6zZwMn6ARwdHDAogXEOGujoIGDIRTfA/JhSL2NzS/fUvOLSkrqhySUClcrggrFJNhcIN1wwvjK54EAAcQYcOCC48ARCMCIymCz8wc5EupeFf+HwBhocgAQiGOJAP0M5Ep8L7UWgVMbx0+gAAP/0SURBVBK0B0C7C4/LpVEoYJglQ6OzbC+SlgIEdjE+m8EEP1OhjEgyWnIkIz4XGkFpNDC2U2kgBxCB9EAa6KA5eFDzQVYAkjQ8FuycYORlQiMvtFF4HCYNGo0JJApNlsuB0RaUQSZDyRuUgIFowmGgF9rCPMIrJndobB4PBA4WHUQHMGCDpaCUC0rcQBYI9SEBiyaudxvoWMc3LUirfaWkmf+N6/VCiOa9/1ZzGV7aYYEjnoLpzw/U+uy+RWTd4cFuS4bfz/7j/YQ2BBIksRKB3QKkpzTkRJiN1i9+6zS0c4CnULDo/Y40T517BpF182wOVQIh77jkju3gqGwGhYWacNJV/ehjw84NEpHO5nJ5km4HghJiLtiTiOj1jqRP3v/M0CkfxWKDAYrDIOGWmg3ef0/F0Ktr6WB3ttnbQPUDDf/ZAzKNfDBT4vPWL+4Gp3fgwRhBw3Vk+9/54B272J7Z6d50nbs/e2BeM4QAcQsSDewQLOlmltergxBzfZ1nwwdE1unJA7D7klAbqzuYw4Ot5vzEtIYZNInGY2F78hILyruO6BzS4XpbWUaov19QcGzDAILM5An4nMP1qeKEiEC/wNj4pMJYO32HwrMQAh2Dcw3Jxo+0Y2P8tfQ9C4a2oQAHEtmZjuSssuqsxLCg4LCEotml6abC1GBfv7Ck6oV9IsjIOXTCbE9NTEhAgH9Qcl49Yh8PAgJqcTg9rniTzOGLwBGIa0hN659eJ9N2ip+lNlaXpIQFB/gGpJX3bKKPlrsKzB/c+/y+UVr1MJ72ZW/5uyaEDM8xo5Nq/vXf/xsEypNwCXKLCyCkUOvdW8a6D7Xtwga3CCw2faohW/3jx1pPbpn4p65iwQTCXE9NRKC/v69PcExG69QmDbdZkZv5rHqcyuVT8TuDZelZ1aMHR2jU+toejkE5WmrPSi6pq00MCwkJjSlqHZ3tqU6NCA7wi6oe2SLR6FzMQmJCzvAaBsqxGEe9TTUV/ctk9EpTeVl1Y11KZHBwcFxe09j8UENKTFhQUER57zKBrth1XCpqsDhEw9I/yEzLxDx0Ac/hCERM4mFrUXZtR0dhahzYGZLL+sZGenLiIsC2y6sbwtBAwOeRwNFTkhLs7x8YEltQN3hAYdEIu+P5yUX9WyQWn89hbQ5UFzUOoQmUvbHGwuqGrrrCSD+/wIDoko4ZGuOwPNRV57PPHuh51U/vc17q1N3LSwYhnz7R8ZxA0sh0MPpAAgfA2ki1+YPfqBhnjW5iwPBMJ+5URLp8+otfBzQsb65NFlmpvX1HN6ttSnaYU2kggQMsuNKZoXf74/vG4V1TGxQopyMtDVV4ad/7xW2n/hXoJMVlEOJn9ttPHwSXD5yukw7GFeH6cIXW57/6yX/+54d3rQqHNllcWneGDEK29tb60x1//pOP/dMbNg9JIBhtzbREWKh9qBswsXWIR63kuGl/9qlaYOEAlYbKcVJ/8EgvqRlBOT43fH3dJIQcjph/dOv2nYf37hnWzB2AEZu43W+rev/h7buffWAzgqYBXjhcGcmNDwv08w+JTu+c2iQzGBTCen5yeltNUXJYkL9PYEbN8PYBaqE5y+CLz+89Mc9qnJioibUxtUrKzgsAyVpwTF7zBJXJWh1ptnli3jw1UpGXXz24ATICEZ9F2xtLSMqf2MBeZ1e7cQghbo2m2OmahFTM7xOk2RxIdZDLg/YqKolVA8gjdG16+vAyigO98ps9XVeQWzhAEYnpZORQbW6Ij6+/t29ccunkNp7D5x6sT6SlZTeVPYsI8PFwtbn9m/e1DNyqRjdZDOoeYigvPhx0YExKyfgmFhylRyujCRGZFeU5ifHFbZOIcGP99LK63srM1JLBIzILEAifsFaUmVM5unNljvmKIKTG30w/sHoOTRVKxCTuTxb4qWkBCDkS8JhbE81p0SH+vn4BQdENg4tkOpO8NRDnGxRT3pTtYKB+96GGiWth7yZVdiXkuYhL3Z1tNHiondU0SaRRKTtD3pYWLrG1BK6Ix+MQkMs12QmhAf7h0Skt45sQiHFZpL3ZosSIQF/fAL+glPL+HRydz+MudZXlZuXnpcQlZ9ZmRIaqGMWsrgyV5RS1zh1Ap8x4TNJG/9PU8mUk6fLd6RVBCFgxk3zUneVtYRNaO4ME0XapPd3JzCqldZkI8k2ws8/3ZcWFB/oHRSYVLyBJUFLMZ+1Mt2XESDozMKqub57E4FDQC7VlBWXl+SERybVN9eVO+k7Zgx2NlYmR2St4NlcoAmnrWENecdsEiS1QzGaUSR5CIqISe8dwI3OswWna9KpoelUMGjWG4HoHpf/jP/1fyXD6B9JrIO/+7nZp3Vxnz7QyCAHpBW+m5qmpqn5ctI+arnfp6C5UEbEI9MBYY154EMgoQuIza7cJdLkbT/gs6nrw7Ufh8Y14rgCgBWl/oSA5tmwKRWXLdhUe/XC2Oj2ncuqIwmRQ0TXPQoo7pgCpCml71fkFeU3D4+lexq6xqVkpYWDfCIip6V9mCEQAPjHb8xXpcWDgi3ia2TW7C9L9w83ZrKSCvv7alJjQwICglLL+PTz9pCpCsAiiu6S4pLkyJ9TPPzg8uXZojcEVsKkHU9UpaUVlT2Pjn9VMMthkxGBjcgQIdAGJBa2rhxSANzTsRntRSiCIAH7B+fWDhyBREAgYpIOJ1pLowIDAwKisqgEMjU0noSaLkrObu4vTE4P9AkKjs8ZWkWTKfnW4uerdRzqWHo0IDB6Hmu4ojwn2DwwIy6joPaAAzBGwaPjptuLo0KCQ4NDS/GQ1VbM3D0I03Cc30AABRULBIaLBV+XBZ/aJu7sbzRm+P/23X3mkVLV39w8ODAwODC6sbBHpLMo+gBC1n/xCP6+5vbe/v7u9JcHVQEvDvWb25ErIOy55E0gyWyxgC3FzrvrqH39i3L/PZEIAcuYYAv/kMQh7vam3fveFsUsxTigGBxkEJyxib5rTkzuPzcKy0tzUHz4wjK2doTK5HKoUQu6HZ/fSJKfV+vKDAITYRnXNTPemaX3x00/V4/OqBqDaDgyOTC5sHEArlJUm0+uEEDblcDzDzzameWFvf6U1VVfdPr26Z7kzU0PPMb8LQaehioPtnb2iGtq7m0sSPVyDcrsQuO3JjDBvE8+k1q7u8uQgw0e39ezyz0CIiC9iIbN9XfScM/Z2xtxNTS0j6mlCsZBDmqhL/O07D8NzGvq6m6JstB4+1PNNLO7tqnZVUw9Ja8OzGBOVMU5WLmkVLT1dLfGBHrp2T9cJ5JnOMktNj/EjOlsooJF3o4zNChuH0YeTTh98aO4U3jo8Od1X6Wpt75Hbc7g9Emqir2YeObaOAgewrD4vqyshBETMyWVBRePiu7+780d/9MdSAvnWt7/9gx/88Pbt2xdASIn+B5qFtbluZtZuae2ojYn0UC8Nz4w0H12H8MxFJHGlJ9/X1TuxtKm/tyMlyE1TJ3Aeg+/MjTTRsKye3GjLjzUysGuYxxxsDOa5OMS3b24tdiUaajwwC27qHWoqjNf+9Hd6tpGldfU1qX5quqHtMxvM7S5dPceyoU0xiI3Ejbz4SL+83sOVvghXkzs6vs1DY3VZ4Zr3v9C1CyuuqW/Ii1A19OlH7CtkG5jVzqc2pqEV0yP1KQ5G5qmdWyQGj4RaSXLTU9N1SavuGO8s1Lv1hbqOXW5tW0NRrJu9b1H/BuFgtSIxWNc6tK6tu7UqJ8DG2DWlZ25uuMbVxLNwCkXhcOiU8YIQz/iypb2j+cpYC3Vdq7CCidnZ5pxIWxObqpndvtoMby1N+9jq2X2S9I6C16dTCPGaPKBTmWwOhwudpBAJ1kalEJI9voVjAwohbJdHOH/881/51C1BEGKh8tZHDwJTS48P84nplT2ugNae5Hrv44+8iidRJCY4xkE8Y5OQnRke//nvd/J6l1YRg5deCTH5zXuf2EbnydY5PD6B2GZyuQBCdO+++/GHjz779M59c3Cw4FrTvKUQsjjfn2b48O2H1i1Tm1yQEolEPDaDhDvcRWLobC6PTT2cqdW7+/nDx1aFubEff3DLxDV1i8ThnbsIdqVuFELGzD9TdfYJD7XVMQqsHJ2d6k1107WLjPD1VL9lO4Ymr4w1eejo+D0raensqM+P19W2qR+Z39not37nd1aeT9tHJqa6S2xMbIKL+w63Bn211PUdnk5sHMw3PdV59FDPLb6+vasqL8Vcw7pl7XCmv8nmiVn77GRqTIB5dC2JxmSTkTOlQSYu2VO7YBNcrZuGENHGYJmZunr28D6ReXwpRiyi4tGlweY2sWVjC4gwU9PyvkW6QPj8Ob0h0s3ZLR8jYPbmBFpaeJS29vR21j31dzMOKsKRScsDFaa3P9A3cYtOy66pLzT99I57WN787hFqvuOpn6dvYml3d0d6uI++ZRQCR1/oLdZ99LmmmUtMSmX/wnKEiX5WedNATexjy6jZLQyPRd4fyLG3j6qbP5LV6mK9OgjRcM3qnFnZ39sD3licaElwfKwe0zW3TdnstNU0CUkq6e3pLk/ycnSNaJ3bx671xfkGP63uHyhJcDS29kmpWQBsdnKeXixkkI7aUrxMnGMre0cqwuxtvTPGdwki8XMyar4i2t3GP7WpvbMiJ8FY36lv43B/ayHd1dw5Or+ho6uzPtdMRTexYoTMonelO6qpqFl7RxRUtuTGhqsaRe9sjkYHejtm9jE4PBZxeyTbwyqgfAVNlRZ7kV4ZhEAnGRlHC7HOVvouifOLA0HWlg7hlYcMHp/H2lvsdzU2jc2ubG9ryI901XPJGVndpW332GsaByYU9fb2VCb7OrmENkztIRfagi21b6tYR6QUdna3VEBXQka66nOtdAyKJg/JLA4ZvxNpYZzdMEbnX4dBTiHk4cNHAUFRzzKaP7715PY97b4J0tQKxCG5pSO/fufWH/7hH0nuwvr2n/zJn2obOHYMHU0s8ofH15RAiIgnYu6mutmZeuWgdkcc9Awd4prpIOXg0xF9Zfo6DhUNbV3NVYluZs65Y3vHN/WBxThMTLGrrrPn0/75ja2d3ZnuMmvNh075Q9sYqnRf4dHRcxWBhi5Z89so7Fa3+Xu/0HDPWNjHUje6PF1CU+pHJ9K9NO6rm/qmdvf3VyT5OTr4tq8SDzYnC8I9HEOz2rq6ilOjjYw8R/dx80O1NuqfmbknNfaPjvVW26kbpFWPMUXPpQXxWfTNzkxHTR0jv8yhyanmgqc2+tblU4cH+wt1gQYffa7tFvS0oH4Y0ZHlaO8dm18/0Nsc4WDuGla4SyPWRjra2IU0dvd3NxWFe/sm1s+RCIfDtZnGxh6lje0tVXlBNqaBxVMry1N1bsYP1a0TilumJ4Yy/a09YguX9lGTNQk2hjaBWfUbKFRX4VMDA6eihq72+oIoV1uv9B7k4cHaULm+qkVaSV1HU+VTV4Nbd3Xi3igIidUCEOIxtYkGOzdI/wnrHcHq939pHLq5vdYM3Y71o48/uf3oiZqmmrqmmqZHZM4Glk4GEGKt8uP/evvOvYdqamqqDx/eeucdbZuITgSSw6P1HEMIyIGeCzki/LyrgcYnnxgPIFksvpIjiM8k7vdBEGLiWoIXPZdePxMJ+YS9qQQ3w3d/9/Gtdz+wDshaOaTxBCIeDQ3djvU/7zzWsgwOCwsL8jFVf/j5p49Tuja3lwfTND/78c9+/emt25LaqmvqGLumDzBfI4QYPLqj7xYe8zQpNTkFuLh9fh+5PZzoahpWN4cisAibRQHW+noW1kZm/gUDWwdo0mqLoZpdftvUIeYIvTOfHxtsFFyC6MoJ8ImontgiUWiY7ckKf2ODs1dCBBwGdr7R3cYrvnmexyU2xLnrG3qPoBhMGm68Lul36p6Ta/tY1HprmLWaTUb/KpJKOaoIMPbyz9kh7jw11QlJbTwg0eh06tpIk6ueccHE3kB9gcljp1E0DUAIhbgdoqOfV9uPRE9Yf/g4s2oQT6OxaTs5Xi46PiVk1n6Ws42hdwmBe92HKy6RUggB1HFCIyBiDs0yTK38/vg73wUAIoGQb/3d3/9/GtrmMTExF0BIqeEnei0z86WpoQ9VnXNSg+wdg4p7ZktCTZwjs5bQ1O2ptsr69pmltY215fa86Ie3jXp2KMitmdJASz0TGxNdy+C8HhyTj13vzbC1CG9cW51pTTQ19szsR2IJa5MdNg8fZ3YjUEeHuPlaVVXLvI5pxma7uoZNUd8aCMk8/GpWTKhHRidqsSvS3dkjuw9Ppm6MVFuoPAyvm9s7OkJt9Zs8NKsbWpG7lQ2ESdZocZSFkVfvDvVwZ6ogwN4osGwPS8XvLT111LJO7lg9wNCIS8F377iGlu0Tyej1oZQA3/CS8Y2x6gjPgNzuJTyJSsGj1rozdU2CapobKh30XXInwGDAppJGsn1dY4rmtw9mS8KtzMMb5vaYbDYK0Z5obhTTtr483ZJkaRZWi8BQ2V96e76gZBDy0TvvfG7j6uvr6x8YFB6W0XhEp6+OVpvcffuDjzSsHT0C/Hx9Xe00H9z99HOzxmUsenumyPzJz976zUeffC47zLWNzGNbqXx8ha/5nQ8+jO7axh/fTi1iEaaqY378z+/GN0wtzg9cDiG//vU773/w6fE6DYyCK3AcDoAQ/QcfquqGRPl7qN55GFbaUxDpKIWQ2ZHGwMd3P9LzHVk9kPUcdAJFJISuvUKX+QUsXHuyx6OPfvfJhx9+8sS5dHiDB8joxTv5RiFk3PxzjaDkytm2ZHVVE9/gYDsdw6S26erUSK3PbMZQBw3pUZrmcYtoPJlGxRzsZPlYh+c1zM53G733pLhtkkCjcmibyXZWFmGVNM7+MzMj27BqIoe73JZobmqbP7CBIVL3ECMBZvpJvRujPY02Khbdqxt1efEqeiFreMrh5kS6s7Ff8RTqNE25TDcNIcK5lgyDx3pNq0T551QAOHYmOlv4ZrVNzgTo6RV3L9AgCKHVBDvaOWQfCZijtUWlVd0rm5trSzOV6WF3LGPQeByip8LwM63K8RXwN/Zo3ueBamxhL4FKGSoI9g1JG17eO8RglobqfLR1Ugd3h5tzdR6ppHYsInFkNHIr0lQ/p7ZncaZZ66Fp8wQA24OWeBfXuNoVjOSu2kv1yiDE9LGakbm9e6C/P7C3q72N9v37KlFdYODZHsvIqBicWtxYXRptzfay8szvWz9c6Y3zDUmom96bbgxxCUjtWKGzJLdIHUvAY5F2JhK9bLVNrIyMnGqHVynQzVrizZ5sV0uPqrHNffThJmIswc7Ir2p6dX2luSi/e3ZldW11cX4wRPtJwNMmLJPWkmRv5RE5uIIiUo6aUmNUTeIOcNtlCUEq5kl7VNbBcl+chV5U3SKGekW28+ogRHIrHXt9uMrLUNNA38DUPWVw9VAoFgtY+JHqZ0aOCfMr24fo/b25JitVk+TGSdLuREZaef8UYmN1ebwj39fKPatjeWe6IcTOMaR4CHVExGxOSG7HGpua7Eq21XZLH9w5wmBWWk10HNsnN3nXO4MhhRAQND766OP33v/oL/7ybwBv/J9/+Q//sJzhOWbvONHQ3PN73/s+wA/gv/6bv7ewC+oYwoBhF/DJ6OTGeQjhs2lH09WOFl7JbQgBj1gT4WhsHjSBZrLY1PG6ZBUt+/q2QcTS4txAS8PgOp51fHccdOkTUx/vovNQxdLR08/Xz8FM797H79838qvsX+eJoQFbyCEfTJZo6Hp2jc1s96epfXr3gVZA5ejyenuqk2dGy+QigBAD89jm+T0Gk7k31xBra5fWtz1eG+/uGNQ0tYU6PFqf6Y+2NAhqQgy0V1g+Vs8b2jgiU8kEZLqzUVRKE5EvC7k8Jm29JcXFKrByaofGYOJ2Z2pDzN1TBpaWx+sCTfTd8qbWUKidtXx/25DctsVtFB6HmW5Oc7d0blxaTzbXsnCO6RifW11ZGh/o65vdxe/PZIX5B+d27uwfHOyuTFRE6FgmtvZ117gYGHiWTu9gaST8THWch0/iwMYBaqbO1yEoq2eZgpwOd/XyzwPggTlEbo63ZGiZh0/MjHdmBlj6l6/vYyiEw+3+PDV1k6dvMoRgV9uC1O792iR8a2etBboS8muPtNrO3sHhoaHhoWHE6rbsSoi12k9+YZDf2tU/ONTf05EfZqt6R9Uue4DBodwIhEBhQ8Cc68hT+/Dt9z4xLRtY50OPqD+XQIjHWz/52c9++ot333n3/Xfeu/3EJKaw+5DGwW6PSa+EJBTUDEG1HRoem0ZsHEgeJz2jVwchuvduqVt7BwaHRYZHAGfXjW3sbEohZAFDFwp425PVzo8+eU/LB2J9Km6nO/mRisvTnKqe7q6ezsbEEN9H1vF9JaFeQc9G96hcgYhD3p8p9TE680yImEXBD2T6GNvHts9t4HDYmaZkUxWN6KZlHB492ZT20DZ+64DAJOwNxDkZhTctYuh8Hr050sI3IGMdOW39QDupbhJ0MugT/OZEqpWOXwOiozpXAUJyAYQcTVvfN6rpX+SLhc9F+BI/dz2PAgr/MNfNwdSvgg72FVl9Xl7yENI5hATxsbplxScoo6ByYnJJAALixBI/Pb/3f//jv0Dv7oCuGn/73/7ffzu6xzR1LHZ0dFwEIUafGnZvHi6Nt9mo3v3kgy98E2rXD3GVkeYukVnLR3TC4e5Ud01STLCTqemT23ce3Dbs2qZRacTd+Xqd3/70kUPS+AYGZJHErb4TCEmxs41tXScwOHsLQ87qxi3LBww2g7XTra5mkd06cRGEPPULSWpeZrH5qJlmJz3d/MkjMptFAL36wLhucOnkKpJYyBPQtuKtTHRdMtcxOPTeWmdhxPv3HUc2Dg53luKdDMIbwb7D4rF3o1XVgjM6WUI+42g+OzwoKHdwpvapr29M9waJxRc+FzAoe33GalaZxcUVchAyLAchTv7Z4ygqyBVIWwNZNqah9Surs21pdlbRLaB117pN/yYlg5APfvqjn/zmN++9/+57H3z0+WdmsdtkyspotfHtX/zy52/96q1fvfurX/7kP3700X3TZzVjRDqbhJwrslD5xUcPgtLLjg/zqdmVHY6AUBVgeeeDjyLbt7BUFnSVlC/g07GTVVE//pf3EhqmFxcG3dR//UALQAgR2lX4lMHi6E8gCFk8uRJiF5MP1gmtdnRyCrHNkFwJMXj0iZZ5entPe6aD+l1daxdzrc/ef8cFQMhoY8Djux8DCFmRQYjkmSwWhcbgSW6MBocIcW8q2VHlP/7tN/5l4+jrZd7ndeMQEpnfRSRvJtg8ufXRp/dtErfJ+J6CeK3PrMd2NzLC/DWDq+hsLqg/k0LsSfF0e1owON1tdMekY2qDLxY8F2GyHW2sgsoYwsMUSzPHyDq6SLja/szZya9nm87kiXBbM5G2+jEdq0OdDbaqVj07RzN9tVaqxnXzyMnuKistm/Z1Av16ydSNQ8hCa5bhE/2mFQKVAxJFAIwQLjJI2LZ4J0v/7I6zEFId7GgLQQj/8GC9pyo3NtDDykTv8ROV35lFHuCwiN4akweOMxgiR8xj0dYDn2gllA6QGcTSQGNnj4iq1q7Oru7GiqxwEy2/6vme+lxDdbOOTSqDJyRh96NMDXIbR7b31sJMdJJrhlbWFsPMjXI750lsuVMTF+jVQcgTu2fNw1NLi4vAcxP91ZE2DyAIQXLoOMRwc0ZsqIOlqd7jL9Q0XHO7Vg6Xe+L8QhPrZ9GItgivsIyeLY7ihXHo/uDV7hzT23ds4tt3cTRJzskfzPEx1nMoaOxs7+xuqStLcjIyf9a1iDzaWxioyEz093Aw0tf95J3bAXGNR0x6S5KzX0z+NoXHF1I7sp6qmcYf0sgzLTmGjy061jEj9VkGak4D+zTmVddwXyGESMSlHE5Ux/7mrSel/YuSp/PFPPJOwzNPTeuoytqmnq72zrZSJ3WtkIIeOh0PSC4zLszJykz/yW01Daf0lkUAIdGeofkDO0wOn4qaq5ZAyOrO+kyZv65t8vD07Hx1iKFrDmIfBK5rSQoh3/ve9/7iL/4SNBkMnGD0/M53vvu7j+6X1M4+TW34r/9+Wzqe/vXf/IONU3jXCPbkxJ8yCBEzSYfdz9wMHBI75zcJeNxUfbyJhl5i+xqRStlfGvAyVNdW17Kw9Uov79jGUUArpNUQ8Znk9XbjR+qe0Xmj0/OLiMXBhmy9u5+YJXetHxCh9UIzcYlHc04aRvlVdX1Zzg7+iRYmroG5Ha1xrj4ZLctb0DMhINrMoGlgKxLWO5852D9tW6qKsrEwcy9u6uro7G6uKX5qp2+ZMdDWXGmtYtW7Q2AKRCw6ocjbNDqlAceFnq4EkkJIQGTWFJLKE4o4AAcLPCx8aqZnhhvDrV3i+vcJDNz+SrChWsiz3Mb2rp7u7rqieF9r2+zhreG6VHttFU0tPRvP6KrOid0j4uFSU4SdLXRDRUtHd1tjc2G0lqFPRVNLnbuxberQNoHFY9E32lK9fRK7V1FHiKZA14icvlXcYrObtYt3YnFnZ1dPV2tFcbK6jlvXQHNlmLNn6ughiSXmM8GYaKJv82bdjnUGQkTCncE82wcPNX3yD/a3JM+EfJDWt0UEOY5EIGqDTJqOmgiz0X7rXbdpLJktEHKZNOREuY3Wo/dtM4+YxK4bgRBIot2ZNhuNTx9qxg6uySKmBEJ83vr5Hf9njUgiiUCmMNlcgQAaUch74+m693722LplelMgra6kwtIF5fXqIMRcTzuxfw9HY4NDFwgUzyQgZRByRBPymZNl4bq3PvnNLb3SyR088XCjLfb2bX0bZ9+oiIio8PCIqKeRWU2jNbE+QYnDuxCEcCn7s6W+Rs7yECIkHa1Hmz14eO++ioqalrqG+iPolm5Nj/yN7a2p5vRHdgnbaCLrPIT4Z6wfzDo80o6vHpce//iNsURL3eDmJTkI4VMIm0Gaerk1Egh5YFQLIARsk1cPIQ0dq9FJNbfv6/7t3/+TrpFL5zB0YmZwmvbhJw+//Yd/CEXMb3/7X/71R54Bqb3jpIl5Qm9v74UQcsuoewtHJKKnqjMCIpN7EEg6jVQbbeESmTm3i+3OC3F19EzIre4dnqjLjtJ8ZNq9QyeT0LO10fd//euPVRxzBzbA/iQPIan2tnFtm8RrQAgXt5wZFXwMIaHPWlauhBABh4adqTJWeXzriwea6hqaamqP791/5xefxjfPra8tAAiJbEJg6WzlEFKf5O8T1bkugxDydre+uk1OSckJhLCopMFMb5foYwgJyJk4oH3FIORTFV3v6UMmaCKPz4ce9BcL1yW3Y6ma5ExsIDErnWafv3tfw6FydFc6SBdZqb99z6Cwf0nuMAdhgzOY73//048ck3o3UeiD1fn5NTThYLk2yvrffqxSMbq2uTLqqf3ufbXInjU8lJVwSV25Ie/+x6/CGpd3d1aa/c3eufU4sm7yZJ1gpeLnog0ZhGROrO6hZqq1P3nn1//z41/+8jfOeRPLS6MFtqo/+9ysfnxdGtg41IOJxqLw5PLVQ6IkjolBdeviXf7z3x+UTu7SlUW/6+jGISSqsJ/BZW+MVCdFPasaXmdz6UNFCRCE7G1kRwSq+ZVTZRBC6Exy80wsgiDkrmnn1Ibg+UUQkuzs7Ne7w2Dxz0MIHrkxmemi55rWnB4fpWeXfEBlnN40fqluGkLEe5P1zlqqMa1rGBpHyGeRKHSAixQ8Mt1N2z21dmpxMfAEQsTUygB7W7uMQyY629fWxMa7sLpleHSwND3qrlkkWgYhTjMYElcOQkh0fKGPtoG+uX9IeER4RGRYWGxsXNXI9mhzvpG6eecWlcE/hpCmiUPcYXuSi2NIVl1blYGG48jy/nWeyXplEGKu8EzIlOSZkLaJxc3uDD0tu5DEgvaegf7GTD8H/+tBCKSj+cZgHZ3A6kXQ4dL43Jvhpv5AwyMoHAx3keHhYNRLb5waH+30NdL3jUmvbuseHe8P01cPjZdCiIt/TP4O9QRCEg7pjKPV/ngLjYCC9vgAXz2PIjxb4b0zSvSqIeQ5n7Y+WvH5x+a9CzuSo1zMIW5Ux9h+8cTC1y8oCrQ0IiI8OrGyfXitL1tPyzYoIQ905kBLbqCjjxRCYjxDCwZl8U0KITs4PHat3UDFPCs3M91OP7QKcXjVBZ8TSSHk+9///n/914//+Z//73e/C72BF7T9b/7uH9W1bR6rm3/3e38ChtS//bt/MrP2b+lDSu/RkrZXGYQIccjFUMM7D+8/UFGVpRwPbt/X8yvdPSQwqcRD1M7scEfhs3BHQxV1+4wx6CwPJD4Du9ke/1jHu3FqV7pfIWdbnfUeedcvHdJOHo0TUYnoVBezoLCwRGuj1N6ZZF83NYeYAEuTrNbpQwx6IsPLKrh89pAuByGIsjBTLRVdr2DZXhQdGZndhhhsr7ZWtenbJTKFF0KIf2jGuARC2KTtkWwXq4CGmbnhpnBr16cDAEIwewh/3TuWDq7BoeEgJQPHb3xKTv8y+uDwCLm9MtpVlxrqZWFkahFZuTxcGmCgrWfrFRwcBvbhqMio+PTSweHeendju/ThbaIyCOldOZqrczQxASgTEQbt+ZGRMWHJ5dNzA7Uxbh7JwxIIAWPioIm+7Rv2TIja5/91x6SsqWtmenK0tzHUQuXOHc3oqmkiDgVdCfn33/jltg6NT8/OzAAjlta29o+IO6NhNmo/fcukvG94cnpmcnSgPM7lyWd3HgRWkVnk7huDEPHebLud5q3HWnGDIG+QSAYhv7gXlt1DE4okrymQrZOyN56m9cX/fKadVtEyI6kt8NLq+hFV8fWjrxBCzj0TwiKipBAyvYvGL7c7Ghi4hKXlhDtpWST2zq8dzZQ/fmiRVT+4ubW1tTJbl5fsEFe5Pl4T5h2S143AEkiotZF8Vx19+4ITCBHx6AeLTVr3DbJru1bXJVqebc0L/+SWVc8kgPq0CyEkIGeTcJDuoOcfXb5+RCARcbNd5RYapjUL6NHmAtMnls1LKDQGvTPbqPOOSmpF3wmECM5AyFGum52RdzFW8v4SaZVeWicQYm5hq61v96MfvyW5Rvyt//tvP07O7hiaoUcnVv/pn/259KrxP//f//TwS+4cxoKIOTFPvApC8HQOl0Mn4whkBpvDpJNrYyAImdlG5ngZByeWzW/sHaC2GlP87n+m27VJmO+vctXXDMmsiHSxMrF5OnvEOFjpuRaEtE0xtrvUHhulN06QiPjt6YZAG6sXghAm6agrxc3YMbZxbB5szI319dmR7lgbTQPvku7RkUsgJCR/ZHumJdrdJ7Fu4hBLwB1sTlVGaltEt/a0VzkbWMW1I3bR6P2NLE8tw+DsSyAk1cY8tHr+iMK6Zmp4Y5JByC01fd95PJ9zWrxIAiG/VTPLn9knchnEsdIQ7S/u3LdLXsPRcHuz0DMhnzyOyKs/OcwXl1bQJMbOTKOXyp2P7pvGZWQmORnaeCRmRLpr3L3zwDoesY/Ho5ZTXdU//eixa1zJ6MTkaHeVj6nKL36uUjF7gEGtNfuZ/OZ3t5wTy0/WuYBY3MdTF/rKpBAyvYVlkg9bkpy/+NXPfv6LXzvlTmwfIOdrI3/3y/cMnSPquoenJ8fqc8KNHj/S9EhfQ5MljRELaAf1Ca7/+e8Py6f2GC/73P8rgJABtkjIZlDJJDKFwQZD9lAxgBDbsYOj9vw4La3A0W2wQxFQuyux9iYxxa2I5QHje+ch5CjFwtg2tArH4iy3Jl0MIQQS6XCpLvLJI0NdPfvgohEaEyKc6+jGH0yn4zZanjpoWQQ29o2vDJU6esd1jUyMNqZpq5gU9y7s7qyGGWul1Q/vY7BE1HSQto6ReQoaO2upYxSQ3b5/gN7bWCiM93zfLBJ1AiHYYwh5rB5b0IMlEzpSQE8k9Ewtb25tL4x1pHk4ZAxsjzQXnIcQIp2Knqq0NTSztLYx9SzYlO0zV+gVQchFb8dqHhrve+qs4V7YP7eG2t8dq4u313W5PoRg5ptCdHWDapYwsqRTtNQYZ27sVNK3sLK+uTI3XhzhGVw12tlQaKBq249Y2dnf2V7sdvj0nl90wzGEFJyFECaTjJoq8lZ5YqCp6fi0eYnDu/q4euUQIqBvjFV+/rFFH2JX2gsCJqY7P0zTJmpsGrG5sbY+1x3l4pZU3tyf5K7qkt87u4ZC7k02P3PUdTwLIYITCNkF+wdhP9nF0FTPQO2BfdcWhcGTS44ulRRC/uzP/uzBg4fmFnb3H+n/8C/+GlAH0J//8K/++m/+AYynYGDVNXJp7t0/uQYi9XkIEfFoO1M1avcMi5r7QMoBRiiQctRnhHz6hd3gwnx3RXpEetPW9u7eOmKkPOKxpl/zguwV80IO5WA0/+ETs9yWCRBPiETiylC1jeZ974blI/rpOS82nTxSEKp/5+7D27b9e4Suooi7tx9+rmXfNb8DAOc8hMS3rfTl+1tbe1cPItY2tpamh/KD3cMb5wfba66EEEcDj9yBFTyRtLfYl26nG1K1sLUxdQwhIMBvpboa+mfWTyHW9na2Z3or4wP8m8fHwlx8sprGDw8PdtdmK1JC1ZxStxDdCR4ufmmNi8vrG6uImfYcd5/Ujr6eCyCk2d8pOLMLgd8a9rRx9M5qW9vc2lxfmuyrcvZJmllcGC6LNnRNX9xE4THIlY60J6pGb9DtWFTkeIrB43fe//j+/Ycaqqoaaurq6rpekfmLaDqbTugpDP/w1+/cuXNfBXomBLK+gd2zugnC3lS8h8H773z08OFjdVU19SdPnjx8bGQZWDG6yeHRR0oitR/eCSibPaJznwt5IuJykK3pExXHsQO20tfvCNiUg5E81QfqjoG1RPEZCEEv9Xuaq+qbpU7uyFJwwNaImrBPP9FJLB1lSq7vnoiOnss3UfndB5/cvXtfQ1JbYGMrh+oFPBgaZTNJ9Iog5GCyytHSImfi6OQlIUAcytFEZqB9XMvM2lJrso+5Z+7g4hZ+vcfD1CwsuxWD2yoK8/D0DsstKCzMSgrwi8humSYfbbYVJrt4hOfkF6bFBDmZ61t7la+iZZ8ZEbBw8zXRuvZxc9tYWauEHNRKv91DjaymweGWHEOfLCSWwiajR9P8bJ52rBOZAj6zJ9k5NLocSWMt95WGuntEPssqzMsK8fZ2j6lA05io1ZE4FwvPyNScnKynIT5qD0xyG8eO8AueevYtY+sSCCHWRgRYhlTTBMTGOF9Tm5CWsVUq+4oXI16pEwhR19D50Y9//u1vQ1c8/tf/+l/f+c731HVsK5uWfv3Op3/4h38EsOSv/+bvrR1De8bw06sisBUmF0jKIASIv9Jfa6fqMLh/5tYGDpPanurmm1i0jMJ35Yd7eAWm5xUV52X62FtqP7bsQixnhXpZuaUu46jLw7WB1hZxdTNbK/35bk5JnVs7K305Hm7pvTsUFhe9OuFv6tS1gWFxWZz9ARNDp5KBFS51K83VxtUroqAwPyXM08rUPqx4CLM+nBoem9sLjc2YxW5vC8vyWSyNw6EQQK86tI6DfE4qMRW7ne5uGlU+CGhZOolNxU6XR5qZBmQ39mX42cd3rBJZHD4HmWJkGFs0yBYJWPjV4qdRiTWzpKOd7rJUazvftJyCnGcxXk4uCXVzu/tbi3VPLa194lNzslPjnPRVrGOK11DYxdok74jiBSwDkDsVNVHoCqL5xt7meLGvvW1A1vAG/kW/X/FlJeDw0WNmKqomNpHLZ96jLdqZaXbWu2PsWL6EoYsEPOrBYkaQ/Z0v1JKbF/d35quc9D/++NadO/dODnMDQ+Pc8QM8/nClr8hOT0fj3q3PPnj/l+98dveeiqW9b9XIFoXJ4dCJy135jhZG6ioqYBHVx0+0tIzswor2iTQqfqcz3OGLW59//vndk3Xq6epFd24sDNfZ6KuYOxcuoqgCLgu32hdsrXnr0y/8QHyj0MjYjawgBxNdbUnw1NBQ0zS38SzqXSExpOFXLGRi2zMD3vutQT3igHXdFEJRNwchy2zsjKuaybOqCbCrHXc3+H/OZE2GmZr3NJa2tzyS7GHvFZqQnZeXHhNs7RQ2uLSJ3Jtw0nXuX9gVQqEAV+rj5hLXyBQRq4KdrZwi2yc3ljszfXwiRvZBEiUi7S8medo+69uaHmr3MPYYQpJZXCZ1f9jhiw/ua7s1zkMfE5GVfJVuHEKEgGj3JuO9HazNzV1tjd756L6xoZGVtWNQcuP2EZlKwjQ883b1jcjMzc9NjrbQ1bdxKcDQ97J83WydQwqLiwsyn7rZWD1yS8aQiGujzQ56/ggilScWcJjIdFtjr6CUfrB7zrY9C/INiE0vLipMjgpydY0e2SMv9FXZGDn370Hv1QZ5VbKLXUnnHJ3HFVC3ntnrf/bpw8hqBA66VnC1XgWEMPH7LdEuVtHNawTZcMalYxaqIo1MU3vnVldbUm0sPaOSc4rys6PcLCwsAsqHt3Cbo6lhsTldy9i1/oSguOLRfa6yFJmw2h1jYRELVnz8JgAScrY82ts9KD43vzA7+amHo0/zwi5iqjfQwiI8OauwMD8tNlhfVScipRPPZvblBkQkVyDpfIGQPlCcauScjWWyBTwGfr3D5MPfPjIJHdoh8q/x1tpXDiFC1u5Mg6aq28jagbQXxAIWSHP97B0jEtKLCvIyngbbuad0Ty2st2fYWIDxN6e4ICfaw9LSwreobx212PksMLZ68gAcGgzMcqOPtW/x9AGVA7Lz8bIIzdt379kXHLKuAVvHOoGQhw8fhYY/La+btXOJ/P/++f8d35r1re//6Q/uPzYsb0BMLkO3Pcu39zyEAKCaKI/UdUxc3sMfpxzsnblO64daOR0T413ljjYeqZl5xXlZSSGeLtFNy4ey9wRAn2EgrGUGODs5e8UnPktJTo70d9VXfxzcuoZnniYP4Pg5mm10NtR+ZJS2x+JtT1TbqKsYemWvHZA4NPxsYbhLdN0yngm2ImVvKMvTM6t/e2d1tDDSxys0qaCwKCMh2t0poGPtaG6o1d3IcxhFYUPvEyPXhDsm5XQQeWeeCbHT0NJxjMgryE8M9XNxT5hA0fBHKx1PXQLTxw4pbA6dhGjN9vP0j0zOKSsuiPVzC47OW0IjaxICXN2CcqAQkB4eGBJd1EfA7A/XZdvb+6RmFxTmpMX4ugdl9S0uTbUG2nnkTSCpHOgzeP0FISEZoztY0vZIDEgZY7Om1jc7ip7Z2niCpYryMmKC/QJTmpFHmIO1YRApYpIyCnLSo33stTUtMrrXJH1ztaSZ/43r9UEI9HK4ruZyyUctyssqqupaxuc3sJI3XoNsd39lshJMl/wqdU1d6+jiHp14MDvccTKxoqKyqWtkbR/LhR5VFhysTnU2N4yv4+ggFxcJxGzCeH9PS8vAEV2g9AX5Ij6bfrjS2tQ+ML4JCpaPKDQ8crS3patv8eQLR2AUwW9N19Z2zK2hocfcpFMl4lAxKz0tleVlJxUDrm9uW8IwOa8FQiiH6yMD/csYJluuONA4zNLY8PzO1u72SEfz7DaWwRUIBeyN8Z6RsVkMjU3Bbk/0tVeWlVVWNYzOb9LAMC4WMQgH8wNt1RUVjS1d09NjvaMbhOMhisck7M0O909skk5f8ypmUvFTvY3jSxsgz+gYWaQy2NCTZIixoQUkiP4iIX9vbnhmdoMuABkdc29lurmmoqKssmtgGkViQV+W4NAw61MNVZXVNc2dw/PjAwMb+4c0Jn6oY2D3kAi9XkLM3pyeHJjY4IoE6PXpzpaW3ol1iizTenmdQIijk0d4XNGtL9T+5Pt/BjgExMq//bt/0tSz/8GfQ7e0/uAHfwH+bu7dP3nD4MUQIiSgtgZa+9HUM1fd+DzOzvzQxMIakcFhEpETve2V5ZX1LQNTk5MDnf2b22v9A0Ojq2jQ9TwWcXdhtG1wAbW3sTY+MrdPIWL3VsfHFlCAuQQ0wtFY9wCSxOAJeAIaurd3ZA1FFAl5mM2Z7qbayorqvpGZ8YmZyWUknYBcmp1f3COBMZKO258Y6N/AgRQNhCb8cMfAHtSrUgkZFMxIS9vaPu7kzYZgezCx6929A0OzK4tj/QvQu3zAPkOb7+mdW0EJxCIeE7++MDe7gePyBEzy0cp4d01lRVVNc//kGoh+InBEUdAj7fU1lVW1jV1zU6MTiE0chY7fnJ2YXcfQuWIxdOCvjw3P7pFpNOLO/HB5acPiPuF1v6JXxBcyDntaWrv7pohskdx1NTH5aGeoo75neAMHnUAF0YiHXp9tr6vpHl5BopCbQx3g0JA/zGvrGuZQYJMLBXwO4WBzuKXQ3+DhI6Pg2q6J3SPycdQRg57D7q9NDHTWVpTVNLSPza6AzA/a6Ezy/lR/fXWl/Dqrq2tGt/CovfWBrpbe4VUcdC+ECGQbm9PDLfX1UHzjgk0hBMtuLU51t9SXV9T2DE9vHRDkH0IT8ei7ixMV5R1bONr1noNQohuDkM01PhM72Na7sHEIUqXjSoL/FxxuLPW1jWCZPB6fS8Vs97fUVZdX1NV3Lu8TmFwug4oZaB88wFEkoYC1OjY6MrPFfy5ErYx1trb1T20h12YmJ2bQND6I8CwKfmGkf/GAjEbujXQPH9LYPKGAQT3Md9f2CMvZJEs+l3A93TiEAImEAhYZPTvQnB/j9NFt7ej0irGFbTpXCColEnAZ2K3+tqaqypqm7onJkcGxyXWWWITfWwQdUl5W2TE4OT0/3zc8x2QxCejdwY5RPJMjhL7Ixt6e6e1o65pcRXPZjIONhY46sDOVNbQDcMPxhULSweZQ7/ABdEZfzGHR50A0AMOlUCgSMnsyfP9/9v47uLEszQ8FY2Y0O29WG9KsYhXS/qHQhnbn7Xuhee8pQht6ihlpetQ90666y1d6Rya9J0iC3nvvPUHvvScIkjAECUOABEDQgAbee+9N7bkAkklmMpnMqszsrir8+otq5sG95x7znd/3/a59/CAByzO+9cEGHz6ECLGbdBwKDrfHuZAKTptBeUrZwDCFSr3DpKBsLE6Nj4/PrOwy6DsU+pFAbVQJ9qk0BltuVPLoFPqhQAviiG/fyzApuDQslspRmy4kituhEZ9jFoCDjUzNLm8f8E1Wu92s5TG2ZibHJ6YX0UQmdQtDP+SbHHbuPnGXcaK3gYhtExzvr+MYJuA+oAYFpyb867zmKbHR+fLcxZvxwUWI266RshcXcCLlyw9WOqwGySkV0PDoCPCndRZIqR0Op1lFRS95B3OZSmdQKLQDrlInYzMoNBZYP063zaDgkLBEFsjCHCB5kOxOw2OSCmcZNsdtpTvAhQjxfScEQ1KsE5Q5RYj/8P/5j3/2z/7Zn/7pn/7tf/911yCewLC+0llgr4sQIPrYVDyWfH7p9eIeo0ZKWp8nnYigu8bI64A8R0cnZpc3uQrDxTdAAMBy00nPiBvLoy8yyYnJKRJbdfmqDvQ5P6OMuI1fIp+ChWhSCRgY9DZNoAe6y2qSH5K2aedy6G5hj0XNPyQS94U6i82qFLA25qfGR0am51fJx0KL3aGW8HyEAxgYRHwWCcc45JrB+vQexSdCEqPT20cnBweH51Zw+9BHCwD5Aw/eJu5LwH7QawYcRhYVvzAxNjI0vIgmn0m0IGyYVXwqDgm1f2R8bYsmN0CfbzFrpQfEtanx0bGxGSQW+lS3Wa/k7uAIR1Ktxely2LU8JpV6INSYHBY1fWtjbmaOIdKrleJDMnpyeHh0dBKJg75sCwKQ02aSn+8tz01NTEyv44noFewh13/vz1vhTfzfPz6eCHE7wWRZwLrywmQymaFvxvjYBHrhqM3k/8kPM/S9HO9HZWxWf5FvN4vVAT2YAe3mBL9ZoJt1IF6HEgiXzQoKrN53xkAVvwLo+UCXA2wAan7ld5fTCeoC5RcEB6I+mF2z2ep79PMygLs7bFbT1RZDH77x3tx9GR9IhICG2e22Vw4HNdhuA+RjA79ZzA7oQREwDtC3rsDWwJW9rbaAVvsGH/wI9oKevAGFoAh01WazAt1yMQJgUMCkecfXVwIAtgeVQ4cHxAW9BRQIGei4YJSAiwM4bOAXKPqDQ4PJM4Oqjb4PJ0IH9I+qdyLNYH1brIB6oI+KeJ+38R4BrGqwH/RCC2jufRN83fM274TLz4Qsoc+HZ2iPg1P+7//qX//pn0InbIACARP059D7y38zgzwjH7y8avxmEeL9HBpwNq/zXQDqtQ2EAEDykLNBAw6NLeiHFfTGAY0nNFhgF4gQHXZQDLoJ/gAzBP7r+wOMlAsaZ6tvCsGggTkFVYI/vT4PjR9wYqgq7xoBgJIOsBf4G9QGzQrk697hvaBgUI3TaoYeInrZYuiNKw5QD5ggqHkvjmcDTYQaCf4EjXQABQJV6HUg39yBzaFjeAt97QH+A2YLuAGoBPQbtNZ3Ex3ola9T3i/R2cBCAdu8skw+PKCGQtRghfTX5YN7JxFaDqDr3gKQ59kt0FoAIwnyZLDMr6xzwEu+CfKNB0igkA05Ja1rAqXh0lADeN0Dmn1oF2iaoH28c2CHxtBfnRdg7MDv3o9LXaYg4EigaS/5DcwoGEDQNrCAfdtdGUXoZQV28Mur5e+C9yZCzk6hAQde8ip5guEFw+KjaGgArWaf80BfDfO+uv2y03rAmAC8oAJAEuD/oYnxUg3gImiBQe4GSA/U6bIbdXLOATr14ePGCYLJ5T8xeRt8CBHidToQ9DVS2nRyTiPlRAKGAzT8xU8O4JDertuAYwJfAz8A3wOrCXgEmF8weGAAIRYBsQkKan4n8I4E+BEiGK+vQs4EViQ01IAfoEUGCR1ofEBCbbVCdZq1Mu5eMzwmrGBC7YA+4HsbfAgR4h0RqKkXTgpKwJIAIwP5LSC6F2wCvUIbIiEQHCB+g/r7kuh8u14B8CXg/7616S/y8qGXsKBRtvp+8y1AUAgCthWMNpSug2Jf2PKSg89FwcjbDRrpCQ0Zcz9kaJ0OvV/AX+9NAOP+YUWINywDfgJu7y+AxhAKNYAZvF2FGACa/4vBBOEeygHA0DlB5y/GEHIsiJnBijMphRxMfzEss5H4Bo33JrwiQrBk1c6hG0PWFFUO/n//1//0//7rvyko79+mWSiH0G0Fr9jrIgTqmy/luBTxIZfx5jOQXfQSGoGXUw0B9NhHuT5W9fIq6N3VefMOC4h3IMGAzgWAsQD/8tYExtCbPvk80xu2IKLxLkCHdxyhHM8XCqElCZHYxZKEdrxgG58ISU2tWTuWaHQG79qEKvX2DnjyRb4KrWUoQhiNPj4H+4KJ9OfJIMRDKZ6P6Lwd9/YbbAmOezF33g0g6gcNgJoAdQLMOhSkwHiC4QC1v9gLquqSq4BCb7y5teb0Zf7vHR9PhPw0AbzlqgiZ9p5iv5XtMM1I1Oa1IiSAd8VlEYLCC7bplkU0Pyq+6N/823/nfR3WnwIN8u/+/V93jxBITMflq8ZvFiEBBPAt9Nl6o0GlBTLmsgL5ocInQgDhJCYmjU+tbBJPCFTerYzCxW1uXRIhZ/4aPx5ArLYcYmcq0pKSCvv22PJ3yKQ+kAjxwfsiM4VaD1IRf8lHhsehF5Jbs9Ng6XXLND50rsL/w1twVYQckvatr0SoN9kO0/gmEfLDgedbp35nYbAYnpRRPX4sVN/SncDofmAR8v5hVbNn6yvh8Uk9S2Sl6YVOvh0ui5DyyvrNHfnOgZW0b8LuKMtqhhNSylF4ISi51rZIR689mP5jgNNq4mAHioq7KOIr12p+6PBl/u8dARHyYXFZhCQmwnr6p8kMzS2NuCdbWcUERMh7wWUR4vtOCPnAtU5QAh3y//jX/0+gQP7if/rL/LK+LZrllftWAyIkgJ8OfCLkX/2rf1VQUDIyOjYxMflOiImJ+YOKEJtSxGfu0gUyrcn+bgmNT4SA5A+WBB+dwhBoOsqh7Ta2wzTjNrdvEiF/cHgcJq2cuUNl86XQfSC3hk+EgNCTmZW7hKIR9hSvRKg3GXFPisX+8EWI2yrlcQ7oTJHSYHHc9hTDZRESHR3d2T1BOXLd0naYptW1rY8vQix6leiMxThkyzWGd5LuAD4RAkjj97//fRdicHEZvbq2fUtbQa739fX9xV/8xY9MhEB3oiuEYrFMaYTuF/CX/vDhy/zfOwIi5MPiQoT8+Z//eVlZBXJ1DYvbvL0tLS8DEg+IkO+P10UIEBs7h27f15SADvnksyc4qgGUXFYgARESwE8KPhHyp3/6pyD7/J/eHYDl/nAiBAC61wC629B748E7wSdCwBovKipZX8dgsYB+8bezTSwW+0ctQqAbRqB7M7y3bviLbgMgQsCE/vX//D83Nbeg0aCXV2LTWwyL/YGLEACP2+UC/vRO7nRZhCQkJA4MzxD3JLc0ApWPXMVkZ+d8ZBHivRXJBfnHu2fMPhECnP/nP/+nmNjYZAgpt7fw8HCw7n5kIsQ7otA9U++23v7o4cv83zsCIuTD4kKEgLj+v/8f/8ff/u3f/rd3wX/9r//1r//6r0F0D4iQ74kLEZKbV7SBPyPSlCS6Gtj2rhyFO7/7MHx0hrhFlfkKLxsIDAEREsBPBEql8j/9p/8EUqjvDLDEPv30U4lE4q/xBwKfCPnLv/y//s3f/G9/93d++r09/v2///d/xCLkOwKIEBC2/sW/+BfAJb7DmAAF8gMXId8FFyIEDF16RlZXV/fA4OhtbWC4swsRExPzL//lv/yYIuT7wCdC/uzPoLXzV3/1V//qHQG860/+5E9+dCLkxwlf5v/eERAhHxZAhJycnPyX//Jf/vX3AwgDgXH+PvCJkP/4H/+msqpmcmpudn5lbh55K5tbmpqaAklGQIQE8KOH2WyGXs3/PXB0dCQWi38Q+dNlMJnMf/tv/62fbb8TQNZ49+5d0Hd/jT989PT0+Pv2XQGSy6KiIrVa7a/xJ4ALEQJy63/zb/7N/+sd8e/+3b8Dqflf/MVf/FBEiMPhePjw4f/4fnjw4AGPxwPJkr/SAP4o4cv83zsCIuTDAlCSXC7v7e2t+X5AIBBgtfsrDeDdAUTIP/tn/wxQ/G9/+8k374ivv/76r/7qrwIiJIAAfqyQyWS1tbV+tv1OAOQwOzur0/k/XPAjAJ1O9/ftu6K1tRWPx5tMJn+NPwGAiA+k+N/8zd/8X74f/sN/+A8/qXEL4I8fvsz/vSMgQj447NB7M03a7wej0QjYzV9jAO8OIEL+5E/+5M///M//8i//8v/2jvjn//yf/9mf/VlAhAQQwI8VDocD6Ac/234ngN0tFuj91/4af/iw2Wz+vn1XGAwGkB64Lr1M9qcAEO7lcjn3+0Eqlf7Uxi2AP3L4Mv/3joAICeAngYWFBdj3Q25uLh6PB3mGv8YAAggggAACCCCAnwD8qf/7RkCEfF94PB6HwwEGwRxAAAEE8OOCzXbx6eKfNMA4+EckgAACCODHApC7ggz2Njfa+FP/942ACPm+AMHp/OwMtbo6NzsbsIAFLGA/JsNhsYEHRt0uFxaDeWVkAhawgAXsh24gd2Wfn9/mZJM/9X/fCIiQ7wuTyTw1NTcxMYPDbQcsYAEL2I/GZmfmAMMHRIjL5YqLiVmYmyNsbwcsYAEL2I/GJsbGJsbHb/MqNn/q/74RECHfFwajZXmNQTtQCOXfBixgAQvYj8YODtkBEQLgcrvTUrM4XJHN/m3AAhawgP1ojEze7e3puc1r/fyp//tGQIR8X5jMjo0tzt6Bli36NmABC1jAfjS2fxAQIRDcbs88cm//xPTK+AQsYAEL2A/allEBEfIDR0CEBCxgAftRWkCE+BAQIQELWMB+lBYQIT94BERIwAIWsB+lvVmEuIQHW8vz07Nz8wALwOYW1zb3eFKN0/Ptta9ZcVqNah5jdXF5m3ZqtLv/sB89crucdrNOymcfMBjMA5ZYqTXZbvoUbECEBCxgAftRWkCE/OBxowhh5P3n//yfixivlX/LRtWCX65DXCfj5WYrRf5SCGGzu/5yVWeYv+wFalde7MJmzIb4C1/gagN2++JeOcordvmgeahXfr186Gsr8W8Q0qd67aeLtr2yo3eUXsfL/r7SqUudvTD/eF7z05UxvG4u/BtcO03+4fLj+k4FLGA/UnuDCPF4PDZUY9Tv/+mfnkUmJCbAkhITE6NDv/r0fmHzgtzicrk9bpfLYbcB2O0OJ/i3x22Us5aKo3/3VXTT2LpEb3c4nA67bwsH2AHU+a3H5XQ6wfY2q90FitxAKbyow1sFqMTtdHi3sdusVlDudHq/5ubxuICoABtaraBeaFNQ5t0d2hscwOG8+gJKt91iOMKOF6XEhjx9FhwUml7RT+WpbxBGtxMhV2j5Kle8ORBcmJ/BrufGyzwM8dVlbgT2ZvaD7DJ5Xt3xRqq/QstXf72GsV/b/VZx5HVGvcy3V1v79jDxFqq/GnNfadLN+15p1ZVfX4/Flzv1SpvfHNxf4qbQHLCAvXcLiJAfPL6jCHlpXha7Zhsff11RF3l+dntlFz8P+lnVG3JeMqw/Ar2s50YR4q3qgta9+75KqRfH9XL6ZSr314x6ZS+f+WteuenoFwYd6GUN3gO9+Kevs5fDrb9VXk5/NQxDhRcN9g3F5aH2d+FN0+QtfyXeByxgPxm7UYTEhYam4tlqpdZgNBi0GgWuCx6WmL1xrjPbHTqFiLmDR6+vb5PpXLnOYdEfkxYL7/7m08iKRcK+wmDRSDl08tbGOhpPYopVepfb6TIpWIfHe7T9zfVtrlhpNOlFJ7RtHBqN3dplCQ0Wu8NqVJ0zD07PmHQqGoXC4MgnfDmQF26XTSE8J+LQ66h1EvVArLEAzWIzaUSnjM2NdQyWsHcsMAMd4m88kBRWlZiafPdxfd8KT6EQn2yVJsREVS0agfDxb/EqbiFCXuUKQIaXuPFNDPPSvEw1C8jtKnP6qo0LeSXVfvlPf83Xsh8wb/m1fPt2qr9ovy8Ff6U7rzH8JXudaS/ZDWEC+umVrl3q+Gt2pRk3U73/oC/G4ZUe3bzvlTF89VfvMF7a+AZ781z4Ddrgpv4GLGDv335CIsSsPF1rryssLK0oq6iurARWUdO2hKPJjXYHdCbsNbgddpN0bbijuWmQwJI7fCe9/rDwuOxWi1yqMJosF635QCLES1jXBBWvvb7LJb72suRlbXA1iX+Vji+b96crB73cjNco8moYA0e51IBXogvY11dyw9Ev7Oo213f2Rf3Qr77O3jhifruyDdRO39/XT9Nr/Q1YwH5adqMIiY+IzKLKHFboMoPbbjXuDOc8j4EjWSqZkLXUW5eeU9rU1FiSm5tdMciRSTFTbYlf/vrz4Iy2qQ0h/7CrNC+/oKy5sb4oPbV+eJ0v15j4pJykxGdhMcnJZUvbtGPyQk5qVnlVfX1VWVpS7vIuRyYTkjryQuLSCqta+nu7qzIS8mv76CKd4AjfU56fU1Ld3FiXl5lT2LmsUktpmOns5Myqusa60sKMtIKpHb7GZPc332XVnKwkxBYSD4U2h81pk01UpD0Oa5c53W+KMW8VIW+jtbcGAmgDwGNQPVc4x7cjECcvK7/ES29jP4j5vwvVv2avtB/65ysMf8leZ+xLdmOYeMVuHtWbf73anZuDyKt2Zd/r4+nFcW/s7Cv2elWX7RYDErCAvXf7CYkQ9Rmm9u7vP7kbl1dYChRIVWVZdsyT+09jBjbZBovD7XY5bBajQa83GE1mq9Pldlj1iv3Zb375SUoJAs8UWSxWm9UCftfpDRar3eWGLrnb7TazyWg2ghKbDcgUp91iMuoBDCa7wwlip9sJXY83mcwGsJ/eaLbYwH5gT+hKvdkEaoMOZwG1QTcMgEKzEdodlHlvAPC33Auwm9OoVZzsrGRFpk5ijkBA8/3+YUTIzTu+vou35BK5X2G6q+x2A3dfCm8v7CXhXtPO1yMZZDeS6c2Rw2tX+/5ad7w1XCMPbgyifnvDNteN9uvDGLCA/cTsRhESG/wsEUnnsnl8HpfN3EFXxd5LyGqgifTH6+3psNxJ/CFfJKJjpmPuP+klcM+PSYOxD0JrVhlnpwcL1feDilZJh0IBl4bsSokrnthl684w8WFP7+QMHXNEglNCX2ZkYs0885THZTFG8iIjK2dpx8ebNYlffZU3RT7V6XUnWwO5MUl922fIpuSUjHrCqViuEBOXByOCi6nHpMaC7MzWJQ5fyGVRl2piQ9PHmOIXUdZlt5oNArESEL3dYlCJ9lvTYOHFM1rX9xQhN9DF2wIBRLNeXoJo5zI9+neE6n+x+zUsfT2z3ZQf30j1r9sr7Yf++cZ0+aZ6LtmNYcJnNwaLtwzp1QG5FB99diO9X97X24bLA+ut6mXLbxrkV+3WBw1YwD6a/bRESOvzZ6lNW0KVCZIHbpdeRO3Ji4ssnZWqDDaTmr2HGUZ0dnYOTK/tqs0WOXdvoiH5H372m4S8TsKh2KST72+t9nW2t3X2rZEO9Tan2+PgMkljc6j1+eEpFJmvNmjFrPXZ0c72DsTg3AFPbgOqRrS/ukrYxKOHu9o6O3sXsXS9HQQUt1Etoq5N9XS2d/UML28d6YEOcVp14hPkxEBXeydiaP5QpAVH8DcdwOPyWBXLPVX3P/vs7/5/n7dNky0vnr/8ICIE4vEbQtrru1w60OtMd7W2G5j9NcK9su/rcev6qm6MLjfGFche3eBqSPO1wXtP16t8fQsSfy0U+e26afId13vPwAsEIkTAflp2owiJ/PXP/vaTz7/+5ovP/vHv/s//5X/7WXha5TLlzGgxrjUmwuAVG3tHh8csKnauIfxewiCFeUCeTgmKacXTDykrxWHBOYNrJDrraP9weyYtITV/lKA92UiHZZbPMx1Ol3BnKuvJk+oZInX/6JBGRvflPQttnNuibtbCgnIn9sR6t8upOFysSkxuRlFbYh7mlU/InR6nx2MxaDjHx6eUqUKgS6ZwdObh8f4OYar6q6ACDFPkb74XoA+A8s8pq8UxwbGptUim5Ps9E+LlkDeyxC0yZv+v0JaXyPNiR/CHv+bXedhf+OqhfVUxfEmzD1ejwNXtbwg6r1K6t1WXcHkvf83e2vy4hnLfEiZ8dgOlvy2OvEb13sP5a/P9/cbpuLLv1dG+NKT+3b0bX8Kbe/Sm6OO1W4xGwAL2IewnKEIIYrXFFwKUHHJ3TnRMxYJYIjnET8eHJjb2DA0hmrJioytm6azD3dXewl/++pvM6oHdUz5+tDYjObOtb2S4ux4Oy+tAMiw2PX6g4s7vfhcamVTaNX/IPW7OTMgqqhsZGW4rSU3I69k+5sioI2FBwcEJpXPItZneqvS4tF70mULKx403hsXm9gyO9TRVxgXHTdGErIOd5tRYeHHLwFB/W1lGOKyJdCJ9GZQ8bo9Nd3y0TyKhEz9/0DP/RyVCfDz4gqy9dPZy39cI9yb6fnVjf7Dx1+Zt1Uui9G38elU38unbgsdrIwYd1Le9LwBA1V4TQW+MWD7z7nVtw66ZJt/Gl2LG1UEOWMB+AnbzlZBnT+MXdk6OWcfIwdpvfvbrkikyV6azWXWzJU/vfPZ5cER0THRMVOjzkEcPUnvILBbFJ0JojO3RuPu/+fzR42dhcdFRseHPnwXFlMxQ9WfojKTsmqUjp8vN3ex//vknXz4OCwuPio2MiAx6+Dy0DklmABESXDRDlxggEXLkEyE7dSF3CipnlG6P61uPzWJWS0Xn+D74g29+fycoIiIqLioiOux5UELp9onc3/xvv3XaLVrR4Wx7aWhweGX3wgFXZrDY3yhBbiVCIPOThhdX2fvmQAD9erH961mvb0dQuY+7rm7gt2vY7zV+9jXPf6Cbqf6K+ajvjaT9Cq96W/Jaza8n3zeGCch8Mub6Qbt5PF9t0gvzdQTCDce9pju+xr+MRK/E30t2TZtfHvSG8HHN9AUsYB/FfloipPHxnSeJTROzS2uryKW5id7anPiQ5K7lAyn/YLQmJ6ly4pTNF7APtwYK7j1vQDNOFbTJz78K71vbU0n3C589rulDngvFEv7RSHX+nfhOiUm92lH4+S+eTe+cCMUC1mbf48epK9v7QiGfR1tKjUzMH0SLiL1PH0RWTFH0JrOMvTNQnJzWgjuho5rTk8vGiEKpUsI9nKktrF2krIx3PA3OJhydC4R8zhEGfv9Z6/SO9YXSAHH3W7fL5bYrZCc5dx/3L+z84UXIZVze3R97XuKVerwk+2YZcGV33wmtSxv7SNaHN1yRuDm63Hz0a371NcB7ReKiI97NXj3uzTzuCy1vmItrpumalnj79eZJCVjAfmx2i2dC7FanUy08Gi6KuxNcsEhlG8yG9caYWFjZ0vYeY5+5R95anRxDH4i4J1SfCGEc7S7kPn+Y0ona2mHuM+gk7NLSGo52qj/DZCTn1CxDIkRMnUp5+Kh4cIO8S9+n7RJQM/MrO4yDAyBCngMRIjW+FCFr9IGs4KzCvhOVwWDUne3h2xoGSFtjmbHJtSOruzTGPo1KwSMnl7bZEq2/9S67XsEeKE+LicvpW9g6F8lVWoPVan+lk5dxSxHywvwJ/SVKuTEQXMexL3jm0o4Q/0D89jItvmTXsN81PHw11txM9X7zx5obec+7zYsmXdOSa2u+MUz4A83r0sVrtwgir422r7Mv5QTANcHi9X19o3010l0Xsl/YTWHIe9xrunzzUAQsYB/SfloipOab3/zsl3dDQ8OfP/r67//3//UXD5IQ03iZwao426iHRac3TWM2CTsELG6q4au7sEkcQ3+8+PW92BH0nu4U+fCzJ1VdkxTKDoVCGKgpuPtF9r5audxRfvfL4lOj1aQT7o7mfB1cPL64QdkhUojLeeFhz4uGuMSeiNDSiR0hCD0WJWumPiuxCrm3iihMgA/tyvRWp8tpM6llCilvsq3sq7CCDTSOQiHjcWsFzx9XtiM1Ls/VyOTUKE5z7j754CLEx5hv3PEmEvTte0PMuJnBXzHvxm+g1DeEw5sp9cajXzdcvqG4usu1x30r+78ppF1/3NcD59sGNmAB+5HZDSJkowUWHZO7J3dYAUnaTVoeMfvZnYT8rlOFgYUfyEuEVfQu4LcJi4OtiY9DEQQe92xvNi0kvn37RMBnYzqfPkhsGZgjbG0u9VcmwEoniECEYLPhefVIFhAhBvH+THliELxhFoXdXF9syYxIqJyjHBxtNcBDS+b2ZZAIUbJWapPSOtAnpJn69LiUtkkUHrfaVJQdnNzKPt3pLs8JhdchMVv4tVlEQVxE3ihTAMUsALddx9vu+eUvPsupbJtfWkGurCCR63jSifnN92O9owiBzEtHFwRyUyDwbvka/Btf2RFsCfjn1uwH7XuTCLlq11K9r21vzY8vH/2ael7nUmA3hAk/57+BzG8czDdQvXeXy4W+Q7xSyXX7ervzSuHrA/vSbgxwt5+7gAXsI9lPS4Q0P3sEq0Kd8KTic/pgfujv7ueME05tTqeCtVLy6MvffP0sPDwqPiYaukafXITaZflFyDpVw5z+7c9/+9U3j+JjY4FFhUXHxzQcqtXIzoq7X5Wdm2xGLW+rK+Fnv/jq8dNQaJuY6PDIhKyWeQ6xNyKsYooquixCdlc68hPgw3tySIQ4rCa1VCFm99dm/veffRIWEg52j4uOCQ+O7xzb0jv/QCLEV/hGYvpoIgQ60JsjENS7aw50Q3S58ehv+On1zl4fA95I5W9RIMCum6bXh/HaUBqwgP147U0i5FuPgz7XVFndfaZ1OqB3fbhddgufOlOdVzlL4uo1ygP8XElacmJsXEpW6RBqT2u2GdXczebS2lmmzGAGnLuz1FeYnhwfG5+WWblMYmkNRqt0v6Opc3pXDDJ+l8OiFh+NNBTDE+ITElKKG8eOxCqdRr4/2VrSi+frbR632yihjtS3rOxLNSrZ7upQdnJCQlxiadMYjSOzWk0yNm24viAxLi4hHl7ROnkg1lnsTl/rXVYtC9kYFhwSERYeGx0D2D4uJrmgEql69ZTTS3xIEXINm12isqs7AgryvY33VonsbZnTa9dQvbfONzL5JXutkVd50kvsrzHzm8KETx68MfbdGL/eRPW+Ol8biitb3rjvrQOBd8zfHGuumbs3jUPAAvZR7Kf5TIjZYTXIjzZyw57E53UfiPUKLqExJTa1fmqXxjxi0ncxU3WNIzuH7BdXQuh6Libk9/dq+peYR8eso/2N2bGqmkmRUb36QoRYTLL96eKvnuQsYshHR4fH9K3hjs62GZyQ2Bv5qghZPSTP18GTamf3xAq1jHc03VDWsUweaS39JrRgm7J3eHR4sE8Zamqa36Cb3X6lAcVdt9Nq0Qs4e2lf3WsbwygMJpsTxKYPJEKu4+I3fifkqr1OmlfttiLkGuK+ZF7Kvp46b2TVNx/9zWPlPdaLHr2R5a8Lw28OLVfs+kNfrfA2UxmwgP2o7A0iBMBj0usMer0dJO5eivR43Faj3qDT64w2p9NhNRmUMqlELJYrVFqj1eUGKsUKbWC22Zwut8tpMWhVCplYLJHKVUYz2AB6H6LRaNIbrR7vxwaddqterZBLJWALhVpvtTugzx8atGBji90FjuewGM0mo8HiAIczG/XQlhKpWqO3ej9X6LBZDBqlt0yuVOsuv+3QDb1EUQd+EotEfhPLVGr9K180vIy3ipCVoquc9ip53kxur/HhS8Z7ZUfAfnEh1xHgDex3EQuu3wbYdVTv3fg2ybGXkK9Ue5Wi3xQOri33teTaRvrtLWHiDVTva+TLcfaGoUtHvzFMXBm3N3XHa94t3xhbfQd9JTS/cVICFrCPYj8hEaLlbnVFhuV2kqVaq/d7ttbjtS7Y4/CGObpcyseO1D4KSh2YXFieG23KinmePcbgCA2nyEdPkycJJ2aDdKQ4Li65YGxhGbkwlgeDxVXPaSxaTH/dk4e1HIvd7jApeNvJT4MKahErK0szvdXhoZndKIpkZyghpnaBIQVRzao+X2jJz2xCCzisFURxUGzx5PziSGdd5MPYWSaPsrkQ/+RZccvgAti9r+7Zw9gJ3JH9xeUO74Pp2j08sru97umvf5ecVTYyOX8kMztcnreLkFfwKoF6+fFaVvVT5wu8pMgbdvGz5NtEyCu44M3LDX6NTP0RwofXePPKrxfwV3LdQa+Q/rUE/dJ8QcKHq6HCFyxfhX9wrg7gBfy/Xjc7V9twufJbxOOABexHZW8WIT8t3OJKyKtUc5XK3hgIIIa5Jve9SLUv/vD/5CfSF7vcyH5eeyNz3p7qX8LfqVd+vXw4v10ZjStDcWOYuL47twoTN1P9NRtcquSt+94QCK7O7CtT+UpnX59o3wbXDGDAAvaR7CckQsyqM/xg//wmR29xQP/2eOxGxe76VH3/ikRr0CsF2/MDNRXl5WU1HYNLZ3KD3Waxyg66usd32Qq3y2lUnK9P9laVlpSWVg/NbfI1Jpfbdkpc7+5aU9qdLujUl4m/jxtorS8vKaus61innukMBj2XPDq8xhDqwQGBTmFgFmYwJwaTRSs9Rw23V5eX1TYhFokso9Vut+gEDGx3Q5V3d8TGHkdrefFxKwCPy2NRrM8MlhUWFeUXFBcW1da1UwVGq/NmERKwgAUsYD9UC4gQH77D7VgBC1jAAvbHbz8hEeKyW20Ws9HicL74PrrH5bBaLBqd0e4EsFtNeq1GrVZrtHpQ4gKRz+20A8FgtTmgi/1Ou9loUKsANKDQ7nRDT0darGYjUCPe6/fQ5w7NBp1WrYLqMFtBHdAlfovFZrFBdwO7XXa7zWo0Q3U7HXawKTiaVqc3+j5WCISOzQK1QKXWaHQWmwMcwddOL6DbsUADoON7AXa0Otyut9yOFbCABSxgP1QLiBAfAiIkYAEL2I/SfkIi5McKs8WJJfK3KJK9Q13AAhawgP1obG19OyBCAHwihLgnf2V8AhawgAXsB22zi4Tx0TGj0egnuzfDn/q/bwREyPeF1eZmsPT4HRGQIgELWMAC9qOxmdnVlaWlgAgBImSHLsES+AELWMAC9qOy7WPW8bHNZvOT3ZvhT/3fNwIi5PsCehOLw22zu6w2Z8ACFrCA/WjMbLYA+JnuJwyP51uxwsWXOAMWsIAF7MdkMpXDbrff5kyTP/V/3wiIkAACCCCAAAK4CS7Xt05nwAIWsID9qOzFM9pvhz/1f98IiJAAAggggAACCCCAAAII4Hr4U//3jYAICSCAAAIIIIAAAggggACuhz/1f98IiJAAAggggAACCCCAAAII4Hr4U//3jYAICSCAAAIIIIAAAggggACuhz/1f98IiJAAAggggAACCCCAAAII4Hr4U//3jYAICSCAAAIIIIAAAggggACuhz/1f98IiJAAAggggAACCCCAAAII4Hr4U//3jY8qQjwej9vldDidzje9mhj87nLaHU63x+Mv+cAALXI7HVarDRz0nQ4J9nPY7S6X+50b6vH4xgDseXVfaHjsdofL5fIXvDyK6zbjAfXF5bDZ7Hb7u/XlVoBaB83cG+fujxJg6MAAur+3P3lnzPnReu6Cjva6h9wIMEFgN7B+bucswLe8fXrpbLeC9yhgVG93FB8gvwSO/R4+vA3V5AJLFaw7f8lHArS2vGvzdsf1LpZriQ60H1rRwCP9BR8EYKidDu9RXj2MB8wd6AhooL/A62wOMDuXiwK4GdD8uiA3/Phk6A0f0BK89XxBCxZyRc/rPgcRwLvTGug88GGb1Qai37WNeBG2PqyTvwVQI23gf1AycaUd0OQ5vIvTX3AjwNbQUnrnzngJ9q1H8c4mGEqLxQJyEDCr/vILQI7mhH6+BJBxAd8DUf5q5R6H93hvaqY3twJb/MGmxddTkJ+AZAs04zvTDUhDoED33WO6B4wSGKvvsLuPvW+RToDZh9r4fTJZX5b4bt30eguYYSh1+ADwp/7vGx9VhLgcVoPsnL57IlCa/EWXAUbQZhCcs6jHIqvN4S/8wHDZTGre4ToKt3cgsL1LzmezWE5pezyJyv6OFA78WMU/Pj5m62xu15Xjuew2HYNMFUjV/oJvv7Vbzad7lHO+zHqLNetyWPRiFnZjk7TLtnq+fb/h0e20W1XcfSZXrP0BfUHZo5EK9oh7cqPN8T2GAzimnHN8cMA2Oq8J5O8dIOxpRGeHTJbG6r59kgOSIrOKxzpli3XWt4cZt9NjUTJoR+cSnb/kdgDUatEITk/PBBrLbZnObTeoRDs7RzrD9/Ucj8NilJ8TqCy51uwv+jjwOGxG+S6ZKVcb/CU3wu20WdU86u4JX2H0F/nh0SulNCJForO8K2+8Eyx6DWuPKlCbbFcoBvztkAnYZPopyAP8Zd961GLeLpGmMAEh4i8K4GZ4oPnlk3fZUs3HJkOQZGiFp6csttp822zSqpPxGNQTudny6gR7FFwWc//c4PRcjUQ3AaTNLqv2eI+8jsKLtFb7dXtazSbW7i5fqvmgTn4TQIcchsMd/CZ+m62y2i7rLI/TZdPsk2hcMZTDvBUgcRYeM854EjNQ7v6yWwA0wK49oNDPhS+j+etwOx0aIYuEW1tYWEJhqFyp5lUV4rIZpKfIxYWFubn5F7a6tsHkCmk7dBZP6d/sW7fHbT2jUZksAUiur22nw6yTndD2TmRa80dKri4BtMil4LO2N5Bb21Tizj5LqP1uZzNBLDbIOKcHxzKj9yzdOwPs4hSzWTv7bEhM+AtvCY9OKd0j0TUW2836FdJ7ZuXJ0dmZRP/dzlMAGa8Tnx4xj6QGSMj4S98GkKSZFOyjU67MYPvu6ufN8Kf+7xsfT4S4bEbJ8WZdVtTTp+Wrhwp/6WV43E6jZA5Rk9W5oTN+JHI3KTirtdnJlX0bFK797SLEYzHpkIN92/tctVbdX5w3ssYwvqOkBxr8FNVeUd1/rnU6rriXw2Q4KY9OmCWcXJTabWbC3NAa+VCl5Qy09R/xrhu3F7BoJPiO4tSyzsXNEyBC3q8PgulT0Kezcwe2eVp/0Qu47EbV8UZ779aZ8uOmhm+HR8Wh9baOstTW73MVw+12MmYa8guH+BaQvPsLPxwAAfE2Bwrzmg9Ujmtj/GW4HDYla3Nufu1EqhHRF2saugl8rf2tvXXZ3PLd3JSyMSLfX3I7uB021cl6U0P7xqnqtsLOZRbQl+HwJrbopnh8G7isGuFWd0hSE+X8Ivp+SDgtJsFOO2LxVCjVC/GZcaXkY4n/pxvhAatFQOnsmNuXvCpCtKKT0a6hfYX5nTJ+1Tmlt2XgSGl7qz/4oBEcN2dmTDJkBkBqLwFIwUSa7Y0tHTGYLgjWozjd6WoeOdVodpCzrQu7dqfT/8sfPUCGJmeutvQQOKqPyjxum15FmwqLQRDZr7m002IWUtoRCyfiW8h7h0l8iOscxd1eVDvtNg5uoKm290hhc9zOGfQi6mhqTAdRrLVemVkgJ5jzrdk5fVyz+/anhQEDaNn4xtLiqs65c9X1vKpXyRB5ueO4Q9Ptxc17hcdptYlIeUnZFYiZM6XvdInL7VStdrQuEA7tGmZREGwCf+bf+kZYjIaN7vLWUbTK+i5Jq9vu0h9VRsIH0Sf+ktfhtlt0nIHS7NLq5uHhwcaCrKZBpEALFNOlw7jtJtHuUE9PZ1N1Qfyze0Gp1fUtA0PDJDq5Ljm7dfnAv5k3OSeNd02sMd8U+p0WNQs13LN8qLK8UYSo2Ls9jX2HCuvVkxffGx73t04tdqg1Dl66tLg2OjyFO1W+W3bu8RhlzPWR4S22hkeZaiqoJQnM1jdf9QGZ2sEmsm1622qz+8u+dXF20S0tS3K7Hj3cEF48rX3na4BuHmMzI7aUqTFcVHotPC67TcpoLm8bIQvtjpsFyxV4QDelzLXRUQJXJz/bmhqdO4OW2G3nwmkzi6lTZQ2De1Ljd1Job4E/9X/f+IgixKoiT1QWZcPu3Cuc3hX7Sy/D7XLoeGPNJTG1iyrdxaUSj9Wkl4t4ABwOTyCWW+wOk1GvEPOhIh5fLBIIZXqFXMbngn/xJEqNwWiUiwR8Hvi3QCBRmq02m82iknqLuHy+UGa6OH3jdkqOiQ3hTzP6N5lsiU4tB9twOBy+QKjSWww6nVLABxCKFXqL93YFl00hOCoIC24eWT/m8ptTYhuHV4/OuRw2R6bSmyw2p9WglIm5XC44uEShNVle+KrH5XZYlVIxj8M9P2Nj+woy81oOlVaVUiER8L2bizQ6jUa1n3H3UcfkBugYl8OVq3VanfH8gMnnn7OYqJBvnk9t0Iw238rzgGikU0iEoFMccEC+Rm8Qn9G7Ep+nti3v81RgdYHNHFazRiwQS6RQP8AxpFIR2AE6mkJvMjtBkyQiAZcDCjh8ic5gsFn0fDZPJBAIBUIuV6gzmMDgaeRisBP75IC23BKT0IY6kjoterlEBAYKDKhIppaLOYzZsvvP6pd3z80Ws0IqhrrE4wulKqPZ5u0/NNQOi47LFQCAyvk8oUZnMFvNYj5bAEr5YoPJqJTLuGyoTr5IptEb3U6bRikH8wG6yBfLoRKHRa2QeivnCaVKncHotBllYqG3JXyJUm80mqx6FZhpqIQvVBssUpH4hHmkNhpkUuAhAokQHFogkihtTqfJoJOLfJUBLxKK5EbgF77GgsUM4ihoCZfDEYJDG8xbfYUJibWEU/4Zmy2SyHVmu91q0qlkHDD4HI5AJFNqjRaDSiYRgvqEEqVKrXrFRfV6g0EDORioVSiWaU12k0EPxhY0gMPmimVKkJb69CwQISxkS3Jc3iqNfXrO4QslMrVOyucrlFoHdGOTWadRS5QG75kkj92kpc/UZaSXzG4dsQgjeYVVkwTm2TkbaoTWCJaUUasWQWuBB3oPSvx3cTgtbgkxISy1bnJL4F1ZMqUGsJ3VbADTCVoIfFoEPNhgBf+WCUVCIbR8QMcVKo2YPldZUT/HEINFp5Ar1EbfSRePw24R830+Y5Hyz6VKjdEC/E+mUIgY+PHgJ9lbRBrkaVwRKLdaLVq5GBwaeC+YKR2YN70eDJhEKgGuCmZTKpX6XFWs0Jmt/qjpMim4Gy3fhFfgj6S+EjBYDptZJgTuDQDtZzSZzEYt94wrBq4GquIJpGIhGHTQR43BcpHEg5EBQycRCrzOwxPJtaABJo1UojaZofsc7FKRSCY8P8Mi7j7KXNymiVmrkfdgc2tkqAscodZgtoEFqJSKXi5Ak8Fkkgq4QgEPtEYpFxyeCLgipVENtQ74CY8v0putSrn8hMFU6vQKhQJadUIwrgLgfBaHw2y6SmtSvdnmBHEJ5Nr7q31BX4WOU/lyjc6oVfg8EyIm4EYvghwYCdBxsJpAC+nbG7mhYf1kvkxrUEIk4V1VgDxtmo2hpofx1cfHx1CjhWKd2QZ6ytpnyuRnfcXpdzJ7BFKfiAUD5daC5cbnS8SQBwmEYugP4O1CicZolYtFMpnK7va4HBYD8DG53tcSkA3ZodUjhoaFwxGBdWq0Wo16tVziK5EqwFBZjVqVDOIeUMJTaSGn0SlBAd83mGq9yWgyywRCndEC3Xtk1UmkauD/YMIAm4G4A4YUdF4uPt+dKPz6afM6QwBm1uuGbpfTppKKIVoDjs2TaPUGm80M6B/ycuBqMo3Z6qdlwCcGtYTDB4QH0RIUGiw2u92mV8vEEC1D0UJnshiMBgkfmlahRG6wQdcfXBaNfGfoQVDzxr7IZtIAUoXcC8yaAsQMIRvXffdhxgLh2GAyKwDBgrEDHiFWGM1mq8UoBj4JNuYLgMvpZOztybp7kZU7LLH/xIHbaTHqAPkCrwKbSFV6uw0EQN+0cvkCMZjEg4Wm4uyq9d1TsMy97GRx2q16jRLiMsClYhkYPTAKYIRFXm4/IM01hz6sxXJPwQqWqcEkOawGwF1SrWlrsDIpqfXU6ACxx7veQAVClcYAMhjfOgFcBHgOuLlv7iRylUatPFpDpKfmD2ww1WZoPYFtXHYTYGZoKYHlLVPx2Od1iTGtExv+4KgGnmz3OC2AH70DxeWBadDpHWYtcCsQ1fmgn1oViGbeMecLhWJAkICLtCo5aBAw4EXQigMtkYm9lMuVqbRgdfhaCd3SZNYppFBIAjWI5Wo1iKuEgWePshCrNL0VmjJoXBWM4gd3slqnpVwC7NNnzWNYiPrYfKVGb3e5TBAZQ0QBmgBKoNTPW7lJp12oTy9uHKaxoOqFECsC0WbRKLzRCuqLVKXVAxcVCiVQ04VCEK6UaqVDu5/7OKZtjgoIWyYBHQDcC1V4AY/TrDtejokpx9A4GpViH4UoLGva5uuvnEKCbuu0GQx6BZ+JbIwPgg/STkVGg8aqOSwLjy/oQoFJ47ABe6vtThv75OSczQeLDTCej9ZATLwgTzDaGtHpiVAN8gqdUgImG3QHuJjR5j3XDvGM/WB98NnnwaM7PNABrVICagDz5YtWjheaARAuiHzQQEFUAJa32QJCqUoGjZx3Y5C8gXUFpQECsLJAMiWRKtR62VFvcXZ4DuIE4Ix3yleYtHIJGHA+iPYgOwML2s8zgJQueEZt9B0XkIqDS5ooi4qqX9rfRSGKE7NmiKAetneJWJxg/g1aaGeoEWA/uVHHn24supPcxBEqIbEOaAFoj8Gar7/KJQu4k835dxJbDiHfhOK7yQ5EA1hlKi9PQmOi0lkcL251A5mbQav0+i0HvzwRei+VKgU+oJcA74GaC8VJEDEsZsC0UBFEzEKRlkMsz63v2DgFi1cpk3iXBgfEZJCnWXVyEFH5fIEE0IUGuCq03EFTxFKFwWI5J4yWRsc0rxyenrD4wM8NNq0GUCVER2C+5CotSF/BeIlATIaSGS4YW+MLZ3VaDPzt/oyC+iXqIZsNcgDQERMYOr1aIYT4EKwbEajB5bKr5VIQk7yZlRIEX19P3wp/6v++8fFECBScTFrD8VJMVP2tRQgYWQdrey4jJjwFDk+IigkOy8Gz5XuYycyY8PikFHhyYlLQvcj85Zn+us9//UVQRFRR7zyFiCyIi4UnJaUkwyPgteRTgfCc0pidCE9JSYalREXmrTNFZpDJg5hlNxDn2u//j599GprV3D85VJsTEwtLTIiPi4ou68NTiRu1j+8+eBqRktuOP1PanS6nWXW42vHVL/7H02hAwdTGpIdPw2LAUeJCniVXjtN5EiFltig7PT4xCZ4Qm5zVscmSe3sB6MZiFJAL4uIiIxPgyWlR9z6NTqlmCIUzjXmpMFhyCjw2IqltGMkV7cJ/8fMnD0PgcHhceGhO3TCJxe/KTKpt6xmtTP353/5DQnbPvsTgPSHj1srYwxWpsARYUiIsMiisbhS1Pt/z5J9+9runyW0LeyDMgo20gsMBWOjzxKLCwqLs6NCg+JSU1NS0pJgnIdkLpGODlFGdEJUYG5+akhwcBBtdIYhPkMH/eAeeWlBdWRkbEjuwQhZJ2b3FiYkJCSlJifHBd756VLVCZ4t3JtOSk2LjE1Njw0MTKwfmlzoz7//85/ezq3vouxtZsJTEeBjYID6lZHmX66cuu17DnPr0t49jUwtqKisy45KaB5dZgsOCZ7998jgoObkITcRV52eFRcSnwuJiYtPrZ4h62WFrcW5kZHxGSnxkTGbnCkXLJ1VmZyXEJaYlw+Jh+aMYqpSxkBAVHx2bkBobHZ/Tv7XHoAxXR0aDOYxPiIwqHyGjl6aiHsC32aye4pw79xKqK6sK0+Ch0RX7cg11dTAlMiw+CZ6anJgQ9DihEsN7cZegjk8dKkkD9SQlxCYl54xsnqE60+98eS8WnpkUH52QXDBLFcr59MGa7NCoeHhiXFx8RsMUgU2ZyYt5/PB5VFZF98QwIjsuIh7mddHg+2E5SyQSfqg0MyEhORmWkJKchkCxDsjImuS4qLgUWEx0Mrx0i2/wnR73ipCGR198EQScC5aYGJdS2DWDSH2WWzEqsdhN8qPBptrysR29CQg8p1nL7kl49OUnd6LTuomYAVhY0PP45NTk+IiIpPIpikUnWkLUw6LjUuHJcfHwvHYUpGOAZ3hFSPi9e58+iMhIhceFhmcWdRzITOLDjcYMWHRsEuhmYnLBKPZkf6kV/jgsNa+iqjgvLbWwc2mPvTNVWVE7QTpY7KooruhYoQttEF87NcrzvNDwsfVdsfS0JPifYqqGD7nC3ZGyvJaRhdmuz//297C4RDgs6fHDRFAHj83oKkhKSASDkRAVEtWC3KcQN2BP7ycVVxQX5MU8C0pMTk+HJ8OjQ8Kz+3a5/vPN14gQl1XNJeRHhiUnJKYkJT19noUi048Jo/d+fj8vp6isIDv4STBwenhiYsj9J9Xzu3LTi5BsUp6td0dGJ8QnJILlF57auk4kETpTI5twp0qgF/mVCeHVza0t+RF///efpDX075FnHvy3TyLD49NS4MGPogdWqRIZf7wmw7sAk6KCw2rGsLQDRnHUvachocmZubPTPQ+e1gytbi805cfHp8DiE6OexyA2T/eI2JSnSRsnp9NtlXc+j6gsryjOygwLL9gRKvbxszmXfCY0a5ElNYCs1GMU9lfAf/F3vwwt7dsm4Rbqs0IiYmEJ8bD45NJetFjtv9jismooyz1hT8NSkuCJkZFf/PyzLvzpHmmtIj0hJQWelJAcG1dK5PCWOys+/fvfJyclJSfERUfEdqCONpfGgr+EzaEmkh999Q+fhyCm92R6QOnAFY3LjWlf3g2rrK3NS4l58iQqIyMTnhgTG5XQvc4cLoUlpnXwLS6ThrPUXZPVjlbpoNP5IGmSMZE16bCYuCRYXGRiavkcicPeWazLgsfFw2AxkamF7WgmDz/emAlLgiWmxIaGlfcungh5k3VZSYA6YUnRwWFVwxv0I1Z5dNzo5pHOpDccLURF1vcv4SezosLicotLyiuzYeEpbZNLC03wO//wPx6WtM9JTC4oeQMKSHFQB4tOiPHRWkL/3JboFJceFpkYm5AOT4zNatk5k0IR+9tvbRoOrjPu02eJuYVlFcVF0XGFa3tsmZQz1VSQlpySAkuKj4htQ9Loe4SM53eCIsLTy1uIHJCeuC9EyOrO/uFSa3hUfALkRZExOd1r6FVEQeTP/v6T1PpBGm2zLCkhJREGT4FHJpWukvf5+yuw4DDQzdQUWGJJ3+bqWEn847/7H1+UjW/LjZBnehwGxsZI9NOwVDAQSSmZzXMymQA31REVEg1ILzERnt40Q5iojL37ODohFR4fE5tQMIA91kiOx9qqYqMTAOvCkrLr5nbMJsVaTy2IC/CUVFhM0KPPfl+DOUCUpkUUjxs8Hp14d7wipXT+cLmzJCmp+USrXu2GYgmIRPGRCVWt81Kz/7ZyIG/Ot8aKUkCUSILFRMDz6hYJhM6EJ1/+9quIlI4jldnuhrI0LXu7sTgrKi4xNQ6Me80AklATf+9pRFxKckrs86fJ1TOHYpVFtFOaDI+KTkhPiX/+PKl9Di/fG/vkdw/vhSUk148RF9pyEuPjEpLSUpIjgyLTm1b4B7ie6ryYeBgcEGZa5RjmgLuzUJmZEhMHS4gKT68YYEj8p3uBluRujefBk6LjEpNiIuPS60aQmNHysF///LPYvGamzArUis2oOFxqf/yLf/jmeerc8kzof/vVo8fRWWmp0c+el7UviPV60lxrbkpyclIKLDqmvH3yHLp4DlVu0mkW6hPvPwyKA8vIO+B96AOjhN6cnx0RmZCeHB8WmlQ5htUeLwU9BS5S2FBdnhgRW9aN1KsZOY9jGkfWDtd6k+FFIxt0kHV4q/TD47RZFOck6pnSYLVbDCeojsKyli0udCnEv8UlWDXsTURaWNb0qVgPnPxb40nJkydf3YnIyUiLex6SWtTHMyh7cyLT60a5+wsJ0f6YGJfTT+X4ydOiZhM64ZHNOBJluyc/JQaQUlxcTHjyLEOit7m8PCMerk7/+d/+Y0gxYnl5qikzMSoGrIGYhITUntVjlcF/PtGm5a71lodGxKYkJqYkZtSNE3mH+L6y9NCouOTEuERYTssMictYrkgOi0otrKgoSYdnZLQtUpY7Yh989cvPnzZ392WmVjYu7J1iehLDnwZHxBU1DzblxH5xJ6SipiYPHvv4cWR6updnIuK71s7UJpDLuDxO9VJF8oN/+vWdqIaFyfqEr++GxqamgLwkLqNlga7XqXaW+hNCwoHzxEXHhcY3kIiLBaH3f/bJ45Yh6Aqg22kzSfYbMkL/+3//shgx3pIX95vf3EnNykiKi4gMT10/0ykkJ2vdZVExIM+BpSZnNYwQFL6Lkx43GPn59qKg0Gg4PCUqJOyXP48j8nnbK8PpMaAF0OKGlQzzdbpj0mI+LAaQd2J0fERMEYG8UZRd17bKFNGRFTmp0cCNoeyveAhDO1lpfB70LDQ6ubIHiZtD5MQAj4bDosMTk/NRR2ejBXH3/+k396Ibl6YbSzNKMadS7HB1WlxcAiwlPjwst7qHzJZMV8cFRyQUlVeXZCWnFbZusTU+4eoTIXEhwWEweFpyXFh4cu3CnsMknqovigqLTk9NjngemVU1pVSdNGSmRkXEgZUYEZ0zunV6jcNdB3/q/77xUZ8JcdsMxncVIW7bCQUzNrvGoO/hl0cyvr7XtUHpra5Kb14CillwCmgpOqYIOdPX+OjL2EU6h8s5RHWkReV3L6M21lcWi6Nj22cwG5NtkfGVS8h1NGqxKzsqsW9bqPWuKLdTfkZtjQoqmCKvzA1FJZTsnnMlEgGXtpAQnD06NtYU8qRglHgqUhmtvishQIOySyNDOqbw53x+MzysrHvhFGhf0lQyrL5vjTpUlF7eOY7aQOPQc2XRofmjJJCdAdqx6aXMyfKQshnyCXSOc7k+MSW9gkxafPpVUtfEMhaNnh+syy2sWKdvwz692zi0JpaIBPuY8rzqhrmd9rTEluGVo1Ns2N3Qxa0D6PQPaLnTJNxfSQS+vseSirhnm4MxcY1jKFxfSljuAJBpRh/XAREymBKS1Ld1eHZ2stb+9YO86a0DAX+/KiGsZXpTxaMMDUxvkak7xK2axOiqjln2yVrIN3EzaLpEwF9qyKlsG2fsLsGiCnGUIzH/jDJVERHVhGRwuZTVSSSeSt0BMwO7H1E5sn60VHU/uGVhk4CqTY+qmVhZQ2PRa61ZUUVtKB3gN9AUu153OHf/YeoE9kAll5wQJkurmmbJ5OygR80jKDaHg+2vLmkYYbJFMqkYP9YQ/LQINd+WWN63ecSVy0WUldH2njk0ojCxon8ZhcZh13sKYxNzuogL9Z89Lxtdwe7tEpBLWBptZzI7Lqp8dA1H2NteR+GZ26gZnwjprSx+njciksjOd1ZKHz4d3d5tLyjO6kYLxRLBCXGyNAZWjX0hQtyHK51JcbU7XKlIxGfg5keQu+udOTFxRfgTEe+MMdJYWdhHFJ+RV2bnsQTKLhGDKC+ILh07I02WZed2oPYEfNZ4fVV64zxPIBKeURarY6Ly50e7qu6FFs9vYDAbqJWhqrg0xPJATdijhPY5LHGHtLWOOpIY7N6zTV4R0hwfnbqwxxOIRSTUeGhUPnKiIje7CnuiOCFN15fWbrCUFui6jcdu1h0ut2RlVSB3z04JI7lpRf34Q5GYM9dRdjel65Q2n5ZZ1je/isVilwbrYx6kkcQWC/AgrwiJC4kvGMDJ5DLuIaazOKsNdQr1aXpxm7JH3kQ15ucUdOP35pry4UVIOl8qOp1pq4NVTJ0Tx3NTYuGpMY9jazEMnsFi910JMWgUgwXJraPIk+ONpN/++pvQmgXS4VhJds88hoQZufdNEm7ngHvM6M+Iq5nA4VZGE5JrmcdsiZB9tNb5JLx9eGY25WnowPbJ2dk+qhH2NGuUcHjCZy4nPoYvkjneeblGhHiACGHhRkYXyBTqNnYjPSiye2Fznzj54B4cv3t8zqTkhIS0LZBOTo9w3TnhVYtHL+4YdJiVB5j5sTUylUImrw1EfBXVO4d6RYS0jy2xif33nuSu7RyIWavBX0ZOoCgCDnu+NruyfZKxh4RF5mF3jqQi/vn2KCypuX8FVxwe3Di9yeZzxbtTQc/remdXa2ExJQPLuG0ScWN1fY/L3PGLkBlE/bPkNi5fxKFh60JDEJjdocba9PpZHh/4DHWpJi4ybxkSIWBs3Q4WZjj4q/DZfQlpoTs2pAB3IhRJRPuU1fjY7F22BLrJxuMxiGnD1dm1c1S2QMLcXk15/KgXQxsFU5bXtr6+sYGcaUkKypjcHmmtvvOscB8QneCUsdgQCusZ6UOE3knd4pz0l2XdzRuWq6HbkMEqACJkqSn3UXg9S6482hrPfRKCwLLOThjI7vKkGhRhobMAlr10qDynI1vz8mf2pEbv3T6AxWV05NwckghWBnq+IjOvbJg4V59T2TTFEkrE3KPVmckpwk5Namzf4pZYImEz8OOjMxTGanJEzjrxQCrms4mTcHhT3yqhPOpVETKVHZXWtX7MEyrYm+kPYtsmN/ZnS78J6thkSSCChvzBbhLsDfdP4QGtkbYb4TEl9WNMXM/d+8lD8xtU2u76GvZcrPHRIxAh272pEfmTtDORhHu2UJVZNYQibi8mhSXOzK+AdTrfVfg0oWd2bSMrOKRjdZcn15jBEgVx4IUIQe3s01DTE+s7VAqJiOoNvw+bRlNEpIH7j7MXMFvEweygtPb51XX02npjZnIdYoY0X3//aeYMEkvdo6yub3M4LOp808PY+n22zLf23TY1eqAiOL4cjdsmkwkrG2ThOaGntrgLxeAJxSd7W21tE9jp2syUopW9cxH3YLS+MqlmjrnaXZRXPrG4hsWgx1pKv3pSfcDaLM6u7d1gSiQyFn409/G9WuzhtSIEFl/DZOHD7yY1Di9isRjUHKIwIwd5DF3kgIStRTaYF13du8KXSKWCo+H6qsymWcYqIju7bIbChU7BgvzYqKeM1le3jB1yRVLxOXpqtHECW5PwvHIACQVHwlh8XP3sHk/D3hmZWCVSQdfR1fHPEqvHRLSJb+5m9K7RhZLzvsyQUsSyQCKRsmmd5YWJtfMbPcU5OXVzKDQWs9pVkfesaIg625AKLxlfwYKZRWMIp2qLb871KllvQXr7FJYjlsgkp4PFqfFVY+yd0eBnRSNbZyBggtTf7bSYtUcVD+/kIpaUAlLC7+6V962LxSLqXHNZXi2JRS999qSmaxIMIGq2LzerYnpXaLVD/uy9EgLPqOxlcMRSCWe2pfhp5gCXuzc1vbJN2aVRcc2ZMU9z+2XHSyBF7FhlatQKbG9pUkrzuZgG//xeaDQsPDobzeRojKC1Xre7AHQJyWGz29Ry0QF2LCMqsmkCrzRd/8j26yKkPDwqqX5BKpcfbPQXx2dunAs7MyPSagboKw1fhFzERMyJxP8Y24UIwa7PpjyLrJ1Y3yKSCKgl0okMOvnl5ZkT3FjQ58HT9POZ9pLn6QiWSAJW7N76QHxy86lA5atHylxpSM6epXAEItHRLgYxgsIPFGfltO1yxWKpcHO+PyylhkGZrcrNbVtliKRC9GTHY1gDR7A/WFkYXTzM38dU5NX6REhGRtnEDkuqksw25Nx7XnMsUxxvT+Y+fNaJPj472V/vLU+sQgmhoOzxuJ0i+lxVTEzrOouG6sqNSRnZOuHzzlb6mxOLx9QKKR2HnEHiGDTq6kjnw88S0SesiebSe2kdYugyBeid2+0wgrzi668LaXLRdFPeN0/LGEIx+wg/UhBVtnBEWRtIegrvWdhAYzbmxjvDYOUsoQL4Npgh8d50TXrR8h4XsBd+rv/x7+NwDHxTZX5p5yTYGjnVD7sfPbd7NNXWlF43A0V8zsFye/08arkoq7YNdcSjY+aWNqgAm3OFMbB0xBpruSE2tW6exlZqNUz07NjUGoVO39oYr0yJblo72d+eqIyLb99g0VFdFan5G7vEzIeRnfMkqVQiZJHaK6trJoijJfE5FX2HAqnoCF9XVNuJPrfYIF/1iZD01LLxnRPArJON+c/yRtVq7tLU7Oo2hUGjTDfkPn1SfHC8GfIovrJ/cWeXuolCEpgCiHpuAX/q/77xcUWI3fhuIgSwh8N4TtvqbGrt6+muLUgL+/zztmVceX55yTDJbLVb1BzqYHpc8epMX/Oze3l7KptaejBbFPLZ06SMnMKi3Dx4TFzX7OpsV+Evf/88IzOvJB8UxRf247laf5u1fOZAcmTtGnNupCs4pUGh1btcVqOGmfckvK61syU8tB0vUJkvbqV169SS2oSYISRVopC3wBO6F3bUJqPxbD0VVtc8jauJfRSdAM8rKqkoK0qGZ9WPbfuuSFjUvM365Og+Eltldtht9KmKnMxyHLL31797FhWfXl5SnJ8GK6htX6VtJd95NrLBcLrsTuVha1lVVje2LTWhfWLjXESJfRKH3j3385Ndd4brD45vPuErwaja+RhYdEHj2MZ0TlzVLE1q8DcYiJAheFQl8kSskIOoef9ZE+ZIbDaLG2ChjSOrMiFjBIFo7+hqb2kI+/ROVcfM2cl61ON0LI1n1mk22/MqW4ZIqL5n0SBGyh1mrZjYB0vuWNg9P9teHOrtRSA6EI0FD756XjW8zse2BsUMrOAJ4xlhz2LT0nOLS4uLk+NTOwbX1b7TP0CEHM0/e16FZYpddrPqGFVdUovAEjJDQ0fRNI1Ws1ib0TC0JjFAucQpdizsy6C2qsyEprljuQmwo0qu4B5Q54pjQ6KS0nKKyktL4Ymp1bVDrOPtlrLS7Oz86rrGlr6FHRqThRktLSzIyy9paGwdXqKg50Z9IqS/pjKpAWk2W+WHmNonj/vXcLmpRTWzDLvDaVGd4XvSk/wiBLTVge0uik/uETk9dofFqNdy+DJMVz48vfPM4DBr+HOd9Rmt2BM6CTXR14no6Wqvh8fGBOcNnBLHq8trZvYEJhW7p6a6qH/bZLZZNdzd4YyYwtnW0swvv3yYV1RcVlxQmJeXUTm4tYmZbSnNLSguL6/s6J/YYimA1gWz5hUhLekp5RSpzeJ0nO6io56kYPfW2iuL66cJSy3Z1S2zwheP5TksJg6mu7SsefNEyiGNFZW3oFhym8Ow3l/zdVwDDYtIiI6OgGWXlZblpKbm55Vv84wWh1+EwCJzOtdZQFwbZQczLQXFo3s0Emaqp6O7t6ezsSQpPDGzFU2dbazMrycLDFazfKW7Ka5w6Gx7NC/iwRePgx8G5aH22LYXMdNq1FHG60pqO9Zn6pKSypPCs8oGFgphqavkvQPi9POQkmOOTC/jzebHV46szQ21RWb1ieVat01vOkMGPc6q6xpLfQZbO1cq5Bxyd0ZoHfpYojCJCUkPYHNbp94jXCNCXFadgkPtae/s7OxqrK169E93u+dxdNJMSEjxIVsq47KKwmImyWcKlYQ5WRxWsUCX+q8bmLXyI8x0d1cPoqu9rTrrqy/CEVPLL0WInlcRF4aYXpPuTz0Nr9jaP9NwNqKfpOOgpaHGteZWtg4TV3ufRdcx2XK3w+wQbmUkFpb0IIvDYyYIJ1qjTncwGxJaN7yxS5jsKC/MzSsqb2xqnSOcknFrPhEy29sSVziq0xlVZ+T2iOdtK1u1JZWFvXiT2WrV8PZGsqLzVyAR4gV3eyr2cTyGp1vrqwqPaOVYXXa3U8zZTwmKXdvnQHcXeTwa9kZbRmoPWaK1OGRntNKosD40qaMy6/ffROYCJ8vNykuDVY7jBtvrnsDb1Tqj06JR0SeDIqq6WtvC7qWTJYLR2uInpdMv7lYCgcm41FIQlD2kcblEe/OV4fHTB1q1QrA9Wh9TsnzIIEzU5hYP4lYRRQUl/ed63/NLHpfTxmXgJoAX9SA66griQpJzuzfaUsIa+zY0TpfTbgRZ2tHxVsqj0LntI6fLYTeqVHLBAbrnWWQ17UwKDaaImAcvLupdL/OKEK1Jrz+ci4yog0RITmzlLE2iMzjU9Kz7UW0TG2xU/ePoEfKLB9VcNqNezBzvhmito7Up8os7JfXj53xmZ2UxYImq6oaGzkkmV+p7BAKIEGJ/ZnLLFlj4Zo2M2J6d1Ta5utT/zc8/S0vNBOu0OAeelT8wtbKR/Tx+8UBk8N0JC47yQoQsbDGY6xOIrl5EV1tzRcZXd+Jnsbua/emnYeWrm7iN2qjPnybCMwtKCgrS4hJaR5dPWJTGorzs3KLq6samnrkzzun+Wk9QCuJMBMVTALAcOAxsRU5Wdn5pdW1Lx/DKMRUMc+EUQ24Aq1qn452d0Wbry4pbd0UGm0k611oXWzRCHCiCPQfLtbC0pDQDnpkGqyWT57IyW+b3pUBPKs82u6Mf1+FeihCtiDJWnuwXIbGVuzuzX3/9PCQ6taK0tCAjOb+iafVQ4RUhTovpvPTxk44lKvTsukO93t/0KK2ThR8qq2hCHiut3hvwzDrtcn1W/QBKanS43XaVUnVEp9cmxPav0jRGg/EEmRhXP4JnqU4JEwN97V2I3s6GoDt3EiuGhPTJ+09qVxgCm4Vb9eRhwyzJ6Xa59ILJjvqE6pnxkqiQ4IjMgtKy0uL0jJyk8pFjOna4rTojPb+qprZraIXOUfpuSVXLeOXRMdP4A6PL9a3Hst5THBFVzzlajLySaTicdn5d8NOyoXWrcg/+dVjvKtNhs56vd1blVeKomPBffRERkVheWlKSm56b1zhN5l8SIRnVPUtio8Pltm1NNN5/VMFkkWbHBtu6uvsQTRFPHj/N7JYcL0VH1U1RhR63a2ekMjmpniWkJX/25Se/+fpREGyZwb/mcXCQWdutknP6fF9Tbk4pYnaLL9dCt7f5f76C10VIVUxKxTgFsLdoZ6IqMX2Zxe9Ij0irHROxCW3lL2PiPkfmq/BChJD3QX5fV1hQAPKU5vYe1J5AbfRf5eARZ6PvR22w+T0FmWF1ixYwvi4T/xgdFpyxd+IfSc5GdwashCi2Wex2o0HHPj+fKY3KLZ8Ci8rpcRwRV8IewDHEqZryipEdodFqIi72PomvFinPJ5tqkqpnVadbtYX1PhGSW96xyVE5XIaVjpJH6QNqh1NEW6oMiZ7cByQhIE/URxYu8uQQBwIVomQhW9Pg/TviA3RfZWox+lxvNms2J7pisnrlQjaTsNrc0tnb3VWSlvz1r6JxPN4sog6IQ73Jd9YJjIFzZ6bj8aNKtlm90Fn6IK1PZXfopIz5iri8ScbqQNXjrx+m5JUWlxTn5uZFZzYdi5WQCHG5zldbcjJrqVKb1elgkVYj78Iw1IUyeMTDyLSCgpL8zMxMGHxmi9JWVZ3fjTOarDajTivliY43C7Nqm5f3T3fWpwd7Ed1diJay0MdhKW3LQIQklQ+RBRqP23qys97b2tLf399SlhobEVW9zGIBWZyePkgRH6J7q1JzUdjFO1/D54hs4CxOLWeyvT6pfnm4MLGiZV5isprE9ObS+sblY99Ndz4RklPeiedCo7rcUfw4vVumOAO6qqm1q78PkREaFPyk6EDCne1pzsnIKq+srW7sXaec3vI9Rv7U/33jI96O5b1xVE6bDg+pGCNyrSD7s9scdrsFCFXfKYJrRIjLZRSNNVanVw6QqYyd9anCRw86UKT2ssrMzg21RqcRH2HbEmOhKyEtQfcK6GqbVnmO60pPrF7YO2bz2GfomdF10t7WTHs4vGOXecrnnlFXJ0exLPULRnghQg5R88NhCRVnUrnBoFGycUlPYN19A60RoZ3bQrUZolovIBFSlxDdv0TmSyQtcFjPEkVrNvlESNs8AZGZ2DSOOeYKxKKzjcmRue1T355WrXhvqCCsDrkvUut1GtJgQWZmBXl79tH9rHE0TSgUnDLwi4srtNOd1G+e9CySDcCPeTt1xY31s+S2tES/CHkcvUY58d+a6TDwqLNRMRV0lsCoUyroszHR1QPL+OtESHQ16kwCUjtv1MQcSXwipL5/ijJT/gzevojbodPpzSlRtV2z5ycg08oAmZbFK0KqWkcoxNmYyLKdA55eLT1Hd8Qntk1tUvvykmv65rcoe2eM1aSHkdUjQIS0PY3sWd4mIcth8Z0beyfQLdSkpVEklmF0e6AWe6+EPHySvUA8M+rUfOpMeU3L9A4lKyJ8DEPX67U4RElVxyxHrjeZjHvzHcF3ksd6y+Nrxvb4SrNZS1sdbeyeW23OSG6Zp7K4IhGfipqcmsWwDiiY3eMDBgWzMgx/9rSse3GXuLXHOqWRsEsDlc+fZDY2tflEyEBtVXLjqtlsU0Ai5MkAllyXU5Q7SNTpDWoRc7UR9uJKiJetxmvj41tYGpNWqzjcWh6cp651FKSmd7FNTrMWEiFpzev4gZKczJo5HPXwgDpQVxqR7xUhFbWzdJFZJ5xurstoQ6nUWo3keLMDKMT5gdbKB8EVFDaPL+CeM7AjMxgGhYjD7rBOmJsr4025CRlteIn3ZTs+EZKSWLDJ1mj0+v3txRhYyZnoDDXcFAbLzXoWMrDGABPsCy1Oq4mL7SkubkQfCM6Jo8UVreunSpvTCETIN/FNRzvjmTn1k8QjgVB0RsdPDk6wfA83e0VIYkRawwLdbDYreTtDdbmNSMZoWRy8sB1LZRzStjrKCjNbMdTZpqr8BiiaXBIhpflFHUvYhtSo4rYZodb/miyXzaRkLmUkxicmPC2ZJXaXpj6KiY+NK2OcnJ5TZsLCylgcucEnQkY3Vmf6Y+AtbL7UqJWJySOPn1UjhqdTnyWvs5VKBZfckxFWj2FJlW8VIXY9n9ibEZHbs769SyWT8kPCexc3GaTZsNDSI7ZUDomQuKmdc6X6VRGiZNPqkmBNMxjS7t4RZTbsq8ieGSQRhPm6NaZQppAys4OedU6tSRlTT0JKcDSWkr0e+zRzk873iZCq1tGd7ZmoiBKwNIw6lZK5mJRQ3TqFLg6PnSSe6kx6nwgBvr27tX18dkzdQo3WptwNaxuZWfCJkLne1viiMZ3OBImQyOdtKDKiuiajBenzGXxnctQlEcIjTMU+ils9VW1Nt0WElNNkep1Rf364FR+avM0SeJWrRyfcGSzPallnSdV6HpNYEBbSh9kdAUGrbIx1wuZzjkkLw5Pb+7Pd9Q/j6oVyhUEj4eIQYYm9w71dYfcyyBLhaG3R45IJndHife0SWLXGpdbCoNwRrVeEVIUnzB7qNEq/COEL+Lsr3WFRqVnPgptmdkAbvA7psdu085Wx2ZXdm7v0A+pGfX5hXg9moCCxpmNJpDPoFFzU1PTkJi43MmJsY09v0MlOiCNjsyTybHRY4TaDY9SrVIfI9KTqlpnNqrj4wQ26RCkVEgdCQ6q8IiSuao4u1RlfipC1hocR/cRzpS+GOEyyw/nqpymt8xgynbHfkR5d3jx1cryL2aLvM6iYldmU0Ii2aSJgdLA5ECGE3rSYkqUjAXAQPrI2q3YEtb21EBkMx+/sC6FosT40isURtrOfJy4dio2viZDRmbmyWFjrHI68B5T2ZMjdhDmfCHlejNzc3hnMisifIB6c83k8InIKiadymEQ8kbFP21mdHQ1/FDWyit9d7X4Ga2Pxld4xh87T8Zg7pF3mPpUwO9D+8Ju4mY3J+pLCQSJXqdVxD0mNbZOb03UVJW00sdFmhkRIXPEoba6puKQBTT/jCwRM4kZP58w5C1OU0zBE4OgNJjFztSnsUS32qKcsLbxwRGYyS04xnRmxfhESV808QIc+zuheoYpEIs4JBTm3uC8yeG/wcFotovbk0IZRrNZkNGkFM6218eVjp1vDl0WIRa/DdBbXds3zFDqjTrI5OdI8uVmbED+AomvNRp8IGVinkrqLUqsHV7cogJ7r4oOSK4eBCHnwtB4ERbtN2pMaUjmI1gLRIjsdbKhIqJlHtuYWliEop3yBkLuDRXbPEnhHOzu7tCPmLm6+LycutXASOoUEXE6rELekJfUt7ygMRrNJPlWVEZPfL7pOhNQHPy4ZQBlkVPjXEf2oA6dPhORX4Q6oOY+C2iaxAqGQd0JbXUDugDTOe4uL75mQktYpjkJvNKpQvVUPU9qxo9WZZR3LOPLxGaM9Oy442ytCouunqKKXIkREh38TUtAwNNeQHp41ROGqXC6nGXoTrz/3gK7aKY6bU8Mzyzo3qGcqrR56IskBxtwMvQ3c72t+vC5CqmPhVRNUsPAvi5D0+onzY+pFTEx99qR6guRbmy9ECJbCZG5hiayzIyJ6ob80Njxn6vDF1RIeaTb6XuQKiz/eUPA8b1iqNxgNyhPSVERU2SFH5ttGQBovSczbOFGpdVoOA48YXES1ZmTl956qjXqjjro2HhJRsLMzXVtRMUoVGW03iZC8ik48Tw2JkM7Sx5mDGqdTTFuqComZPtColcJXRIjqZLUZnoLY4u1v9FamleA4Br8IyewWsbY6qopKEfMU+gFmuu/514mbfP5sV+2T7F61zuhdWcCcO7Ptjx+WH+sUcx2lDyHNcyFC9vFziKSQjGUGl8Pnsw52BkeXpRoD2AeIEAFptDK9FHuq0hgMdOxc2DeJODq6pbKkdpJwxuazj/bmBgfIx6yRprqs1lWVSquWnK611syvI4EIqZ+jTNdkljYM4si7p0xcSUJKqleEJFcM7wg1HrukNz0pvWYYxFs6ca4xMxGIkJPd+aa01N5tHnO9uzI1b52Mjb8TM7i2bwKCT3zQW1td0IMZKUqqbFmQmq1myTUiJLeia5uv8YmQh/D2E+pEUmZ1//LmIetksTU/NLiMxj1D46j7h0zK5mpjVkxcZp/Udqv34/lT//eNjydCHCbF/tpgMTz0F//wZVRm1SiSKjglToBEe46p8Qnx60SI2ywZby4Njc1ubmqtzE58+tkXrbhT/PJwYmJGXXNbU0V2xJe/h54JeSFCzBY9b2cy/nlcZU1DS1MDDFayzjg/Z6KzYyJLaxqaGxsy49JHCBzji3cHekVIVO3a6QGD3JiemFZY29RYV5oel1w+v72Jek2EePQaSXvq87wKxBLxoCk54ZIIqe9D7x8sdyTDs8vqmlrry9ISS+f3RL6ZddvNujNsRiS8qLKxo7kedvf3CfAaOvesIz0KnlXU1NJWmZdV0z7B4lHT/unX4RFpbe1ttYUZOXUDxGNeZ2ZS+wSaLaQm3f2mpmuBrTRB16A9TpX4sD4tLqe4GnQzPyEyqwu1f3TwDiJkYGZ3ruphSGppbWNTXUXQL7+saJt+VYR0zB6cH7fkw4vK69qbGwpiH3/zuGZ6a2+0LCU5p7yhqamxIuPrz57UjGHEpL7736Q29s3QsKPPnycVVNR3tNRlJqUO4479bwy06zX7U7/95edhyYXtba1F8KRqxNwRn5UXHQESNavdIjtcL0nPyCqrb2+qTo9LzOxclZxt5ienpRbVdjZXpcdmti9RZIzFpLjUnLK6zpb6nOSUllk8hzgaFp1dVlPfVFsc8zy2fXp1o70wNquirr6urjA1CtYw0Nd3jQh5GjRA5mFnEdFxmfUt7Y1l6aFffnH5mRDF0XpVQkx6cV1zQ2VBZvbw1vl6V+FlEZLevEEcr0yOTS6uaWprro4Lff684IUIYUDkcLw5mQRLh1y0Mifyq9+H5yziMUsVUZHpRTVNTfU1+YB5yPTN6byYxIKqxobq0tzkxMa5A5XRe1LbezvWk6/vJRbVtbY2l+XmlXWvafX6s52FhLu/+iaslcRWXTCG02YWkUezEtOKW+Z3NwcLLomQu0kdEvlxT2leLLyopa2lqjAnqWBMbHFBdOMVIVGPHn8ZmtHW3l5blJmb00wTKVeakqNjU6ubmtvq8qMfR2e3YnavEyGV5bXTVPYZZaEInts4v2e0QmeWPW6Hy8jtSI365B+fLLOUhJn6B59+Cm9EC2RS9lURUjVJ3N3FlybG5lc2tDTU5MRGZA8SCHj0dxAhDoOI1J/5ODy9qr65rrzw/j980zWHvY0IUfMYzWCZF9U1NTfWFCZ99lkI0PCnqOZHD2EltY315Xmf/P5ByxRacjD76CuQbC4e7yOjnlwSIZ1zzLPD5oz4rMLKluamQlhUVtsimcZ4RYQMIfEjFTnAqxvqakpSoyLzppZXka+LkI6o0Hbc2RZqPPnCZ77+vf+ZEC9E1LnEh8/y+lZ3iChERnRCTkVTU0N5Tlpq1SRPofc6g8dpVpJm22GJea2t7VW5qff+8fNu/AlhfTIlOq66sbmprjotJnOecbbcVfXV339dVN3Q3lidnxRXt8TcXBz1ihDJVEP+3cgcJMF3H/ZbRIhArhEd4bOe/OqLx1WYE/kLh/Q47FpkfXw8LLO2qbmlKiv8YVxJP2FvCZGXnFZW29RQkZ9V0oo55Mw3Z6dmFAJHK01PqeiaOxeetmcnZOaXtzY3FyXHZDbPMk7PZqrhiVmljU0NlanhX39VMPCaCOmYxvJxHV99mYqYwaus0BvPnWbF8VLdo+fwkprGpvrKkF9/UVw3fkxbTAiFlVfWNdVXR4cnj24wfS9ChJ4JaY/9py/DCyobWhtrYqOylqhnQv5RS3ZCNsSrTWUZSQVDeAqV/CYRMjG/UAWLhhdDXlSZF//5NzFzm3T14dzjL4MaBueZ5Lmk4Jji8tq2tpb0lPxJNJWzMx4fnlJTU19fXREamrFCojPWEHe+CR/ZYKgtEGm77YbdJUR8bGZzQ0NVcUFQePHO6eF0Z1kkLL+9pakiLz+rcY48WVt5SYQkVkxLWYSWktyk3Mr2lsayvJyMrg2dXrzUXpkAkuf29qrMqAd3vqrBniH7K8IexVS1ttcVJgU/C/Y/EwJrZKnEw8WwBHheY0tbfWlOSUX/uQb6cIx3Ns30heYMWFplfXNTVQE8rWxy65hLHr8sQiAK2p0vSMsorGlqqS5OSasdXN+rib8iQgY39qhD5dGw3Mr6prb68juffxlXcSFCpC6H9WS9OxeeCyJnW3Vu6INnsMalE/J8TXZqdllta1NdUXZJ6zz1bHuiJCunorahoaIgKSGvZ5Pj8D49bDPp6PNtcHhWRX1Tc1VBbEzeEIahP16MviJCnE67qC38XnxO7RZhNf6z0JcipKB++1y81JabAs+pb2xtKM8vrO1hyow+HeB9JiTp4bPokvrW1oZK4BHtS1T6bFMSLLO8rglEqyd37z3K6rlWhKQ/iG6ZIenFewXPnhS1zQoFu9kRCX2ofdBoULXTpDhD1v3TP/4+LD6tqKikvKysY2SZdi6YrM1qGV5TmH2y1I/bipC60VPSWFiMPybGBsf0oo986cvFlRAiGVsHT86taGyoqSxKDs9uxfJevGlavLeY+OBxbs8Saq4/Kzwytxzwc1VeSmLlEEmm829jlB+MlcNjM0qbmxrK8vLqxojneyu16YnpxTWtzXW5aZnF3SgObbHhPYsQj5aLa0iIjC4Z25htKbsqQsQnpK7SNBCwm1ta8hNiv/zHaCxXuNRT/SAUvoA5UvqfZnHRlzqefB3Tg8QgKnOuihDmyTF5tBgWl1na1NRUV1ZU0gpECJQMAPFjUp1ONhWk5FW1t7flJMT86ufxBM7ZynBzTEx6U0tLfWVpLLzlUKGkrAzEhifUtLSC3cPDi7Z30MU5dQ3z1MXmnOTU/PrG5pba/Cf3nsHbL4kQh2wwKyEiPqcZrLvCxKDg8JqVEzYTVZ8QFVs6hp5rKUsvQbP4s3VpsKSc+ubW2qK09Pz6jX3+ZEXaLUXII3jHGW02ORGeVVbX1taU/PD+s0dFTC49PyE1q6i6tbE2My4qp35J6/KeKX4b/Kn/+8bHEyEuu1F4sDU/MzkxPjk9u0xkcLRKwfEOgXIit3ive0ITbtOfMXc36Vyr7zsh0GMYFgnnaHV+YWlpZQO7SVxFHojVh3vEiYG+yfGJwb6ujuxnSU2buzQaeo2itEKfZTIbVDT8BnJxYWl5dZPC0hhMJoOGRcGtLi8uLiLR23QV9ACwf33bDKqTbRxDqNPqdLJzBga5tDC/gFzfOpXoVFLhAQ57BN3q/JIMoA93UHHotU0GV8HYwrN4cpsT+LKQuL3PEqmtWvE+CQtqAIcmMXlqvX/dAmIC3ecdUteXFpcWVzFYNJFAVxot4vN9PAo0C2y+dS6UGYwK0sIiehW5srS0vLx+xJWq9aZD0vbhuUhn1OxsLK1jaXKT3Xv7i8duMQmPdzGrywvziyurOK5Mq9Vq2GQ8naM0vZBYNoP6lLBJF+hMFotFfrqGPhCpTU6HibGF2Wdx9Eoufh25sLCEXCdsbWBpB2ytVohbJ4kVBsDO4oMd+hFXrTeKzhiba2BcFjfW1lbRDLZEJTndwyBXFpdWcAQifhVNPxPZNFzsMhKzuafSKJnkzeX5heUlJI56IteZ/GNn12sPZu58E1ffNbIM+ova5kBv7tDt4HBnIqXL7XJatJxD6vLcPDjQ+haNJ1M5bQaut2R5YQlDPpaqtE6r5oRGgEoWVzDkI7FCZTNIadtoMOCgBL3DEsnkWjELv7YClays755I+Ocnm2sEqV7DYtC3GXyn02VWixho9Ilcu7+zOQ68aGJysLezJSskE7EjenGTns2oEbKoKwsLC3PzmzuHUr1VcEglko70DjfUqqN94r5QIWLv4dcXFxaRa9jtbQKOwtJKz+g0BlCJTpeNc7AzCbno+FAfoiMnKLEee8yXSE52UUuLiwsL6/hdIHg0Suk5bWt5YXFxfgG9tSdQW3wvvQVer+Hvo1fXUCgU2HgDv8uWaC1Wi/CIWB4WVDpDl+j8V88BwMiZlTwKHjO/uicWsai0A4HW4nI7BCw6avvQYjdLuceYpXngd8vrBJZA6bt1HnoM0SzDrmFR62BqwY8Y5rnY7HAq+Mfb65BDotDbpG0ymSmSs/fp1H05iMhOC/+YuUk50UpO6bR9jsJg0cuPdskbVI7V/yIR97duK3uPsDSHl5kcSiFrE7myy1GbLWadnIPB7Gr0ZrtZz9nB09kylVbLOyCvLYPltojaIAjVBrlUTNzYFuqBp+plxyTsvkhjsjhM0u21ba7Ef7ONx2HRiw5WsTSJ2i8XoTcxSU83VpbAcl/dIGKQmCOOSCnzHk5nNuu1VMwmW66zWE3qcypQ12Bt+Ha0mfWCQ/Iq6PvyKn6HvInEnPClFq1wG7W8MLe4iiNjsBgmW2jSSzaXFzBkukLBh5aG0rs0mC+WxgkNhwLOtriCxIJ1oVKpocPJtNAVXjUHg90/AQrsjI5eAYt0YWUVcyxSS4QCwsaWSKvlsA7wlDObzWHVyg43MYcSzRGdPDl44TPBCXWYizfPmoDTAgLD7wokMgXvYH0FjNv86gbhyOs0vm08LrteJd7BrIH5W1leW19AHUm0KpX8gIiGmG8Rhacc6cyAhWjry6tYMOsLyxgCXaq3SHlnWBRJZjYLThnIhUXKocTkfdwISDzuARW9c2rzeIwKLh23xdHYrRaD9GwfR+XpjGYpe78pPiRvcFvwYuGAvdwuB2ghfg04+tI6Znsbv7PLkmoV4iMqHvj54sLy7jFPpTcphSckzBoYuqUVzBn0sj6T2MszoGQZlIihd98p2HT0KliFy/jNTRRql8UVs8kgOChNYJ3YlOS1TUCMFhV7Y2EFTz4yOny3/lvNKt72BqC1ReT6NgGD26WfaQ0q+jZmBdDy4vL6FkOmMfroH4iQLUTy04SmgbHppSUklnykNpgtFqOItYsG/LawhNrY5it1CrmMjN7iq00Xb1X2OK1eOmWeC8S8fSJyEfA1aptKwaE2OWKl1SDBryygSXSFRnVA3lwFFS2toIkHcrXWqJdTsICeQAkSQzpUa7VqGXt1dgZ/IPB9xMPjtmsVgq1V4DEgiKxv084MBp1CdI5eBvO1gMKQjnky2RmdvnugNIElaeYe7G/tsW0mrfB0HwnR4NL65i5HpgYZt0bK3QGeBwZ4bWMbs0oX6aVCNmUd8OvyKhpPJm3ucjXcw13CNlNrd8j4LIJ34S8sY4+5MhDyfEMEApdRLT4g48DRAdeRGGcKjVEvO9ujMUHm6kuToRc4gUyNTpyfmwfzS9xni2VKOh5/IlCCheDQ8re39llCpUFySthYBd1axxK2NjfweydG5fkaep+vNLmc9rOdjYXx4ZGx8bE+BFAaeX1b0DuFDnbAcQE9bZIPRHKNUSU+pOCh8ApKKMcyrdl3D4XbabdoREwybn5+fnFxmcBgKzQ6h4a3ubnPll+8I9vtdlnZu7jVlfXj83P8MoYlUIPe6QSHgN8kOgsYZApuDfRxeWntgC02eL/ECHZz2G1cBgGLQUOzvLi8tXsiVWoMMjZlcx0cbQ2Nx+Mxa6QjMzgcfv9cbgRZjOyURthmaE1K0jr+kCt3OSzsvS08YU+lFmOQGwy2zOdHbrtJeUaenpqempwGgQbY2hZNqNIekTC7hxzgbf77XL1wWXWSYxKGzNYCBvO4vnVo6Xgi7Rx6840ROMQ2iacxHBBxJPqp+XJMJINR8j8g6rTqpEdEHFMsVSqEhzso4FDzC4BDzmXQSwO9m3xr0oj3N1eXN6lsgdBLj4uAZza2oNsRbF7BCeC0GRX8IyhtAT/hgbPpDVqVgLUHOBgqAe4oUYPUgkmjnUJhwyHlstbxNJNFd85kbNPYVq2EQd0H8UMrOqbQjsR6q9vj4B3ubZBObG63UcGjY/FstQ3wjOx8H0vhGcw+xvbYDHKQxU0vkc5OGXukXbHe4XRaJedHm6Qjk1bJP94F9LK0jMRit1GLeJHeJOIcgukk0oVG7/MSoAaN5By/srhJOaBTSOskltXttpmUXNrWzrlap9cq+IdrUBxZWMOQT4Rq3814YC+X3awUnoKEB/QPicIuLm5LDQallE+AtgZrCbvLEljsdr1aytwG+R1Y7etkJtugFu3uMBgcuYxzsA3cfnEJvbm1hcYRDrgaHoNAO5UZrSCeiU8Z6MV5wAboTQKZtEXja3VqyfEO1M3zM9DNPZHWohCzqV7PXJhH0k/4aqPlfI9IO+CanS6HScnc29/nAfkG+RRYCAYJC4yqxOAb1d11woFRLwWpztzcAkhUiJCzUjQW4xmTsjoP8qil5TXSuVgN5PYlX3sj/Kn/+8ZHfSbkfQCMle1wYxgGr0JuETGLgxWJsT1bfM0f4Ps7AbwLHEYDazkiqnLz0H8O+w8K4EVW2iIiFl6HIpDQ873lSUnDO2Ldm1+g/i4AlduPMGPJqZUrWwTM0nAVLA6B54Ecxv/7uwMENouaj5sfToJV0GU6y20unQbwQwLkM8e4iZTUihU8Abs0Up0U17XJ/T4+86Fh1YqIa3PpsHwCRw69bPAHCJtOQBnOy2zEAynnLwrgDwEgQk5XWwuKmlZwhM2VodLS2kkS9+LdsgEEEMAfA/yp//vGD06EAHgsGgF5cbC+prq+sXsWdwDdvhrIyv7I4bJZ5YdjExvnUr2/5A8Mj1nF3Z7pra2uqm/sXdpmmV48mvQ+AFxUSFkerq+pqW9AzGCY0Lvfv0flbpdLcYwd6hue32aB2Bxw9h8jgM+IgM801EI+M43e19kurtf+MUJ1Thzp65/YYOhMth+oQzotGv4ucnGTrXlxfSyAPwi890CI8PPDdZVVdQ2dKNKx8d0/Zx1AAAF8UPhT//eNH6IIgU6cWM1GrUaj1RmMZuuVy5YB/HHC+zpCs8XmfZTwjwIuB/AiA/Bk4EUmi++Le+8NwEVtfhfVAxe9cnvvu8Pj8YC2mk0mo8Xmcr+4KSSAHxf8PqN9Pz7zoWG3WoBDGsw27xuKfpDwuKCXowBV/8Ptwo8F0IuiLCajRg0YUw/CRECBBBDAHxt8mf97x0cTIR6LGWRR0CPef1T0AhJRk14Dgr7ltYu/dqvNZDCAMGW2WI1Gy4c5M+O2Wa16vdHl8t9w+T3gttttOp3B8ZGyfLfDbtdprxwOyAy7xaBWKRUqtUZvcr6HTvngsZje4jwej9tsNFksVpBNfBgHczuhb1pbvsNMuV0um0kP2ub//NVHg8cNfQ/LYjVZfM8RvR0e6NOxVr3RejUtAwrSaQRrxDu83wHQ6wWtYInZfE+y/tECeJHTZrZYLCC1frMoBeVum81mtdh+HGc/HKArJuPFSwpfAOqm2WwxmcxAA/vLvv3WCv5tgp6O+HH0/QJgdRt0erv94rmP9wCw8C1Gg9V27dfn3gHQI4UOK9ClVv/d7W8B2Nxq1EPvYbr2kxPvFUDIAf8BjHHxzMCPAR4w4HZAeBdvsnpXACJx2cHqsVlfPG7xOuxWMEt6O6Da7ztJr4V+QGM2G2j/R1PX0Hlhkx6EfqVKozNcf1ygM8FGRjMYVP+YQE8T2SHnuSj5+HA5nWaD3mbzvg3uw8MNfd3fANbm66QAfgEOAcbiXa+Ag/VuMoD1Dn2154Oud3/q/77x0USI6wQ/19OP097uhcQfCx6t+GS6o6amfmhfqPOX+eFRnNN7msZOlTLCyuLIxuEHSO4933pspzvo9nGM2fryUePvCoeUS+vsnlZo/G/UuSWcTqfdBn1v7h3d1yHj0bsQU3L1xeE8VoNyf2O8tCA/v7C8c3HnxQcHvidAu5ws3HT/8Jbujc7jAUnu3mLvHIpuut0jVu8Mt03OYaLWdy2Wd54ph9Vyjp8ZnN+UGn3f9fvQAEMAUgMnlCYrT6ZHVwgcza0ktAf69N/exsIUlnVVkwPBqVrr7Vwjn/leK3RLeK9+2ZxOl81ilNJXehfIAv339/MPAEh82KGFYHfoRPTF6aU9gRYoLlByzbABaefS729s4A5lH/eWEf+0vvVaIsingd3yWUMALZ852NrHkJptV541AgHNQJoZRawxL2VJbt7O8kD/itjsghK0j3S+430B8kco2/C/R+EyPAaNbLq7n86Vv8cHEexWC2NtamVz32B/Z3qFAHZyu+x2px1IGQ6hqXX1+MW73W6Gw2Zh4WZnNqha69tViMvlslmh66vv1EDQMOiUk8Nlt+iltKXu0S3Rizcs/RjgtJqFlPauhVPJd7x52GU3qY432nvw5y/eLfEaPAo2Y7B95EgJfXX++8EhYe919syotD738HzrMB5srw2v0MyWj3OfodukEZMXeksK8gqKqvsXyBrzNdey7Cb5MbKve2JP8iIKuO0GBRPZNUoS/+Gcx2rUbc0Mb+xxTO9ym7P3vABwf7AM3m1hO61G3tbsyNqu4sXzft4gaXO6XGadgjI1sLgnMNje7BBeToDuJ7lEYjariTzfN4fe1ds+bETyp/7vGx9HhICBcWwNVCSk9End3/4xBS7nMXEhOiINQztS+V/CcAEPm4SMf5pF4p6NNNZltqO/Q/b5NoA0wbQ90x2W06013Cq63ASP9XRvJSK6kCNSvIsfuo6wU3GR9Wemd3wM0GM9o69GRBWcCy8O5zinouIeBLeMz6PxxL0Tse/9id8boHo7rrc4OWNQ9kbn8dhthoXqxMrWlQ+icj0ep0m2g5zonD/Qv/vt44DmyANFaVUDLKX/kxofFm6HR3vWUVXftMTQneNLcppGdkS3OyXmAVHhhLqJ3uWCVM1fBsHtdOgpyzPkA4H/hcu3g82g3h+ryu9GnookpysNSTXTF2/I/aMCCCdy5kJTRcPmuUYtPd3C4Jk8BX6oqqF7QWLyvtH4EjxOq02619kyhWNrPuodUy67W3VQlV/VjWPfEGpAcORguouL2o7UTu/XA98OMX09LQSGOtNdDcOub93KibKc2NY1/7eJIHhkx9tLS5sKs6QHnlg6Tnr/a+0Dwq7XMPOi4SDheG1c3ArRWXE0DLl3bn1/U2o26JGtBY2DKMV3u47utNgEm1Eh+QvEQ+Xu+NPQts0Tpf+nG+F02Pl0HGYHerLibSLELT7dy4vNIQsV9ndpocMoPZovTylbO5Uo1Wdb8yiawv8i1B8F7Abt4VxYdDXh2P9xjHeF06wW4rvCE4dJLz6j+Ro8OsnZ8jSSo/2+F8pALGZRliJii3kSJTSHHrfHqkKPdaQ2LGt0b5JA7xGeb12mfexEVHQ2Ck9Czw3BgxIXjuSG16SVRX2+2ZwUl7/MkvmjgMus4K43R2VNHoteOQX88aBXSoeKU7uWdjXvcpnfrDxfL0/OnjuUGt8tb7LpVfSh0uyOxXO1n2l0Mn5PQfrg5qmIz54tTK5dYspNb86RHSbT2Wp0TNXm0UvPNOk1ExWJFYgFmRl6TfmHgz/1f9/4aCLEjunOffIotXtspKura3QOfSzUGrQq0QllbLCvpwsxPoc54qvMJr2UezA71N+L6B6eWNk9FVktuiMCbnpyYWlsqK9ncGqVorHYL97FYtLKT4jIQejbvN0TSLLEYFNKeRTUVC+ip6sDMY0kCPU2Dh0zNDAxNjo4R2aJRHz84kR/d3dP/9jKNlMpOxoqz/jtJ3cbu5cJFPLEHFZrtdrMah55aYbIIa7NRN2Hb7NP+msqYitHVgYHqUcCK/RCXsHWOhZ/ovKlIC67RXVKmFqYnxsbWcDu8/nsPfQcOER3Zz+KwFSaHXq1ZB+/3IfoRnR2TK1snUv0OqUYlPR2dfX1dlcXZ38Db1PpoC/jvIQHpNt6+iZ2mcQGktcoO98cHaeLNQz8yuDMEnJuoq+7Z2qZIDY6DFolew8zgED0ILpbO2q/Cs4+PucqhKzF0cFeBGJwDMQvnlEn391cHRob6+0fw1L3dzdm+np6uroGZ9cpchlnsDbr979+0jaJPjw/p23MgpYjOntnVklivVWjlp1T1oZ7QEnX2DzmVApmTM6h+Q6HaOus+yoo65jn/yArWB/7mPFnd+MJx6diuUwuOhrv7MPt8x0u/1lAh916hF+cm1+YHAFV9i2vY9HzY6AdY4tgTFRmtYCCWezq7Orp6p5aJXNlKptORNmYByX9w6M16VHhcV1Sl1PKP9qYAbv3IHqndw4FFpfvVZIeu1U3UxKSkFTUPdDf1YWYWyefi8Sb06PbNLbZ6XQYpBQcDsOU+HSRw2bhUdDIxZWF0aF+RN/c2uY2amagu6t3fI3Jk7udFuExdW6wp7e7u28CxeTKnW63Vkif7Wha2ufj58bWKad2t8ui4RJxaApHwWdRVyYGuxE93b3TjHPJxRfEL2DVawjdOcllPYdys0+EeNxOt1VzQFzv6+gCRxmY2jjgim2K47Hx5fnFmfGBvp7h5c3Njcnh/s72fuzumenFGzM9QCYYVSwKug/4MFhHs+gDrlQtYGJx2yy50emycxiEgWnMweZgTHDIs4T81bXZ5NjsvJZeMGVdvdPbR0Knx6WRcYgrE2CJITr6kHiG3GTj7K0PD02MjgzM4HcJaNTE+qGYd0JCToO5AM6AoR7LdMrV0f4NIl3JIfUMLsxMjQ8PDPSPr4GJAwuGy8DPDPd1I7onp2bGp3Asucmbc7l0YiYi9u6jiIy6LuTufNXz1KpWMEjdiP7ZzTOxyu0w85nE6YEeMJt9kxssofLFyXu3w2EgLk5u73PtLqdRdryJ22IK1TLeIWZuHNEFej68c8TXGEzic/rq1Ag4bv/gFIMtUajVW0tTc7PjwyOTdBF0fxFU2bcevVJAXZ/tR0BLcoN0qDDZ2BTk5OT87PRkf0/3LGr7TMhdKE0IfxKSXrNwyNpZXUFit7HZoQ+CnsdUNbaPIA/leovNambgkFu7J3qDgYObaB9dPRbKwURMDPUhEL2D4yi+TKXVKHbXZwdBDxF9Y/M4iVon5h9Njw0uj/ZPTi4Rl2YnkejZseGhgaHxFRJPqrSaoRU93N0FRmB4bpMjVZnMKuxM/9TYyGD/7KlEfkjZ7Ic8BDEwsUo9Pj9c7w55GBSRVUflyjmHFL+Ljq/uc+T+oYO+qstry45+/DC8coYoFHJ20QuABxBdiCXcnkht8csJj9vtMAmOqSNgLHv6u+rKg754vnSsFArYhKUxUCeiZ2wDpLBWaX9mwr2E0vGhXkRn9wyKJNBajgmokf7ZXeJ8zNdfPkkoJx3JfffhuF1O/q53VKcmABfNLG9gkTM9XZ0j06i9Mw5uamR779y/EjdfrkTohLpNy6Li/AthAsXgSJ023ekefqgTKhla2DoVygAV7GzMARbqRfQvE0+EEpmERZ4FI9/Z1Tc8vcdRqFVyIRU5uXUOJtdh128vThFox0o20eerQwMDAxPrrPPD7dH6r375aW7lGE/3yjNgbhn/KCfoYXVrGwL4Sc8ghsZWaQ1Os2IPs+RtW8/g7OaJQGrV8jcXJxBQydDaLleuUhvlZ4DHursQfQOT+H0BdDOKQba1NNnbhWhvHyyDRZR2QMmBn6YsJt7+9uxwP3Dj/sFpJk8mk8sw85OodeAj/f29g7gDwcWntW1a0dZ49ae/fZBa3kpCdv3ui/TKFkR/d0/3EPJYoLDZLYLjnYWxATBb/SPLxzz5BfPYzaZT3Pza5h5fJgLUtLo4Pdjf39c7uncuVmk0LBJqdAA4Rd/w1IZAIsRMNH/5j58WNw1hdshTY0PLo33Tc6uMbeQo7gwwA7QSlya3GOcWm5G1g54Egae7Z2AKTURPN2Y8++xB1uDiJn8f3TNBPueLFezdKe+k9A/Pk0+kKjlvf218bG5pdGhgcGhseftYo1ZKz/dG+3u7OztHJlf3uaqLF6GCRa8Unq5Av4H1NLq0uW8w6gSntEnAGCCQTa4yuPIXZ7VAL10gddiYAssXuNjAIo6htdkVwtPNuWEoto/MoJbnV4h80ene6uDI2MjIyOzOuUjE2Fwa7O3p7h6cQZJUBrNerwahcwyUAOKfx/A1JrVacUZeHQBd7ERM95TfCyrePJB4jwiO6bQYVYAShwDddPcOz+KEMoVKyJzsGVuaGBvoGwBTwFNodDo1E78IMhpER1tfTcq9EMQWG8qUAGwmLY+OA4fr6uwemlrjq4081v4oYuJUqRXxWKtjIOfpHRqbXJnsWz0S0Qnrg9OLqPmJ/p7esblNkMbotCr+Ph5sBTxtYmkTzI1WLT/fRftCf0tbzVchuedC7+d6QKywKJZ7qh5G5/e2tXZ39U3MY7m8gw3kxs6ZwuZwasTny2Nzx3LoJcDewXSw97CD0wvgcL3dfaNL+K31xQFEZ//wAkOg0+s0Ci5jemQAJGnDE0jaueK1t5YBEWI53FruHN1QKJSc/e3qsLD2TWiF+X9/AbPyBFMfF5G1cPFtRJdJdrpc9fWzgsbmTjDPQ7N4sUpnMmoZuMURMIZdkGOzzg+Iq4tre0Kj1WFUy3Bz02S2XKWS0bELYPoBQ8ytUdTGl3c6m1VC8uw0ias122w2HWdhdPmQdXKKnRxZWJ0cHRocGJzZoMtVGqNGtDY1AhZpW0tvRsizhqktoUJ1SABRDrBO//j8pkSjkwqOZ8YGl0b7p2bXz1j0hdEBkI30DkzucmUMzEzpo9/fg9VMrtFk/P3F8UGInfonN5kClUZrVPHWZ8d6QDLTPbRCOFLq9Gajhro2C5yns6WtMSMstnbyRGmBWuyys8mLEZ9/EptXN7iyOZEVlVoH5cO9Xb3zWyypWmc3SkmrM70QGfaOLBKPD3dXugt/97snhYgFqcF3u6XHqFMNF0aVdMxenDKDLq5ohDve9AlKqFAUjlimOMZPL6NWZkaH+kBVuC3Mymhfd2fPDOVEDBahf/huhD/1f9/4iCIEkfnV774obBkYGe4uz0jJa107YWy0pMfCi+tBNlSelZnbsiLmMoeqs+MzK4EDVuVnRpUMypW8uZbST34bO4HCr092xzyErZ1pvG+EBObiEGciH8fUdY+O9rcVRIT1k/g0VG/089SG7sHu5rLk4GDENn9jsOzrTz+HFdaOrQEXa4oKT23vRLTWlT8Ly8XQKROtxb/9LGh0BT8/2RsUW8bT6gwq9nZHSlQLbnlu/EKERBQNtKWE1fejJFq9hL5YWNS6ciT1fVHVbtKcrTaFPXwYntc4tb69gigKC4XXtyM6m0ozElJm9iT83dmShJTKlp7ezoas+KSGadrx5nBBfHJt5+DEcEds6ONfJbUpXxUhzm+topGqcngb2mq1yw/Wqx49Hd7jjNZkfvHJ08EVPG65vyAycpgqPachyyMiChp6x8d6chND/u5xFo1OnmnKiUopAWReV5obkdPO5zL7qpL/4YuoSsTwUG9LQkRsHXDy5rqYoDQk7XCyrfA3vwzpX8MvDjc9fwZr7gfz05D1/EndEpOKHkt4HFbeOjA62FWRFpPXjqYT5ivCw/MbesbHevNgIX/3KOvwQoR47GwaBnbvaWX32ApyaXmy9euf/y6tYUphtPvUmsWkm6uOfRqVNobCz3eXRtx7nFzeMdrXlBKXUb9I55GnsrIKmhG9/S0V0aFJ1bOUU3QvLDm3oXd4fLAt+HdfBEe2ic3igfzYqNSSDkR3U1EqHN50AGIxtOy8IqT4yf0Hz+t6Rkb6WzJhmbXjuMH86NKmab7GKD/G1JQ3TuzwfDHPotdsd+WFP0tum8eujzaGP3n4LK1udASRER6R1LlulNLK4xLgBfUgaS1NjU4smZRaHOztidaK0TOdvCstpKALZXI51NzN1oriLuz+WGkkLL2kvae/viCjsnVeaX31rOc1IsRlMwlIeUk5pc2I4d4WeMjz+MZ59fHis8fPwov7iPil/OC79x/GdwyOthclwNKbWBr/faIel9Mg3mnMzyiq7+jvas6GJWd1rZ0TxysqGpYOZYClsaNN30TXUHAjiSHPIwtaCbj52LCg34WXjIyP1GQlBsMH5DY9bqA8NCyjc2hsqKMyPTZxYIu93p33zedfw0vqxlc2BpqqUhvWqdM1KTFp1a09iOayvMIaIvu0NuF5ff/c2WbHr78IKu6cJRHWC+Niu2YJCvV5Ezw8t7x5bGy4ITP8waPixUOFd2mAaMcaTH16L6pwaGZjb67q8b0gWCViaqwz+Vlo2cS2UUjKCorILGns7u4ogoXmNC2rgLaDeumymCXNSSEN43iT3SI7WKyqqJvYYWP7S+HwgpbO3uaynPyGoRMht7cwMT2vEvh5dVZCat3Y7iGrNvH+veD45qFJKghCUHLs/tZjIY+WRYSnNYAl2ViSkZwxtydc70h/9DSiax67jZ6qyMnrRJIXW3MjHoaVI5B00lRFaVnfCqYy8dnT57FlGWH3IlooZ1KdWtiUnjiIpMhUGlRH89w6lSdgliVGVjYjRkeG8xNTuhYIB+T5hOCoZsTAcF8nPCyqZZVGxM2G/PYXUell/X3dA+kRX97NQMyhCdjF0qTIuuE17u5M+OOYiube8ZHerOjIhmE0T3Za8uyTJ88TunqH9xikssy8goauob62rJjIB4Vj+9iB8AfPEit7aQxCUWxCcn4dcNGytNjYgnGZzQ2RIpBvetFUbfK9B9Eti8Ttyaqk2LSW3pHR3qbM5Oxu1JHJe3uGx+WwyFld5flJRS1jY6NlSeGf//LBAuN8rqP8aUx2W1d3a2VB6N0kHPu8Mznqk58/bOodHu1pyImPalg8QPVWRoUUblJWk7/+9FlWO+1cafY+qOB0WAm9mY+eRYJRXZ9uSXhwLya3YXQIUZCaltWxPJAX5V+JLLASGy5Wosdlt0jpVVl5RU0I0M3M6IjgylnZKS4blpHf2Ds93lsMS8ztWz9YbY9KKmztHx5H1MZG5A8sbjRnJGRUdg4ND7QWJz9L6Nmm03Z6M0Pq0McKvdkkqoeFNg3Nn2LbfvVlcCliDvhqfmxc6/ACea333q8+rUQscZWmq1exgAg5yHn8q+DEvN7R0Z66vJCwihU6R3eCig3NqGrtHuppjL3/sKAPeYbr+uZZRnVLZ39TSXR0zdrOLqox/Tm8rKWjs7MmNyKiCkc75uEQz4LSQIeGEY3Pf/PLvNY5vwjxOHSKs3p4dH5V29jIUF1mHKxmirC3Vxr1TVhOE3ITv9iRH5YxSBX5bwEya8T0hcZPfnGnuG1kB9n5i19/FZXTOD4+lB0ZUjOwIVce1SU8Ty+qARqzNCWhrGVeYgQaE+oU4LetzoKq9qm9Exr8m9+llXbgCVsDpclZ7Qu0w72q5PCS+lZEV1daNHxwfQe/2PfNr76qH1ucmekP/u0/RmdUDI8OL7VlPKlcg8S3RdKSFFI3jFKKiDlPw0rrERMTw4UpsKKqpo7cx58+KJxdxzFXGoOShrCba51xT5NKWgaHBzsrMmOzOnco6LGcZ/fjqufRm6uT7aGJlYxD6lxzRmhyKWhzQ0lB5QBeZ/JdP4GuNROm2mFJBYMDfY1leffvZO2wTwZqS2Lgpf09XTX52XAEFmgi38bfeszE0bqghMKegYHW8uwn30RunImWOwqDo7O7h8eHWvIj7jxOayZQVgfSv/wiCFbUP7qGWhmBRcQ0tHV1NtclPIkb2uEyd9YyomLLmjsRbY35UcH5k3vUreXUsJjy9sGxgY6SuCefPy3CXYgQl017vpYWGt/Uhujtbo94EDm0SjihTH79s3s13bMELKogKqYHtXvE3MyMiqzr7B/pb8sN++aLJ+0XIkTDozemxGfUdHZ1thXHRVchWbubK3EPU7Cnp9NtVRHxhYMj412V6Y++/G32wu5wU+EXv7rfPY/BIYcLg58iCPxD0nzWs9C86jZER3NpelzxIJlJmi+PiCxshEJ/TsLz//409/SSCFnsKvzbXz6t6xocRjTDnwaVDU5X5hWUDJP0Bv3+xnhEZPmB0mD1hk7gaJj+ii9/dQ9Q08po87PffhKdWdvb11kDD83pJBweEPoyI+Lzarq6OuqLMuFlkwLF1VwFwO2wWs1qnUHBP0ZPdcc8SUAey7Q2n2J8iWtFCGux/GefPC2o6xoZ6okMTpwnHUuEe6WwmPq2rp7OtvjHT8t6JsaaC2DVSLFSJzzeyQiFoQ7Pd9Dj8ZHxYOo6GmviHseP7Yr1Lw6nOtvpiA5vw/NVBr1egEt4DJ9ZWkZVht0JyRtaQm+vD8ZEZa0Rd49X6oPCszv7RvpaKh784pdVoxuMvfW0iPCqxrautubkoBjEBoOyvRj6219EppYODQ+NV2c9gVe3dnS2FCVHF8+gsUvVj373dVrn3NLyUH58ZG5939BQb30ecJ81EoXYn/s8tqirf2i4uzYyInWFzJSwkLCn0Q1tfSO9rbD7v3xSMeYTIUDbcmno+G8+i6/sX1jHjmeF3nmYUts9NNZW/PBR/vLuuYI+E/w4ra4dZLT1EfefVfbO4MfLf/vrxw0TWIn/nZvXiBCX3SyiTGVkFrZACVVZ1HNY3SyRtVgb+iSqsHthe6Uv4u79BxH5g6NDJfEhKaXTKteP/4vpoH92THdBRET9uclhseqY+MnnEcXzrVlhDyPLGjs6OtpK89M/Cy0krYHcMCyrvKm9vaMyL+vLz5LJvNOpjvrIglGN1iA73moOC0UQRGqLL70wrPXWPMkfUZnMFpNGxMQTmPwTOgm5hNrcxM4NgUz8afHswXJ3eUxUOV1hUYoYAyWxT2ElTS3tzVVlEV/cb0YfYlYngyLzz5RS8vrYm0VIVVzZBGGovKiml8gSYrrLarrmgdL3nXjyiRBYPgJ3LnWauc0xIcFxeUAWdzRV5STGZHdus2gE3BoKjUUvTfUWwpLTmlETpQnFVVNis81qUa701d9LaQML+IoPvEGEjNTlP4IhpFabSrQ3Ux5fOLM/31keF9fqG1U6dvSbp5n4pa6S0CB4SWNbe0d1cf5Xv49FMyh9jVVprWilRneEn457Glrd0T+/it7apgjU+p2lgaD7eYeio+6qyswurMFotukl52sNofDmivTkZ/mjaosVpPhc2kJEeF5XCUh5ms+MdnA4xubYnadZLL8I8Z4Owc/GPXyUkppZkJ+bnx7zj//n34fktrAUFt+nZy1G/Vw1HOQiPJWWSx4vKqxb3BeaNOyB0pKU1nUxaweLweIxayuTnbDgyPj6ualSeOP4plhncTp0c5Xw6JhGzvlG8N3IpPwaRGdnc2UWLCZhiCLRWyEZb7fqZ0oiCyrGxRZoVFf7m0MyOsnTdaVlzRtMIWGsvqZp+Fj5oiWQCMkvqB87lai0J+is5HIE9tRmU882ZAdndBxgO4MiUvNrmsEk1mTFRYVkbPEVsy2FzfMks0PZm3FFhHSi6f154QlJ+T3jS9itbcYxz/zaLRCvixC3y2GSn21uYLA4zMbyeFZk0NPsHunxYnh46fD2ucOuHMqJgldNq6xWztZAZVopnmd68S0zl0lxSsRuYDBo5NxIMTwprHjkZHvksgh5kNgoFlCrC0pLx4lqFjontbR57QQs0r25jrAnBQf8/eLE7OrpXeihEa0AP1YfVzo705CVCKtjKi0GFW+hqw7esLY1Up4cnVTeOYrC4Cm0fZ6cW58IiRD2FuJ+aCPuUKLXqMdK0uq7Zs4OlkFWimPwrSatiDKendb4/2fvP6Aby9L8TnCrWq3u3pZaZlozmjMz2pk9s3POjM5Is+pZSS2pu1Xd1VVdJitNRGYEvYf39N5777333oMWIGhAECRBErQgARAkQQPvvWHsfQAYLiMzGVHMyOqI9ztfIIj73rv3vmu/P565dyLkmUktXW9MiqoY5grPjsYLsUkty0KpzaboziCSs5p3pkoeB8dkFFc21NUVxqLJlLxticUCudJvECF9a/yZhtSIiKTytiE6Y2WTu3d6Qsd/+lVqRkFDbXVlVmRQWHbr3GYhEVM/zlZA9eyqhFvbrVlUiggII6c21NfXlefHk4gpjSvjZTGxiXXHKpNOJuitLElpWNyjteSl5FB3L0E7L8wr6mKejFcmZpe2bu8tEgKJI4wNqYBOQactcU/VanFlfi5zZ0/MHcViC7ePr81GvXh/bWl1Zbo1l5Q7dSbRGNXX+yP56My+ntGBsMDwzbMrxdXxXBaR1LImVBhMBv1qe1Z8dHp7Nhlds3wi05l0mt3RirzC+hXeYSoyuHF0VWcx6xVnLAZjYYlBow6mh2M+JddLxWvJUelFA8xTRiMCHZVa6GqiiSRUYMyK2GR03UzlsNsOJ8rjYvPY56IKfEBuG91gs1pNClpXLT69U62BboSwW0xXmwP5+eWzRzK9yXK8PIj+Kmh0eSmJEomMya2rrasqTo/x/U32+EpxODkovV9rtpg115yxSkRCV395OgFbeKQ+L0GHJTTTQXt2t3a7zbLanBSbVHckN1yfLJRnpjct8tXKy6nmClxKx8ZQaXZ25by7J5Z3Hd2NCUBUGxWiVQaDAZ3mQBoZ9QmunDVcGF3Wv3OlsdnM53vsiZGZ1pSIinHOtdZksyi3GTOdXc0ITDLvEjQXg0G6Fe+FqumdYH9NhAiWGryRFcuH1xqVoisjuryNyr/cJPmiJlaPvna1EogQXlJQaP/SrtZstOlOinHEjHaG5vJgbmZhgUGbGe+i+H1FKejYp9UAL6GgpmN+eWVlbXdjcSrGPzChoLKmtramuiDgiX9ZW/dULi66iyNSGNQKWU8mKb9p0iNCbLqbvTE0Kmfz6NJq0upO5qIpheX9tCwUqn1hT65RqXaHEYjS8R2P43tr1RsFc35Po3tpHMl655e+2ROcc4NOQy2Lz8pv4TI7P/s1Ijm7tL6mujARBxxH1pnGffXvhQg52Y0MQo6s7Gk0ct5UWURexySLmYEOSCuo6hufW1pZO7mUn3BXKX7EJYGIw5oMC4zcFt+o5aKNtsSgwhcipLB56HixNojYwRbIwPB6sbe2usJgdiYhE8Z3T/jCuYrg8PaO2pJA74wdud5gNV9f7MaiiIOT/b05hMROzqVSc3rERIdSltYXBspiA7Hp7QPUpbX1neMrz22foBHZjKe7a9Oz9CX6dFtZ7lc/R8/tchuL0kOJKR0DkwtLrI3DC4vnpSC3z5wm/jZrYnphmTHfU5WJ/s3jnsXlNHJy4dCWxWrT3uyNl8a6RUgONmJwR6qUi+dacr/0iywvr6otL0gJexxcPtlRX+znhaquqKqvKi2OD3uKqS4vKwqKqbpWacw62cVKs1dYznMRcuuw6C73ZqgzC/T50f4uLJAXA7T9zdGggGTOoVh9cz6aQcnvmJoba8NE1AjFMqP66mA0LxDT8lyEyAScEgoqMq+ma3iaucLcO5PvrUzhvSjTa/Si7NLamSOt3iTnr7bgvFMntzurcp9iq8R6o/KKS81FJvSwOkoTHnnjy4HWrakoTosMIJW35cWTyDVCMESaNVv0rq+Ck4UviZDpjrKwtO4budqgOON0JQcndpQU5SPi6iQS4XhTVXTphEbv+iXeJULoHSVPUWXneoOYO5vr7de0KpbcnO+OFSMTB8fbSkO+CEovBR5ZTVFe6mcBMRzBFdTIXgVUoN1uOphvyUqICAsmdLOECpOrZl/ijSKEP13iS2rgCCTya3FZOLlteuNKckqjTi0x6OP9nYn+j1OaJ+eo3SGYnGORiLs0iCLm8QX74/VZT4NiKiuqa8ryk0IfI+tWRCqPF/pGEUIrwZGqlvhSlVx2nIDFtfd3DCSHZYweXKqNsktRRQSivGt8trvwsy8JRSWVtRUlaegnocXDE3NjiADyulCslAjp5fH+lJza9qGl5ZU17umZYGciEUHp2aRNDRMC4pkXCr3FrFaKisiYvPzC9BBUx/olCFLJJa2pkZXNvSt92diUMZ5YpZNfMSqiwsuHPVdCnt0qxPzycEz93J5QwBtIxCR1rp7JVSYpJ/4ppmFiQynamZqiL9DnJofb0V5PspvHJQejfgGpM1sXLlcCiuENIsRmkZ9uMeiMJeBQ9dcRA1Cx9VO8iSJCcuuK4Nqu3s8MI+T0rFmtZlZ7TlRM/anReZ83cnhc/4fmfYqQdCyhTmy/tdkNx5uTYYiUvgIKKjS6aXhqcmpycGi4sYu6O1edjCUXtg6PTU4N9Q92tgwJJaKRhnJS7pBOB9rwahUyrOGFCFGPlWcF5A0ZwMADxnS1VCyTLg01RlKSWroH+torsylh6cNAhOQR8WU8nUN5zWlNI2AzGgeGJ8aGhnpb25jHYiZtOBiTdqqUbND63CJEKxesVIdjKl8RIZSi0avdufzU/MqxxdL4yF7atv7uFQZuERKR18m+kN8aBQVoDCGpbGZmhjo2OALOg8ljT7fnxiXVtPeCJHPj4qLLp1rjQ7NLx2V2p92hZfTV+kZ9uwix3OzN5fn4d3FOu0vT/eM7VHa75npnJI+YOrjTW5pEoDRd2G5tDsMhe8w3KH55uDwdgcluGhqdoA4PDLU19h3wdzuBp9W0qtYaVNJLzuL0cGdjfkoMBRfVt3lGH2oN8Uk7utyvyMnP7l4DisNhBJqsNZiQGY/EhBaPG4FH6TCITxaQQeHFsVg8qdGVnPFoY8I/OOHYLUJubx1G6VRzPiKh/oh/JpNeXh7Nhf7887w+punurTuQCCmILaydvNLqLzYHsvIqZ45uLLqzjpxsUvHExmhDQVZebWvX+HBLJIJAKh7uSCFVj65JoOe3LHO1yXh8ueCI6u8XmV7RPjM9PTbQNTI+tSFSG12rO7tECCardEwOMmtXL/XVhcTVX+wvVefkFfbM1aVQmkZWNXfvnjdp1cyG9PyaEZFMoxMykqJL2ldFDod2rDwpOLZme6YsjJJZ3jY4OzMz2N01OjLG429mUypn9y5sNnmrW4TYbXIBoyonvWnpZG97Y2G8v7kalA0yp2bgWGp0O1jP+boIsZl0V5vjhdm5QA2OTgylEMJCkiARgkKXDG1eOJ2qrlRcbMWEzm4/X+0oiM1eFHlEiMNmvdieqclOL6lrHxrqzkmIRWZ0nazciRCrbqGr/Cmx/OZyqzgjN6efrT5eSI0taWWe2ez2nfF6hH/qrmAjkpBSN30A8uHQ33Am6hBJnQMlCRGRNXy93ag+n2gsia6g8/Z2NxnUrta6nFhCVFrJyNpmHi7QJUKafFH1qycyg1bdlx1d2jB0vDkYEJbLOriCVtLlDqckVD4XIWaNbLM5JbZ6bE90wRsvJOT2b16qbm81PZlEUmbDxnCuNzG3umNoempqoLNjcmbxHLidUNG9IkKuuWP5uUWDm+eCwx3W/FhLfUV6JC42t252oT/o1/5lNW3TVNDQewaG6TT2XhGR2D67rXn+bAMQIcaTrKAwSkrFzMw0dWxgZHicyuTNVCUkpLSK9Daj8rSvqjSpnrFPby1Iy5s6uD7bGS/KK+5e5U9WJedV9h6Kr1rTIgurWufb0iJKZ/mXVyohPTu9hyc6E691BuPL909lwKfX3pzfnHGHq5IjShYvFQarTnY6X4GiNDWNDCAQcQfXUrVEMJ9NiunfOVcBSW/e6CmIC4+riUYRurfPlCarycCba8jJKaMfHqRiEO0zm0aLUbJPry7MzatuGRobyoomPA6vl1+tp8ZkFg+tCuaqMOEZZa2DYJyBmujYNF9pdT9WDlr/EbUiMb5gQyzI9vYqGlyFVhK3a5jDTYHRdUrXo6t2i1HM6sjJqVgUqMw2x/kGleQVMsKgxUXEAz0+MUGdGOobGehe2N2tiolAFE8C589ukB3ON4fFtveWpRNxRTyNuBSLTGxhPJ+5XCIkJTGt7VRrkYKukZfdzjrTaW9mWioJ6V3i/eWa3LyCr/VEu9ko2ZsHoi6/Bgz6Q5mRuM9xpYyO9OiqkSOp4fbWKZNKj7fWamLwYJKWAZnlMN9cX9CHGkOw6RcSucNpseiO8/z885oH70SIxqAXlxBDy9vHBMsNvujGNb5cr1F1Z0RXtE/xr7bIfhjqGu+ufTzHJUJC0OPrPKPDemu7aKAQYqvGRMvdyck5ZY0do+P9scFe0SWDEomAvTjX0VCVkxyNJmXWNzaQ/EKLOwZHJqmTE2MtnYMLtPHhuLD4EeDfmEG6o8WxRc3UOxGivVrvCsaW7AokTpvRJmYmhGdktsxkoXB9TJ7aoNUejAIRMrZ99+u7zWA+pQV4x/bRt2QbXU8Dymmgjxv10+XxWXnNHHrTb76MKm3sAe1/tLd9ZHblRGa0u9rAKyIEgaWuHxkMStck1bFweLa7ukDtb6/ISwtHomtnttfXliP8ySun59vsqTBkwrFUrlddbLa7RYjGZLyqIAcXNPZzJwuCIga3z9V2q1V2Kb4R7a71pKCSJvf4AtDUgyPaGoqz/P2KTwxWi9MuvRIkofAdQ929eaTUwf0brf7smIUOIS9v75zzuRND/XXleTHhUQnlQzI1NPHdOh1W7RVjoD4quaijZ7CprNDvE9w8T8Tj7U0N9jRUFEaRwiMLBm4MZtflPrvTJKF115Cjczv7hjqqc8iPn3bTFiIIKVXUfYfzFjgKs3WJbhGST4iZ5Gk0ysuZpmxvTHZv/wh1dHi4p3V0idPbUOwfGDk0MDw1MTo+3DswzmguLwhKqFdq9Q6zWrEz4B+W+1yE2I3Ky+3hODD5NHb2dPeSvQIbhun7m2OI0Ixd/rVeJh7PpOS3U6l9dYjoxvNrlVUvE9EqgnFtdyLkVq9W8LdWZoe7KwvSo0n4jA4WnTqMf0qeWp3JzShuXhCAIV59vtlL8k0DIqQ6zyuiUWa2aCT703nIuC5mQ3a0V1jCAHVqijo2OjLcOcboyY8iRbaIXVP/PmvEL/QVETLTWUnIG5ar9BbN1dF4Tkhc/8BwLyEgYmxhsriwvJd1anx+WQmIkM5Sr/B6qdlyvTdf4BvUxZHJ5ZcHE6WI+IHB2txgL3zdIHWcSh0ZGanvmDiXqqBUXgAJSNnl+cHpjUqpkIj2F5qSkEnjB1KDZ/sdbxQhgpnS4Mju/XOVSnpdHk5unVg+PlxJjYgrr2nt7mjLCPPK6GRsctaSkOThhYX+uvzUerrkkj9am+VPyBsYHJ0cHRrubR9n8aV6z7OaL0SIVqM5WyD4Rg1NUukl+PAmtkipUyr5CRhsW29TKzEgZ1Yg1VnUksvGBEJl9xi1LfeLwJT27iHq+Mhwd8vo4jZjkYoIi9kTSwwGrYS/szQ32lRZlBpFJid3LDKXqCmoiP6tmbEeTEAqV6E1Oew6raQ6Fp8al0QMxI8eKDRmh06l7MuNLaxunmuOx2XOQovTu36Yi6kcuRMhz5SXwspIbBPtQHR6MpCIzx/dudbobMqd+Kfo6j46f74lOj6nsqVraKSH5OeV3zohOxr3D0qf3Ra7jga8QYSY9dodanNeVn5da9fEcHN4KD6ujgpECCm3d+NC9kx/lIOklAxxnE47uzMXiBDhRyNCUoICU5Z4pwLh4cJQQ0xaO2u0LjU8ZWh5Z//gYHV+rLxp4nR/tio1qWFidXf/YJ1BLSvvFikuxhsryLnDXxMh0DVZZn9lQFTV9jH/5JAzWZHYMLUCRGZ4Yc/G1g6b3ltAfiFCjvUOrfJsuiknrnhwY3tvl8NqrayhndysM0ZcIkS2sziAQCetHhwecGjNscGI8oWXRUhEGVWvEI2VZ/gRwom4jDXeix8D7kRI17pYdeuQD2VHU/K7uIdHB7vr1O6GYeZefzaaktGwuLG1vTZTlhQfWzFPb8lKz6hfOxKeCvc7ytIfR1XLpFfiM9HxhcJz2+ut45lVMlCURcjr45/w2WP1uMdenUCElKX7J3S+JEJ2F0caovHZtD2B4JQ3O1D1WVACe2WkMSW6bGiZu3fAYc5XlLUdnR30VJWmNrPUWv3lEburb2J7m7NCGy0n+UW1rk4NNgV7J6ye7PWU5ZNzew6OBYLDTVpjQnjuQHtFVgilfOOIL+QfMMfqiNFVE22lUbiseVdyc4PVnwcl8M6fixD5fFdJWEzF5vYu/3h/nz0c8MuvioY3ng9YHhFSRwUiRAyJkKpZnkeE4AuH+3Iisyt7ltkbu2xqPJoYUTm51JSTVT24eSg4Ex02JuBRuCrxzVYCNqa0h354xNvdmOtqaONcQCtVguSh27GyEVGJVRz+qfBkp6eyNLtxXqsQz7cWB2GIxNA42s758ypzi5CC2pFzuVuElHawztwiJCSx8ZQ7AtpQ1zybx+Nt0vorSxpWpttj6hf5Eq3dpuxLQcQXdR8IBdu0psTIuKYl7nRH0/jcMmedNdlZEhuXRTu+5u3uiW8UYL50n/vXRYhVr9rqzo/PbZpbZu/uruZTkCHJkAhBo0uHOS4RkoaLq5zUO14XIXarabsvKz6pnLq8scNZqkxPQGf1nG6M5Gbkts9vnpzsNucmfIErv77aKUpJS22eOefOJkaXtK2e290iJCB970ZYl5SQWD3BPxUJ9ll95empDYsT1amRkbUCSIRcuETI/NZ09+DQzDpnc2lmIDc+Ln+QloMJuBMhDasncrcIKWscPxWxk7Cxg3PrwpMjNmhT+MLnIsSilW+3p5Pzu1a2D/bHCvB5/ZwrtVuEUHLbhRvdCGxR/8LG0dHRxmxXcwf1Su8eQ51mk6Q5NjS7bviQf7w2Vh4VkzXIEW1M949PMzY32PMDdTHk5Lo5WjIK2zZCOzw42Foca2geXd4/KSaR2ud2tJCr4uLWfuuQ9aWQo4t6d0GX5K6PdzWPsvi0uuSElDaRwSNCkusXDxc7chLSexYPTzZHClwiZLo2Oa2wjc274IzVRuPRJB9Ux8bVzZVof7iwaORAolBIeLMRmJTZlW3B8dFEfUlN/8zycDUhoZG9c3RyuDVRmRhePTU5O4pAxh9eyzRS/lwmNiC9d3HnWHhy2F8Yl1nQQu/MQqR2Lm4fgRim6jLzy7u2RcfpOGT7LMdg0h9NVqekl08tru1w1yqSKI8jGuTXnOTwxNzOeeH6cGR4Qcecq4nSB2treoUaz5u8nA7HyXRldGTWzN5xdyY2paRnXyA8Pd7prixKrp7S6qG30DhtFuXJYnlBUSd9iy88XRmsD/kicJzNqcjMTqqb2N0/3Nta7ivJm+buN8SSfSjVB4JT4RGH2piTVMMYr8txiZDLMnRwdM2kQmdxP2fiEiGpiWntpzqLVAiJENCn3CKElNWnlp6/sSfajLrDscrkjKqZpTUud60sgfSIVLU93xiZXTezeXB2ekRtLIwv7h8uScpsom4dnpweMqsTUoqaO6JIcbPrOwLB8SFrCO8X0z+3st2d7p/Uvbi9f7RLJz/1Lm4bEy43+mFeFiHTgisOxTu4n7YpV6mOuXs3cs1dS3FKLo6SgvyqB+agCWp3Ph2f0jCysFiZGFnaT2eu72wvpgARUtp3uD7dOLy0vsFmMoaTQgMS8muLwinlo8ytvYODXWZzae0cc22jPYVUOLK2d8Lb36mORuQ0THhEiN0oP12KwSRMMjZP+TzubEt4dFXXzGo2Cg9EiObrIsRuNIvofo+JreNLp8z2J/7l9AOpW4RkF3bw9ufwwTGdVObh4eHa/GBb75RYY3n9diz+XiQSRwXK6k6E0Ljboz19q2wgPWhNKVh0/tDC6mJUAI66vb/MGA1DJR5LFUbd9W5/lm9C58LWPm+PEeH1NK95TLTeGYYsnmRyhYKTiabShrYhZndKEKVzjbt7PFseHN4x0ttC8IsaXT84EfK316jh+MQp2thAHilt6EByJ0JWdliLY/3j9LWNtZWRzko/fO6JTAUaAxAhJsV+bU5SdtM4e3N7qqsu8FP83MHx7MT4JIO1xQYKuuTJVylbMujVCbdOm11xmB+Xlts+xdnaYfRXkR9797B2apJTEuumBKciHmemPhHvFiEFhNipY61Oq9ycbCHGVbI2dvZ3N6nNVQ3zu8vULhwla3Vz+3B/Z3WsqbydPj3eiaXkre3zTk922UNFT4Oznj8TYtVdrNSGI1Jaacx11vJCvH8wJEI4Y8jQzF3+jVuEFHTOLdNGIii5q5w9wdEWrSnJB9H0XIRobwSTPQNLW9vsFfpwZaw/rqF3YADvHT7P3awvLs1vpx+fCHeXhnIDHyVPbHVW53tFNsosFi0kQlBxXesTXWVIRDbN1c7Yc711vYzlodoYYi59D3Rv3nRf5RehKQL3O2lcImSqtdA7vHJ77+hknz1aEhvTubm7x+mKQwfjSUm5zfs3BqvnbRPgCCO9q8w7sgFoHrcI6d6SKTwiZHBhvDMZFQEGit2DA87qTGXd4Pm1RHFzvs+/vnuD4u2tVbc60pxW2nd0zOcfbM7UJuLyZrf45/z9Q6nO/PwnuTeLkNmykKie/Ys7ETJGZ41XBqPzZhks9tJ8Kd4/vWvlWHhKLYojJcTHRySN7Ui0atnqcAMlqXZji7vP3ZhorGxhCDTQDREQmvPtVgoqq4/FPdjfnm3w8g4fBCKkFB/ezBapPCKke2yMXhsdWz3FOeTvc0AHDCjrmWbNdWJJ+fRVzsHezmxnfeP0Jps1g0DE7F1KjDrZxtTg8CKYfJiLIzWIJ6TW0ZmpVDS6fmF+ZjwRHdW1tMMT8A+5jBQcub6jqyECV9DP3OMJjvY4xTERLUOzBwsNhKi6pc3Dk/2tgWwsvmTwuQhRXQlrY7Clw6wd7s5AIqFgjHuj0btFSEX7yGR2ZHj1BIO1vrkxH+X3NL9tUno04esdPcLkGT0/5bxBhBg0iqGC2JyaPsihWpuIRRDi3SIkr3dTLAciJBcVXjK09bGJENtye/JXXn7EcAoeg45KLBhZO785P5hqygkLQ+Kx2MjY7LapbaX0YnGwDh2CIOJw5Ijk4t4FlUo83VIVVTSm15uUfHYtFt3MulJBIgSK9oa3WpdMRqLw6DB0eGwJ51wMJi2UfxCRQImJjYmmILPHDmbbiijkqhOD02I18jemE9EIAg5HIEZGZ7fzpYpt5jiSmC1SqS6OWCXkMCQOTySRY/B+YWULs5NDBP94lojfVVYcWz1vMhl5jA7Ub35OLKMJZS9Uvs2oFs7XRBf2cK61wBU/ZY/lRRNQaDzwmtMK6tnnstXB0ghUKAZPjIpNjCHEpNcvne2zesszsFgckYBHYJCfJ9ZeCti1eamUmnmdwV2Y0BXnzfEmxBM/Ip4cEU4kPnrStXXaX5UVnNKjtju0kt2xwvCskUMhf3emKQ+HxRHweAyJ8GtCxsHJIXuyGQPKEIsjhyfktk5fi48Gassz29kavfHqiFWeSMLiCVgUBk9IGONebDKGwn38U0p7pqnDxbFEDAaPCUOSIjLmjqTCA1Z7biwaicUgEcTw5N4l4YVgb7YpHweOB8mRib8mpB+5f30BOK1nXEYuGRkaFBwaFBjs//Sv/vaLojGOZyuYGg26idKkkobpG53hcns4txCIQKlFf9FTkBdePrnUXRyFx4Hij0uKxwehktuXVCJ2XUE6FoUjkcJRfv6hhOYbm365vyIGhwTpY9ARZU3AbXX7XrdWi2asICQgKIRAIoEGlpjXtMKTma1WAWuY8uXfIbIneDeegQ9g1mlYLTnF9eNihVZ/upwWV96zfuFw6iarUjFZvRrD1XB1Lj4kjEgg4EhJJXWDI6WFfesildnhsJu4E5WRIUEoHIESFYWPSmhdPqJ3g2IDlUlAh6LyGwa4Z0cFqLCankWdw/OeLrNOvdaWHp3fxpN53o5lM2pPl3qSyHgUhhAbl4xHhQSndUh4VDy+fGzn0ulU92WSEmumgQgRs3uKE/JW7m7HAq6ekNmbSgK1R4iIiY8gEklFQ/Kznc6iJD//MDI5Eo/Dfkqpu5bzW3PjfQOQXaODsVGlnWyx3WHfozZjQvMPNKbdpcHscDwagwcdLT6jcu1MtdxZEBPbIDQ4TBrxVEt5QvXC3tJgYSwFjcLjkIi4zMqZ7V3QOyq6JkWrrUG4JrYAeCqaofyEivZ5sVI221EYRybg0Cik/1df+aZNHsrcL+MC+lwwW4tGk2MywSxaQiwc2r7RABEykBMeWz6q0Z13F6TgQxGgnLGklI6pLcOL1wzo1noLwsNCMDhCeDgJHZszzBFtzXZkRJAwaBzIUkpJ9xrvjNZZHEMEZwxaA7l2ZPlQKCqPjOyi7eqeixBo5LGDNpAT5emSGSXNG2fKxZaM5IzOc4PNpDobrC3PaFk55UzlRxECybVr7OHCwrLBdSELdFs8KbFjQX7KyiYh/9qrQKA2yQQbbVHpC2c6g9WuVZz15MeQcFgslogkZDF2+Ocnm2WxOAIIwOCRuDTannBnYw6LT+ZJ5ECEzKajfuODxaCwJByOlFA6x+GpLnfKEyNwCCQBh0UQ08eW92Tq83wKrmt+2wS9I3QsJ4qIROOjohOIONSjmDaF8rgykRyMiZze2u+teN5EE6v7V8Epu4oOEiEX7L4EDJJQPsRdGS5LjkAhsVhEaGxGNeNAanKvWnDrcJjky8OtURgMCU8iIBGBvwqePLxem+1LwiOgwQFDSc5uPpZddMSSvL4MjSQTQUuNzyhnilQrveUUUtmxVtGTQQhCxgwzRXqXLwJaJrs9MyWz60xvkYtWagvzutcv9DrpXHtNZMGwTqcTrr2hJ9rNBvH6SGYkdJrRMYkELPLLuHaJ9Ki1KC0kCEHCoIgxJWPMPen+bFYMJRSBwiPRCWXA5d+ltxdRsKDFoTFofGHXquDyWrI7TvIPDEVgKbHJIcFBRZ3UU2ZzMKFlQ6gEgrk/N766a050c5SFeEJJqFzgsuOf+rdOrIMm5y422eVhOu5LcOpgDMKhsTlNc3t80SG1nozBorHE2IRUbKhvdPnQ+cFMHImIRGJAJeJjS6aYG4fzbRF4LMgIiRiRXT1+eHalOtsoTYgmgxEBRUI+9c6pHZd5Hkx36tXXk3WZEaDNorHIEGzdOGufx8snhA+yTrRGne5wAoMpn+TeQDkCOMwWyVacnxc+NmNuvPFJYOUiT2YxGeaqU/Irhs8U12PVaRE4NBgzsbi4Lipb7dEg0Pi22pxd3DDCFR7E4UjTmycmo0oATVLdtJ3dnqJYEgGPw+BQoYQWGnd/byMfFxCRWNLY24XBp/HlSqtFK9unUvyDQsIw4THJYcH++T0MlULQnBFFQIDeisdEFUwz14/mq578BlXROsydrkRE97C3OMsd+RhQECgwakQUdS3xDlbHCiPAJCXVGS74bAI6apW7uTxSHRYCzfgEYlR645RUowdZht46qj4bq88MCEIQSeFR5EifX5FoPMF0Xz0WNAMcDoONSCofl+hdTzE47U69uL8qJ8APQSJFxcaQyU/9+nduNhhD2TEkPBaPRoSGenvFVrE4893FlIQZvs5gsV6frFfE48EMg8OSKVEFqwLpOZ/bURCPRYOiwIdHJA9tnAn5+2PVOREEAhGLj47ABgdnMY88dWEzSHlztWFBoaAxUKLSUI/CGoYZR9uTOHTuvlBikF9Rc6OL+1cPT476KlIjiUQwCFCQ/o+D6ll3b8cCImSiOgOPJmDByIshlg1uLs9NUALjV85vNujDaSQMAQdyHuDzy79JHOP01hf5xbbKLVad7HC2EJfcC7QTq68gAYXA4DCYqITs/pXTC8HudKNn6keTCJ+QsgXP345lklObcn79OIgAZnkMEbhG6yKFTis7W2n+u7/8LLORpgcjrTtb0AhpWuyt9I9tAZpHcrhQHBjWuyNXKq6PqOXYlJHdfe5yVxESgQR1EB6ZUjO4diU+WegsRGf0Xcru3l/stIp2FrLJaHAKODA1ElOn98S7rJnYMOzgzo327jVZRgV/sYKCS5l8/qZph0F2Ol+Jius/vNSoZTfVMVHtk8t762M4/yBQLxRyNMX/CRAhl3KFfGfY75PPEcmdUguofpv4kFkaC+oSdCRyRGwx+xR676Q7TrNazOnLD/ANQ2OI8Wlxof7hI7OzjHJydNvGuVqvVglTiaTRpQ0xbyk7gkzG4vFIQtBnT8r6l0/4u/WpJOAcguGZQM6k7Qq5HDoWl3hwLTPqpIfTjRQc8CwwYISILRhgb2+vNSR9ERRT2TbOHK0BswAKhcKhCWk1k9CPPmuDMaDRIlEEDC4yu2VbIFZLjluyYyNAVWEx6MDHYSUDz9+OpZNdjBZFIskJxd3TQ6nhRRN7Uq3BpuIm++Jr++e3+kuBc4vFkWIT0xGgJ3bNyc9XSF5Pogrb+AqPO2HQKvtyiLkNYxKjR4SYdGpWf2kkVELE+OR4XAAyuWX2eKosonBg+0rxTM8rwEVVjO0AEbLZWxAX3/Qx3I4FuDXqdWqVQq3WqNVqLfTkAZi2zCajHlojFYR4gqxmo0GlhEI0Wp3OYHLYrSaTSaMFEs8JLXyg15msL97eD2Iw6KAIoXVWtTqwxaDXaVQqjVqjUas0Wq3WZNNq9Qa9Abglzlun1WJybYViV2v1YH+QebCzzW63WqCr52ALFJdapTVatDqDXqO12qwGo0mj0YOkTlgTcV7Y8QPZ86egALfQQmw6o8nsmuCB/2TUa10RqdQ6vcFid4AsuQNAuhqNTqMzWUxGo0HnSkytVKsVKrVFd8We6isZZL20toYTFIVGpQTZUyvBpxqcODgVnU7vBFrHZgazkc5kA/kHCbqjAp8ylQYUEihWTxmCItAbbRYQYta4VqADBazXukpHBT41JqsNyopGDU7AoNeDTVA8oIi0WrPN4aofKMgdYjBDpfR6cjb3zyGAW2jVKpUS2hskr1TKFCDaF20DWlIHVIgJZMMBnA9QraB0QDcwguJVa016rRZkC6oZUFigMg0OmwUUHRSi1ijk0IKSYOQEuXTlEapevQHqhO6mAKYxaANIHUIFSt5ksYHqFnLmUwNx/dvXz38pAThB+q7FfaDVnkFWjGa90Xp76zQYQIJ6kCVPK4IqTAeyAlodtLoAdPu7EzQ4LUgcSkQJNVGTFVSvqw1C560HbcVq1ag0Jmgh/5eS02vAaQIh4c4uyC1IFmoWrlpQgKS0WmgvA7SwIDgCVIXBYAR7W4x60FjML70dC9S7u4GBA0G/UWv0dqjN6ZRQjWvABygp0JyholOpQBnr9CbX2d2C8wRVDLJwV6tQhkG3A5UAztpoMNpB7CAusxnUhhHkQKd1dQUVaHIGswVUDDjevbYUKDhQm6B3gPi12itqby9rgyvgH7NHK2MzalcvtO7bQm4ddpsJKkBQUFYTtCw9aMOes9MboHLWQeUMNUcNaIAvXi0P/TIKtYe7ctZB3R6ct7vEoCzpQaGAsvG0GbCfAWrjVtBcXEu0eeJxcQu628tdEjRsvVYHnS8YEcD5gq4BuiQ4YZ1OqdaZjCAnJp3RagTVqtWq1ErVOac+KzejewMcabNYQGzQ2YM+aLcB7xakD04AFKTZYrFaLaDQQYZcedSAnJhAuak0VptdL+XPZ+EQDUsH51Iox1po6UYwuOmg491Zg1aXAwMRaArgDycoHWgkgaoAVLQSxKrVORw2UASgli1W8Id7oAPfoOXVQdF5TtrVZqDddKBneyrRVdGgZb3oLuDMzUYjKBQotwrQZ9VmG+iJQFpCmYHavU5vc9ihDMgVriKGBm13U3G1IicoHC3IKtSFXHV9e2uEagUqVfeCj9B4A9o0GL3VOtBo39gT3R3ha6dpBfkGeYY6uRb0A5MDtB5oH6hcwXmAruTqPaAAoNyCiQMUPZgooHOBQjRypRq0MdBWwaAHdXJPW4WGBDCigsjlUulIeSWVvme+W94LzEYalRyqBwDoyEbQDyw20ApBKiBG0EmVIGs6u80MTtuVN6gSwfnazEaw1Z1/qIlbrWDgAtUK7QBaj1wBhqK7fg89sQOKGGrYoFKUKlejtYBGBjVaJxid3SPA3YgKrWtiBfUN8mAyGUErNZlBwTsNYEQCwwyY7EChQNmFGgLoPh4J4hnfNCBug9kKihCUDmhN7kkKDMig0YIMQLlTqkAnAsOgTqUEtQpaCIjKZgNjDbQ2oqcwNa7CNALvxuYucRCiAr3VaASjDpiXQDmbzSa1DrQmo3tqgAoHdHgDCDaAzgKmYBuoUasVHApGHhDoGqlANFqN3ni33AHUE0EHhzaB+EF7VKhBVwMjFuh/rsyCUQQ0Lc8oCHQIaOMg/1Axg/FBAyZH/QZtaoi6dHpxccihd+SQc4cPL6UqkwHMWtBiDmAyAG3bFRX40ILx3GqxgLpw1RNUd6BxQJ0bTIZQEJRDlRpagtGVPTCUQa6Ju72B3RUyJXS+FgsYiqxW0FFsJq0aVKUJ5BmqX08FgyETdBB3DCACV2tyFaEajFcWvd6o16gtRiVnmT48tXIqEu2uUosC/OuZ51dKINv1DmgJCc9ED1ovmIbc6UNl8epcDKY9uQr4Knc9y2kDY55MpnDtD9IE52s1aqWX28PYgNQpzvPHCdzcguakA9Or0wlGQ5NebwInZAeDmRlUKwiAUnFHBDqAEfQhM3AMQIt76RX8t2BnrWvoc5WcxmyFMqzXgD/cv0dBOEEBgyIwWJ6vawmte+RKBZpebTZo9AaHgciV7nkcNAM56CPgvBxW4NKAiIEPAA01IA/PaxN0OzBuPj8jaP1DExAbUA2AbaDXgnkDtC0wg4C8gGTAZAPOCrQHaCSF0lApZHIwyIDaBB6gO05wKi+N3jbQoWyg30B1B+0ABm8wBoHWAzoCqCbQpKEjoE1guAJNALQkExQNVGhgQAMSGJyeFap8VyA4KbAbtLKgC9ckCY2uwKBWBAZ3ICWcNuD+giBwLq4GCZ0L1BMNBrsd5ArycKB3Y7nOGgyzoCG95F+4RgAwM7sPhOY+MFjrQDKgOUJT8K0NtD2DwQSKEvQj19R/N318KyDv3wfvTYT8/QY0lHMuraYgL62Kem2w3j0P8kCAycaiPdzfOxLL37SQFsy7APqh5GipvrgwtXRIrDVZH7bKYDwAUaScbyspLCiuqa4qyc5qo7Ikutfef/r3FuAV3nDbKotyyrs3TxXue8zeDZPqYqUiMWZw9+bu3uWPB9ATpbxlV08c/N3oidDdm9tLK1dy7at6FebvKaAWrXzmUE5yRkVtXWVhXml589qZ1vW44O84t88cxv2FkYyUrNramtKCgryCziOZ+9mXB+T21m7cZ05U5KQXdK1dKF5/WgMG5j54XP+HBhYh98JutcguTnjHAtGN+oW0h/kdBuhGxaXgmMcXXqle+s0G5oGBfs6XXRztbrPZG1t7Apla/+F0D4fVpJFuc7jCC8mLX5neCZtJrxYLLuQ6/dfeXPnB87wnCq6UcE+E+Z4w6xQX/P01Fmtz6+D08vmiQ7/73Bo0MtHRzgZ7jcM9+l4cDDBy2Y3X56ecrX2pBkgzWHnDvAse1/+hgUXIvYBuxHG4cMIK5O8Ld1X2/DYFmO8FqG/YocvpNjuYPz+owob6vR04zqAJ/XanBSICpQQK58O4RPSWwD0R5nvHNUVDoxA0DP29+qEQuu3OM35+fwOoq3Tc9xR7QmBg3g6P6//Q/E6KENBPbCa9Xi9XQa+H9QR+K3azwaBVK3Rm893thvfg9pnDYjDopYqXbqb8Ibm1261yuUKvN4DpGrqp12T6+vLbDwgYk5QyV3JQWbzMrdVqkUllBqPnBQ4Aq8WsuLlx3d/sCfk+cVosppsbmcn0bk3r1qg3KGRy6FZRT8jvFjaLxVWYxrcqTJvZqFfK9SaL+2Wsv2tAs5xFr9HolBrT/X12h81s1irUWqPhpUcF7s+t3WIx6qVK/d2rWn4wQIfVa1R6q13uejgHVOybi+DW4bCZZHK1Vmf0hHwHt+AQo8Gg0xq+P/8BuodYq9CBMffFkwUfF0BsOq16tUav1v1O/6YGOplBrdBqtYa71xy/CXebMX6vbeZ9AS2mrtfpFQrNPaWFUavRqtUm+73WX7vDlQpwOeSa+98RDYZxpURqgB7Z84S8M067Xa+SQ89cPH97tc2mksmgOeKHqUDoMQ+pRGY0eZ6f/i6AkrIp5Qow/n/j0PcGbm1Wq0ICeRpfK/Rbi9kkuZGazJa3LYBvdGygR2KNUrnG6Fqz1YUTSuVKAirxd9NV+J3C4/o/NL9LIuQWWhFIfnMtlupMavF4S2P91KHxfr6FVXexVJvVNHv88lOP3wEYna1a5mhbXtuS3v1OKuhpTY30+uZaafwh7rlymk03LVnxA0sHRouZtzI5McXS/XY3gXwrtxaTdqwstWN80+i5cu20WvWnJ0LoGXDdRXlaKo0ruhsabo1a2WBV6dTW2XvxgG2Ka05qbM6eSOoJeI7DqlPK+Gey548MvgmniDMXH1HF139twaTfCW5NetVobdkEW/C1wrw1GXSiY6HWaP76TGiQCoazkptWL19+L8LvDrdOm+lmr7mqbZ6v+s6f8xxWk/bq9FwG/AXF0VRzWiPz8q0elgDTiV5xIrxWKyXi5caEAuqZ/Ae+0VnFZ9TGpS+cSsar0jNaGCZQIJ4tbpxOh1ksEFxL5Vb5Xkly3vze9X06EuQcm28YXT3DWzff14+kwOOxGM9WukvqB0Sq31KFQKd5wRfcyDWegPeFw2GXnp9eS5Sgy7tPAPgiqmvohaLASfymURR6vYBediGWAlVoPGNmJDfOHys8236XcD02KL25vJJpTRebow3NQwKZ/vJUKJGpn5/vC6A2I1ns6R3aun6fl+6hq4Z6uRgUps7y205b4Hi7SS65ObtW2E2y+bb63C6W5dvG/BfccMbS44t3ZLa3uO/o1vnMplnub8luZphM7kXcvxudUtqWkzPKFnzdg35b7DarYLmvoWtacrcAmUmvHSnP657dMTq+Vr/fI5D2uBAIFWqNQiEoSMlY5Ynvd3JOh00xVZzWMcUFquX+5W7QKVqy0idYx3ejv8Ns1J4cn+oMeql4Nz0ph3shfcvSBepFO16e2j723LG5w2bQHI7FprYeXT4fnRxaxUlNbjlHcKlTy45PJfd0OD9OPK7/Q/P+RAiYB5xghnJflQe4vkMGNRPw5Rb0Q4Nkr70ou3hgW3Z+0FlWktHOVmmNz3eHDoC+vByBJ0KrUXXN294/V+qh94c4nifjihraGXxxBUDJuQLAV7tDL5luryQXjivVkAfjtAMtw67Nza+bPXH9IuE6xJ3YqxOzO2H3doA74Osh7i/uEHC8Z6e7KN35B3hCbm063Xk+Edk8yVbp1f01BcOLe2bnrfsA9z6uQoB+cb470BUKbYWOd298EQ59g/Z27evm5X3sOo2sKR5b1cnQ3bpeJntrUcq2wv1QE6t7cvlJPBozwtwDLgkU263TbNQfb3POpWroNS7u+F28mGxcEbtyAuH+A3xCRz9P9S7c8/VuZ4i7nVyHGC8ES0h/CvvgDIS7QqBdoX9GGWukDpncdSnVuHcHh7qjAV89OXnm2GcMIf1SdhUakycJT+rQLp50oE/33u7vYEdXItAW176eI128MQgKc2cM+ur6fB4D+Arspd2hKIBB+zvAOGs42eGc3ajANOnayx0M/rCfH25E+BMYJ2LoaoLrQFc4dLxSxG2joEvm+VLo7URQ5t15AJ/uEwFAAdD+zw9yxfFSCNjFFQB9AZ/P/wCfL+38+ib3NvDhSgr6DwqDNrh3d/1ht9kMMt7h8alU//xY1x+u49z7eEKcepmIUUgiNC+d3ChU5wdbvGsV6HHP4wK4DnpxlDuh51VmVks53QGYolXOzslUSUh0D+j7YAdgLx0HfXWHuI8CPN/mygj0epG7ACgEqgr3V/D3c57v9FILcYe44veEXHFGCjDksSNxUyqZUjRiAP4tdMjdh8NiMQryfLyK+1csRsX2+s65xN2AX9rHFasnG3chQNnpRctldUOrQpXNbneFQ9zlwbWrOxR83P0BjnQ1hbtvd1kG39wB0KcrxP3FrFMfjpWlFjZzrw3Q9UMX0LEv9gZ49n8RDoVA/7m/uLCYDfwcH+/yYfbdu1ugUoeOcR3y9Rhezqcr/C5STwuHmhmIyB3kOs4dD5A7z0Og/01GdW86Nq+aqnTcur0Wk15Hb0jNrew/gxbBdO8MAf11lzW7WSvh9MRE11C5p1reNIVQ0su+cO0J7QR28KR7F/KiJUF66y4E5BjKsyffd6m4Ql1Bz0OgMPd38An+dkf0eipQwncBnk+71Xy1NVCYnDW+L7064/F4fLFU0hSPKW+dV9sdrptsPCUJpWAzGUQrFfVDTKHS5qpNEC0waCew1fXl5RDoG/QdSuwV7uKEdnV/vLw/9M290VMHNpNOuj2YEFtNPZBC9xW5tnkOdhXmczzn68oItO1FRK4vYA+go7RnnRXFCQ00rUI0VF4YXkLV6++cAVeRQ3+9OMgdMQSf3haOTmReml1vX3RthHDt6dobGPT97lgIh/3WIqM2lpNzh7VagyvIE6XryBdRuDZAB4MR4FRkAABwG0lEQVR/8qvzIiKxg8ZVW0BM7ljdGz1pufaCvrs3g6/QB/TVtQPY5EoCAAZP5QWo1XOtGSQGAm61SnljQnjt4IrKAjyVN0buwjWIQVFAmyB7sQ8E9BXa6uLlTc9jdO/kPh40NKVMnIvF9tI2TsV74QjcLIfnOrnnRQDhCngRgfur3WYS7mwen964PLDX93Ef5TraE+LablfIxHk4bM/8tgm0NSiLposTRpg/Zf1QIDpZw4QQV3kiq2vX1zJwdwLuMwN4Nrodm+Z4bGXHgtZ562n94AP8M6ugWQNbss67cScPgo0G1c76tuRatDfXFBhRfyJWvogS5lU8rv9D8/5EiE52utRVgPDz83nyFJ9YxjiQijZHq5ILmOcGs0XPne+Lz2qeKwl58umvf/KzkJ4FVnVWgi+ShHjq5RNAzOta1Bp0Yh67NhEb4Ovr7YfLa52V6NRLvaUh0YnAXS5qaBvNwyVWdUVFEAN9fQK8Hv/mk8ch6Kpzo11ysT9SkRTq6+f7NLS4ffZMbb4UbnflRft5+fgHECPI4cTCcQUkQm5tFg2jGvXlJ7/+21+gRjaOlifaMH6+/t4+2Nji2e1Ts9V10fXW+cxpEmzOZKP9A/x8fRFJfcuHZouGM9MRGegV6OfrExbfNb9t1vFLsNEpaRkxOJSfN6pmiKW0mE+354pi0X6+ft7elL6FXZVBf7Q6kklB+Pn4BaHTZtaPJKqzXCKieWJZqeZVJuSv7Z/p1OK+4kQQhZ+PPyahhiu8kkqP8qKxRRmxoUHBIdi4zvbqmBA/H6/g8tEN0aVEvD1TGI3x9fYJwcQMsoUi/sFQekJ2ZXUMOhQRhExvYwrEV2rRWkks2sfbJxCfhPLyLmymuUWIRSsYjEH8xX/8iycBqbP7G7F+X0RRMP6+vr4BuIHlA9H5eXVc/MDitpC/mU9BB3l7BSPCK0fWFVrXXSVgZjJIp9uKyXEppMCA4FBiQXVjKUjFK5CQ2ihU6qRXwrmmLISfv/cTX2x0MetMubcyikPGFxSlIgMCwjBJY9yb68vzw/lGfICvn08gIS35N16kpa39S95yCg4R4OUdGELIbaMd0hsQTz7/D//pZ4SWZdEZf7IuI8QflCgysahPrNLd/fTl2F/oCfz8aVwCwd/bOxCTMLB6NNddiw+vFUHv01NJt/pjUlr3xZ6fQ/Tyc/ZAKTrAz+fpU1RU/tyu5JDRFYmKTUlLRAYH4ynZfYyD84P5hqjw5KTE0OBgFCGhfoyluBH21+QRIsKDQknNM2u7M82RoQE+T70RlMxp7qVYyB2LI8RlF0ZgEGEh6JTqseNTgWCuPCAsEo3BEWpnqhPjexa417KryfoMTLC/j7d/GDGXtb/bW0T6z//u3z/1jxnjCC84U7nhSFCbobiEkc1z/t5GCyksq6s3J62gZ0VoNFtveGtZpIS5E5X7/fnPnGbRzkIBIRj0Ed+w+Hb6rt6g2Kb1gZYJQoIIGcMrB2adsCYyMTkjO4GA9PMhFje35kTjfb58mljSw5NJ+jOwkclp8RScn1dgdkVDUTzJ98nTmNzWDb6UR2+vKmvnyUw2s3yurS61buaCM16Qm16YGoUMCUKE506s87QiVkF6ddeq4OZotTkryvupt68/qn5y8/xKcr4xkRuBBiF+AcjqcTZzupPysz//5a+ekFM7mAP5qFLaEmsxPSKusi4HGxQYGhrewRJdXl2dsgYTMEG+PoGUrIKoqIihdYG7gjX8heiQJ//5v/xtQHzhcm/GL7/AIAMD/X0DcSnNPLFUo5IsdJUQQgN9fYPJyfVHl4q7K07QM6Dc6ZbwIFBTvsjwvI0L+aX4dKE9H+Xn7/PEF03JXRbKD9gzEbj44rIMdGBAGCpukAMyIuYv98QgA32eeAUT8+hHsivx2e5MEyUsENQOOa1uVaA6YQ68ECGFgzqbmjVSSwnwDvDz80akDMwtLdZn/OwnP/30s7B+6lisH2Vo6dCkvZ5uysX6efv7+mOTGzZ4p6qLlcQAUkZsNCo0NDgsbmZToNbq9ifbO4YWTq/l27PtCbgwHy+fwCDSAPNIfHlJq8zKKSxJwISF+CCym3tqsiJDfH2Co2tXDk5NmrOpxmwk6OZ+YfGV4/unIslmbwAyPSk+Ag0iJ+Yv74v0Ovlcax7e38fnSSABE4hJrWKdXHYVJWblZBKDQ/wDMRVNLaAX+3v5RBT27wgv9Vd7/eUpYOQMCEAVdi2dnJ7yJspwWeWZMQRUaDAioXl1l7tSm/rzn/zNZ4+Jk5wr17s4nWbTVVtSWGQEGRUSM39wyp7rpQT6B/j4ExIrFvZPTToJe6I59CuvgGB8ZnomObjwWCJoSM0un9gHXoXiaL4qJpUm1J4LuYOlCSGuYbysa/5MbRRuzRTFoH1dw2nPLGtvvuEXP/nr3/zGv3J6D3oNpcOiOaI+/elPfv3Jo5DquRvR7mhdlq8XGEgDkyqGji6VrmvdtwbVeWvSk09+8ZvHTyNXV8ZCAkjYcDLK39crOLFv5cjmtJ7t0sBo6Q/GpKDYPvqezua5ycdmNbO7C0pqqBLQIVSnvTX1NRNcwRatOpni6+Xr54/tnNuSqPU3JxsdhfF+3r4BQejaMdbpxQ2ztSgjMSkciakY2AHCG+q2tzbx/mJFPBZKJTC6c3ZbbbFujxSFh6ckxkYE+/nG5jayjrjlX/3d53/3q797kjc2UlOYXTLUlv83/+WvfvHTnz719ibkzQhlOpNBN9tUUNtNl6m1B1MdHYM0wZVkdbg2Eh0MhhcUpZBzciG5OR+tTkUF+vn4BBGTaw/FN8e7CwkR2GxyGCUioz07KaqgKomERoQgSNmdYH+j7ma2NR/naqKYxDr24alazEz0QUdiiWGE+qOzvaH6bB8vb38vv4jsVubeblvy09/88jdfPI3liBW7SyMpqAAwnAdT8iY3hDb3T12Qs2u/PmE1pJH9vX29vwqp6KGfKrTsniwSMQqPQWZSeRqz3WGzCOcrfD//9K/+5le5I4tNmUm+IaS4MDBEhyaUj98YzNIrPr0lC+3nB6oquWLoRAm9oBSKHhIhTSGPn6IJZD8vbwQ2pXvhQKmQCjkzsYgQMB0EISMrBpmKm9PhxqLIpFRycHBQCCmzeUatPJ9oLCdm9d2c7tN6qiNyu06VJuetQ68VFoVHja0eKtWStnRUZvPkuUTBp7fmNIyuH/IKCYHR8VGhPr4+3qGVk5xLqVJ/udNVBGrcJyAQW9LPEogEe0MFIck5MQRKcR9TsL/SnBUZ5OPr74tpmVyTGIBGhNqT1WTYH68pr+4/VUEv0galpFVKGxOQlPBwhA+Y34OKepcupCqdeLu9MN7rqRcYV2LLBucYUwm4BPbpjdliNF+sJJAyepd5mvPN5uwIKAPBxMpRzqXCsygH9HOG9LApMyoQHO4XFJHfty8S665ZqaTs1YMrq1G/NVBZXtdFrYv5y//fnz9+gi6fmCF7fw5GC38fMHkQx9f5EoVCwBrJJCHBMA5G/J5l3uXlxcFocVhydiyRlN853hgTlpJfmZ1MCg0K8Hr0xaNPPkGHt3KEV3L+SkkCAWQpEBHTOndwdX0tO2akk0J9Qb8gpPl9HtA6xXGLELPqoAnr8+//3Z/7IYqpq7OYJ1+kRKP9QHGFRs3tXUgVSjAn5kWgXHNiPJgTFTrPZSu7WQccG5fLARybRJS3d379lEQjnW0vJgb7+fsFUnI69o5PLlgtv/ylNzRZ+PiFYdMZu3zh2W4iJW68vwzp/ej//g9/g6meVf1u3j/xO4DH9X9o3p8IUR0zajLzWgepEyM9ZYmUxJqlrZmWgvDkOYHOYFSxx1tQEZU7jIH8KGJsyTDvcKs+N/ZLUun84vJoe3VgYBrn9Ki3uigyu5mxsrow0ZWJw9Yx9vsr0z/7NKxlaIa1OjOUGRbTtLDI3lxmzHeWJAQFkYGLbLCpp8oTcVH53QNDg131WbGRTfO74xVxEYnls0urLNpAOoWA94iQZ3arEeiidAolpWZ8da4vJzmzaXiexVzqqshBRDecaqBR7tZhtSl59RlZqbUjq2ur0z11SentZxJhe0lJZfvw7MxEXSolBFl8JttP9g/GJrUcnPCZfSVJ4VkbwuMqMia9ooe5tkYbbqwob90/YCYEo7IqWoaGBpsKk1Ny6tYFvCxcWP3A9PlmT1rJnPBarhEsFKQW9I+MT4wNRQSiGsbXROfciCdfFrWM7XA36mIQYREFI3P0uY68MHzlAH25Ij48r6ZtYHCguyYjAFE8Ns/oiAhBpHUsbu0eLHdj/OJ7pxaoRbGRJb2zSysLUz3IXz4uaqa7RYjNqBBsj4V8+qRukH4k2Il9+nlKcfPyylJ/aXx0SR9rj1eAJ3bOMJeHK/yDY3v6R8aGu0sbRy6V0GpTQJvZNRcj1SlfksvZO7sz3RVen4c2jc/Pj3XHBaLa18W8rcWSzJI+6sz4YHs+xiu6Y5023hH4hXfl+Bp3d322JpacP8WYGYgPIDSM0pmrC721aT/9iry4ucUZr88uap2cnOhpKX8amri4yhisSnmKyWHtHC6NNhOISd19gwNdzakoTPH8icLovpYKREhv8KdfFXdPLjIXp7tLsNj8rrb6SH/8yL708uxgtjg8uZV1ofTclK8WMGvSspoHJidGemtSCNEltIX+SqRfaNXk+uHxEX2klRRdxGIAAR2W2jS3yztemeohEtLWDrYa8+MeY/NG5pfmxnui8dHt4zTmysJkWz6OUk1jzPYRfFGp7QtbB/vbzLzY6Nbhme3RvF98RanqmZ5d3CgmEdtmNkRn21W5Of0jE+NDvYkhATldtOX5kaBPfVtnWRwOszgmvKC+c2Cwv7s63S+sdGKe1kpC5A3MVeZlx1ZNq9XyjckOTGTlqUpvdYKp3WZTCzsL85PK+5ms1dmB5uiYms2N6YzkzPLeGRaLOdKQT0JnbAi4GQhUUGTt/glvtDzO2xvTTl2iTbRkRVLaWHvVZF80KW91/2i5Nw8TgKnqm12cHcpPTi8f2docLCvIqtm+0luMN6PVJcTsvpOljmRKZF7fEu94p6M4LTij5+ZkIS2+pIq6PVKSllPWvsBcXZzozM1vXzw8XempqWwFRTzWW5HkF1zQN8fojvT3Tm2nraytd6UG5E1R56Yj/L0zO2lbe9vLHdlBkV0z9LlCfHhZz9TS6vJ0f/lnjwI7F/ZcHuAzo/xse7Tw86cRg9P09YHsnz+NbB6cWaRNR6Mo0BLs6yMkVERDe+9gb1c2EZc7yJbqPQ3jkreWRInunKQzlxlD1bk5vRt73NWq3OJe0DKHOgsJfoQGJn16APnEu3hoZWd3k9aQhE0fpc+Pp4YQ60boyyuLs+0FJe2MxfFmXFB4dUf/0EB3Q35cXMkUe6bjJREyoFEdV6fn1HeNzEyPV8YiiVHV3KPFyE9+GVfec3KwQH6EaR9fFs7XIUl5PZMLrGV6Q0Z0UW3/wd5s8C/9S1qovMODnty4wobx0xvZYHUJlXkgV0pGa4ubuoYmx0frUvGorC7QOsczcKjYqinW1uZopfdTZHrDCIs5lY4ISqod2hgoDqQUNHf1jwx0puPCilqpAmbzJ18SqgaXeEfc6gRyceOYYGeUGJLQPjzHXJyrjQsKS61ZPhDVxIaGZ9WtcvfnWjIRoRGVg7OsuZ4YTGx+7+JcXWZMZnln/+Bwd11kCKl0kLbTl+ETltZO2+QfMXPQwXkds2LBYtRvfpVYMy5WQB4WKHOD/qIU/SUxJm9qbmFjaTQjPrm4oWtkqL8yM94/unl/Yzw1Obt2iLbKWqpJoHg/StgVHxaGx2d2rTudt9ebwwUYyvjBeX9eNCGmoAcaxusy42Ja6bsDmQhCTH7P6ORIV1190/Cx4KCU7B2e0sy9VFrsDugWf/lFZxaRmFA6vXG80FGUnlk+CSaPxani5KT41hVX5m5NOjl3oiQsOLFpcumSS0UEY4gFPWz2altuNCG26UJymIsnJBQ0DA4Nd9VmJ0Tnss6ha+2gJVnNRlp1YkZhv9hgNQLfrrA0s4M5V5cUGZvbMTA+1NXU0DXBv7oeLktIySrrGxzqbykLB34QfWe2JAqDS4YWZRNIDRY7mFAcmpOKqPCY3LrBYVCuefHkVDpfQW9KCkVGjbD2j3YWa7IzivpXl/pKopDEysHV5f6S7NSiefZGBsorKrlscqDEPziLsXuqlp8UhFP6aDtylXKktnSSwRGfb6QQItoGp1eZKx3lRU0jC1v0TiIhY3h6YWVhpjYlMr2LsbAwhvj8UX5jL31ucjAV500oH2ftHh9wWrMomWVdm9P1oYTcrgk6a2WhKSumoKr3YH8u9OdfJeW1Li5yTrgzlZV1A2OTU4MtCfjwuNYFzlgpOjShfmL57GAhKTwhp6ZjZHiwsSABS67ka+3Qj0ROu9N01ZMWGZfTvMhkLc/0FqSm1U/tUMvDg8MorePzW0IZtJq33aI6ZZcmRWEzW474B205SZ95JUwzVuYHGslPMZOHF3PtJUHY9I6+wcHu5uLIsIKhPemdP8qnN4c+9clum1pcWRnpqMJGFB4Ijxb66wsrO6epE61VuU8wOSdCbmdZsnd07cbu4fJ4FyI4hXMuGKrKD6XktxenZpc0s3hiIGWdt06dWtIQR6zrmz895yR++bdepFLGrnC2Kr28iwbmgkKCDzmzdnZxaa6zAEmpnVzfpVamRmVXd/UPDnXXUPwJNSO0zY6kL/xjKvtn1rmctjhEbHp5/8BQb3NpYlLu9J7EvX6oxaDb6issKO44lltc92O5RUgIPqF4ZmmF1l9Fiaqg7p2LWMOFFS0jE5PUvhpCAC65briYgGmm7V9Jr4+pFci4zjn25lBBQkR+Q3f/wGBnFcGX2MsUuMWZ06oTsweTU2sHxyYmR9txAWHNUyzFOYPoH0PbFJm0amZjRm5Zxyp7heztVdQ6trq1THn8WWZVx/LyQnd+ZETFyBqXUxgTXtU5tsJcpg3WYFE5w4vs7e6ULwOiK/pn2HvblSS/5Ir+/cNt9gqtqxqoU2TDzB5vn90YS4oraekdGBhoLyOgU8GY2JeMT6oeoq0wZ0dafP/Wq+1OhFj10h1G51efBgzNrW1t0jC/+bSgeWBpaa49g0iunVvfZpfEhOfXd3jmxNDSFb7cdXLP9DLhVHFsZHEPKC7IsfnV49yK/t3FxjBEYl1779BAX0YEuap9grfc8vPfhJa2jrJWFruLExPK+5a2Volh+PG5qenWzC8Ckxk7px/hCwzvicf1f2jemwi5VV2fchYmQOOpLUmjBIfhc6jsycaXREgrOrLm4pDZUZxbPMh13Y5VlNrK0uhMgrUZ3FPKNGs2N6O4kX5iNNtMCuF6WzSxYKKmKOMpuV5itmgke1N56Pju7TOp8kbAzokit0xtXGv0z0zCgrDALz7ziqBQyJiQ0ICQ+Kq+NF/g6yzZnE67/nqytezuSsgzp8OqF6/X5RVWjO7QGzPySrtOlFabw3nKphJ9SbRTjdEOPD2j5ng2PalqhHtjszt0Csk5n69USXbXlwZ6ezpbqsk+3kEBGbzr/eQQUtHgptPpEK91F1Bip5em/b+M7F/mO51Oo+rm6vTwaLHtFz//yts3LJxIwPg/DiKnDW1up2NCy1u7ZsqTGlhimUark58xpif6OlvKC7Of/uRR1cDiyfleeDBmevNYBa3SGpHbwTiXKfVHE1h0YVFrB+bznyEQCDKJQMEEf/E5qrR1pDMKkzvFu9HozNL1qCe48urmHAy+Z+tGZbYZtJK6SFRl+8Lz27FU8u0IP/Qka18hP4kPQw4v7+kNasF8dXReO5W9m48ndkyvcJb7g7/0IsZmt/RNLm0eaQwm17GQCBlvKI4qpynUGu7icDAyTaBQS0+3momoigXBsVC4Oj02DMRRXiLe9zNM9RJ1qD3saSzrWq/TSISz5SGRHU0l2YEBJXyjzWo3XpzQg3wpYIi74m+NDw91NNZmxFP+6lM8a29nZbQeldx1cXo0Xpv8Nz97gkbhiOiw0C8/CSmlC1XupghEyCDSJ2FbrjXbTVr5dpw/pqmnbzQLG9/KYtKGE4Mjp09UOs9Krrdqydk2Y2JooKeuLCMqJAiZMjrbVRGFy1qXWE12+9nhGimINDbVXB6XOMCV6cz2m+OtdCS2m7FaX1yY1LSi1iqZw41B0ZUyjc7hMGllW3H+2MbOroHwsLzpkxudVa9WDRbEF9d2sEeLAyI6985Be7kqo5DbptiX0qul6YnhnvaK/EzEJ3+b3LnIXmdFBhAX+We7m9PIz36ORKHIRDwZE/z55+jK9qE2Cqp0hjve2xRCyOeL9nurK7JaF92r7DvtZp1oqTC9vJt1brba9SqZYHebPVAUW9TJvdI5nLfSo4U6dEAjfSkZGZ7RuQbqfLOvmEgoPdLaZefs9rzYQiq7jBSYVDmpsdnOVlrz4vOWhGqN5KSrvDSlYYndV+wRIYbr5yIkM6di+khqselpHSVPyZXnx/TU+JLikdUcLK5/YddgtzstmovzK+HZpXBraXp8qKOhPD867PFXGd2zq4tFZGLLyuGpYLs7NRASITNRgeQZPihFpWSt3Seksra+EeufsgMq0WHWKHaifEJ77kTIrUUt2+oJxBaztrgnUyWBkZ3750rlzWUpmdQ6Mkvvyfmvf/04LBRDwqJCH/8yMGvwSO4WnJZ95kgoLuNCorDbzEbl5alYKjo7XZsdHxnsqS1IJfl/Flw8Tx3rx/pELV1otFrZOaMmkNDUUFEc7Jd3pDVDy1BppaAxDxbHfvarz/BEEoWAxYQFexPLaEONz0UIOb9frZdsM2n9PV0t9eXYL74gRVYdKwVZ3t4l/QtG6QboiY29o3M5eHInR6SEFmI8mqnLzSqis6jIp+HTbIEJWtQ/K7+im3t6UJSet3F8YTRodldp1OG+5sriROQj77hm+vbBeAYxu2vlXKrQHoyGhRWNcM7tdmV7IoqcUtKWgPjKH4HAEMkEwtPfPIpLreMutT4JrmAcSkx67WhhbE5h4+JAbnD08K5YY9FrdoeKkvIblw/OamJJNQMrUrVKQKuLzm5ZFcmc+pOy8NiIgq4igldAUCiWQIogY7/84it8dutGf2ZI9uj2ldpmk7fEhGQ0TqqMgmxfn4oRtrumXCJEXEIMqR5c0Rh0e6MlRB+fAASeTCIFefn++mek/o782KJ27rXe7rRvjzUEeyXtXr4QIVebw/lo4vgWJ8Hb+9HnXuFkMhkNhnFkUj1tqjEd5x8ck17SMTi5dXQqUSq607D5NVNqzy/uz0wG/UJjWl5V/4H4pjaWUD+worGDKM0r/ZXeIeVi0ElA5sw66VZfbEzd1K5Ix5sm4wu6WWegM230FhMxuVuciSePfb98GhJBJuOCvYJR4Z3rV3rXY4dfEyElme3Mlf6KGAwCF5/X3ju2fsAXnB9mBH3i7xdAIhHDcWHeTxHRdXMzxTG5jVPnaqvnJhqbwSScR/gFPnoSHEGm4EK8g0OxdQzBTF1KTHyDQGczqs6GakoTqhcOFjuKUrNHd662RisLsqqYJ5d1cZiK1mmx7DANg2kdpZ9vD+HxJeyjc42KX5aZx947vN7qC8MW7/AldqtZc30qOtmarE8hF9AuZHqrXn46V4GNbW4dG0aERO6c36ilQnpeeGwP5wzMDVbLVn9BDDmmLgGHaV0/VZhsJuPJfGNeRv48awr1FWlilW+3WVRiHnthur+7tbY4Ldg3hFg9c7nRlxhfM8bhC+l1qKAgr0A0OCmE95PgIAr91PWQtQMMoGxSUEw77Qi6J0d3NdNeQcwbGQGuQGbHmeFu5Wan/VZ33lVZkthI1ylFg2UFYJrWG8yyw8XSwIC25a3SGMonv3xMJhDJ2DBUoC8hc0Io9fzkz6e3UlBxixdmg812frROCiTRdrj8w/XRoYH2+uqECPxfP4nZP9nqqS5ObFhRaY2nm3SyXwTj5Li7JOVv/+N//enffFYB2ir0bBRUQ6AnLjZlF1W2c5a7SN4ERHBq5RirPC6mf4F7dnFWSMS1ze0o9To9bxKPLakZmMvBPAkMRuAIpHAS9tFnX0YWtq91pfhlTXKv5Gb5VuSvPvH6yi+cRCKhAgP9wysnD91rU75JhMgbE0jV/csKvUEvZCRGlTYzeBL+ztLsZG9HU01+/NPHQYl148yG5PCyibWdnZ5USvH4DmeDmRz6ZWAotG45mYj5/NOvcrtXrCA66FqBXnV5SKeOdbc1VeQn/+rX3jXDC2CAI7wQIen5NYNcgSgbg+2jb4ougaeBnt7k6fWK48liUl573+xIWHAkV3jpcFodRkEJEpVSO7TdkxaYNb5zrbZapY1RwTmt83qbWSJgVmRnFfcsKfUmAZuKffJ5EBLkiEjAoX79KCS/sCA6ADd+pNRabCrZeRYS1T27dXc7lvmCv4jwD988Ep6drGECcCtHZzqtZH8wG5U3ODA5gAJzIhKaE4GH8/nnqM5FPlTlz57JeGu5kGNz7XZs6iNR+SUNk5XEXzyCaoOExfn95tO4/IYdRrsXsoDNu7GZtFfszrjEqvaFBWIonr6+vktrDops5F9Cni3MG/G4/g/N+xEhoHXZtqn1FFRk88gsgz7VWZLyQoTwdQa9YnWkMSyy5vwlEQJcn8yOdQ1oxB4RMpeXUdxA84gQdksUJEKKM70im2QWi9YjQrY21xmdWbFpjXMimc7usD4znxZjcbGl/ccnJ0d7W+yVBcbmemGYf0YHwwr0gUEy1VZOepMIWWjMzCvpdIsQ4dokwQcSIQYgQqxGNW8mPbFq2CVCVFeibSZbuDuTHJWcXt3DYLJ7ixNQYdlAhKSGUkqHt8AwC0RIPjlmyiVC+pb5IEQvPT3hbuwvdT76KrF9knnMO+KuLy4x17inR1m40Iz8kpSIyj2FUae5OZmvRuLSm/qo8zRGKhJZN7IMiRAEfnbrRO0SIQVdS2K5R4QUt/XgA1AjDOYB75C3tzE9zVheWuyMwhbOnEi1dyKkpiUfg+vavFaZbAadrCEaXdnxJhGigJ4JGVs9ML4mQmbZ5+Kz/V3uwuRAcWrsI++IleMrCzjYJUImGktjqxiQCFkaDsZmnCrVMkiEICtoB7ND7WhUVNfQ5PzMcEdyCK52mTrUEfY0gS0x6LUeEdJcmhPoX3RisFkdJjGfEeJHmZ0ZHcqLCs9pGptbGB/t8vElsfefixDedHMhMqGJvck93NteX5ii75wrDc+vhAwhfRJ3FMB/hVRBYiBxaG71nNmCQGUWZqYgkzokRov77jowOO/NtxNDSA1DUwu06cGqJBQkQsojcelr1xaTzSY6ZBEREVMzzeWxcb3bUiBrrnmcNARxcGWtsbQ4tYWl1qpWR5qCoiqkbhEi5cT4YZsgERKcNcm71kIipD8vobyhZ2O8JDiq5+BC5RYhreOLXNYIJjSisXNkbppaTgzO6ll5LkL2OPOYQByVuQbV5u46dYrBXKS3UdCl8ydbq7TEQExtT2tOXvnk7o37tzSnzaw9XSpIL+9ag0SI+uZig77EhERIx45HhNBqUJAISUFH5vSsgyM2+0pIhPJjvUN+cSdCKMHJtdM6lwgpSMhfEWm00tdFiFl3OVhRiHOJkKy8ytlj2asipBiIEGgaW+Aa7DaHUbbP5bE3OeUx+OyK5omZWeZweUBg/ptEyGx0YMScUK7Ve0RIXUMTNiB5SwaJEK2CG/0NIoQ/XRoa3XtwofaIkNHZpcFSH1wpjck52t/dXJyib/KB0+U+bI85EoxLv5AqbFaD9vJo8/CUQe3FI8Pb+8fmZka705FhZWCaHsD5xK5canW6FyIkyDcXiBAw9gDnbX3rsK84yRudv3Z4dHS0v7O5OknncGmdz0UIMavtbG+MArzRhn7GylpnNjkyrubrImQ+j0Du2PCIkOmanKyiBRYV7R05u35qdomQvKKGjaW+lByq8EahuNpLx2GLq9tn5mbHq+PR6R0uEULO710FIwAQIQhE6di22C1CKCmlncnY8Prpla0D3tHh8uw0c2VVsNrmFVKzxJM+FyFLQ/nBkYPcC7VVrzkYLUkpaFo+OK+JpdQPrco1aiBCYvLa1s7ldyKkp4SIKuue5uzzTo736bOz84yVnf7M0LwJ7g3Qrd8sQgziEnJYzciqzqjfHy9LSymcWOUe8ngbzOWxfipztCyhuH3nWmd3OrgTjaEvRAjb6XRerPVnofDj21vJgciE8gH3ML62srS8Izg5ODzc2WBM9OREICixudO7otYk9DeIEEldHLGuf9ktQpZ6K7xDK94oQijEkr51sVuEkDC521tUf7+E6qHFk+PjPQ5zZWnl4EoHnEQQ+UsixKK73q3PKwR9SnB4cLK/tTg1UJqER0Xkdi+upSECKzrG9ni844MtBn1pjsmdK4kraJ4Ra2zPRYj5lIZHJJX1M05OTva2VpmLi9siOch5bELTqd5uVJ1/mwhpo0m0qonypPT0/K6CiPjW9bOba/neSHoulX8uvtnqC3WLELNRxufucdcm6lPJ+fPnLhECRl1sbEvb+DACEb0rlmggEUKO6FgXAT/OYtnsyY8NT2xKwWNa2G4RcjzXkJuRT2NNYZ6GT60JzAYtu78sNTmnbWiKxaRmR8RQqmeu7kSIiNFAjivppW8eH59ssxbBuZ+pXU+KAxEiYVOCY9o8IuRyuq3cJUIiUrK7L0xAfEDF8poIGaooCi+dMhrdIiSwbWWrIikBmd62f3AI+t/W6gKdLVDqn18JaQ1Hxy+LzUYgQnjrJETEzMJIS3ZsXFEbdWFxoLPuaVDcIX+rt7o0uWlVpTU9FyG9FXlfBqZ2lMQmZNSs8pXuiga+++V6X2JSYmkuIbJmrDQxFpdVFI6NWd4TSV3PhHTSd9UGjwipHZzPx6KqBmmcg6Nj3h5temZhaXmzKyUgb2bvRmFWcuO+9C9qmTg+5h1yN1aWVjcFUvfy4d8gQsLrhpgqo8HgEiG1VM5UVWpSRmnP2PQGczQmhJDVyVDzqBR0ZlFTZxQmlsm/Eh1upiFQ9VOrWwdHvKPdOer05uG5uzsY5SJmQwomoaxzbIbBnIsKCmwYfS5CTo0aFaM2Obd64BURgsDPbZ0A98wtQvpnR18SIfwiBCq1DhIhQXnUXYnGLUKyGyck13uV8ZF59ZNXGpPd4RRtTJN9sR0LnJ3Do4P9Herk3MJIe3wgdvRAoQEiRC7OQaN75p4/E/KqCAkhsY7PgahwiZChAeooJhA7ufJiTjw487xGQnbMLsDiOjevlG7HJgZdUNY4UxcVmNw1t8YFCbNoU2vr6yfMDh904frxjR2IkLXO+Mz6niUGLELuicf1f2jemwgxLzYmhRAy+6gzMyMtGXgMMWdqd2WwiEQo6Jhi0MYLE8i+0bXiE3ZLTlJc0eDRwVZraUlm54ZGb4ZEiHfkwuFBd1UBOa12bmFxdrg1BY1tXDzor80DIkRusQIRMpkVTC7tTCWjvgqKax6apjOY3L0jjUk9W5OKjS4cm6XTpofqivJG1k/orZkx8SVTC0vM+YF0MgGIEPeD6bcOm/F6uzItJbVqdHW+PzsxraZvammR1lqcgYhtOtNA1+FvHVar/LAmNS2+vH9pmTHYUEiIa9hm9mDJaTU9o3Ozk7m4kJCgLLcIKbsTIQURiTPc3WIsIrm4nbG8PNFalFfYcsTfSEei82p65ukLo+1VFXV9++e8HPRXOCI5unZabbKYdWJWU1RAeEnvKHV8oB3966fVg0uQCEFCQ4NLhES6RIjKJUKKG0fp1fER+Q19M/PzM321MUmt80wWJEJm+c9FSFP/9EJ1Snh+J5W+RJvoQvz6q+IWz+1Yz26twLOLeurTNEw/PN2LRblEiFEtfEmEdM6yNmjd2WCAmZgY6GgI9ouY2RdboTHzuQhZfIMImd/rrylEEtLHJ6cmemsTw564roS8JkK6ZqlDmQhCzeDs4jKtpyb1Z96UqcmOMlRoQkXP5MxUc3nm3z0irh3sLQ9VBuCy13YOV6kdRFLqCHV2fnqsKjW9lXmm81xIdewz+oI/f1LcNbEAzrKjiBzVsC240kgOCnBe3k8IlTPQXeOuyQ58WFa7cvxQqb2TM9OjbblEhEuElIR6+eW0U+mLjP6msvCUOs5yT15wQERxD21haaS9FhdesHu801FRkta6ptbpRVtzsbiIxsFpxsLscEMWNryWvjjbi/cKiKwYmF5gzI4khcf0TS3sU0tDXO7ynQhhsMYr/YITe4cmJ/raYn0/Tela2thYjQ0M65xnbW6tlUdHFLYMzszPTffWRCW10VeWIRFCE4jOBPSquM8e+cbndZ+qwCzmGr2dNptK0JqXHVPYyVhiDLeUoSNquVuzmYlphe3jy8uM/uosAiaLI+Tm4KNzejc8IoT4zSIkMZ8p0rpFSGrT8v58S3p0UvPw3MJ0XzwBh8xxi5Cqr4mQkirq1lBRUnph4+wCY6a3JiGzZYq1kooLq2zvm6KO9ZTEfPUks5fGZpZHBWZ1zy2t3t2OBYmQ+RcipGpoarYmKrKoa3JhiT7eWfDrTwPa6XcixAq0Xre3T+TQNI0zWhgS3Xcg9oiQNipzf3OSgonqGJygzU035GTVT+9qPC8bs4uPVhOIlOaRGQZtuiUrIbNvbaKzCo1OGJugTvY3pqG9gotpr4qQ2kBCy9hIf2IQrqJvmk6fGaxIyGtbXpnqIAdSGoem5mkzw01FJR0r2/Sel0RI6+FSoy82q6F/bHZqNC3wKTkKiBBhztPPU6t6jvc9t2Od0uuRuMz2kdmlhZmq5IiiusGjQxreN+q5CElNze3Oi6ulixQ6oH0Wwr1DGzsGpieHqhND/RJa3CKkoO8NIiSmoG1jtCwgvKhzdGaRRq3JTGwZYZyx2rxDgQiRuUVIfnnv0d50FDq+ZWAaZKA2IQiRVuMSIeFvEiFxCdUTC41ZcTk1w9PzCzMDhQnZ7dOr3P7MsFdECFVtFOZ6fZFRP34hv7sdy3AJREjtCMtoNUsPaQVpaWUdYwu0ud760piiIeEhIz8DKIWZ5SV6ZSz+q8/iuJKzurhwTGrD8vJSV154WCBm/EA8XBJPiC0ah4bxwdrigvHNY1pTTmFV++QUta+5IDYyaYJ72pUalpjVun2hcDt2ZqOe2ZoWn1FFZR8xuopS0opG5hiL82P58YlJ7auezFn0it1hCi6zaYwh5lKJ+JL+jTsRgi86vOIVUYiJxW1z9IXpwcbSgoa9G6O7u9kspq2+3OiYnKHZhdmBqvDQiJwu1upATUVV68TkZH9TcWR4RifzaKg0KT2nmjpPmxvrysutH13jzZXGF7TMiLUeEfLMaXXqhHUJkbH5zXN0xvRQc3FW5ca5arE5AxIhhjsRUrNwvNqbHRFb1r+y1F+Sm1W9eiJuTghLL+7ZEl7yWUPx6MCvPiVRefIb8K0hrX5BpNBolWJ2IprU2DMOREB1RnrjKGOH0UXAJfePzy3MTZTHUzK7FxlLUwhEDCRCZEJaDv4JIqt1nLZMpxZF4QsaR3fnG0Mx6a3DM0sLYCKNKKjuOzqi470jXCJEM1+bFJdePjQxPT3cRAhBUWpmb7aHo4iZ9WOL50dL6RFJOQ2DdAZ9tLUsLbf73OCASvzW7jRf92VERKfXzjGW6BPtOUmpjTO71PJYlwi59YiQW8et4bKzJIuU2XTIP+gqLoh4LkKCgtrWBNMd5YGY9EFQsjNjrXmJLbQTteuSAoBPbwl96pvtGr0HWysjU2q3mX35eHxWff/07HRlbuIvvOP2XSIk5VUR0l9TikvrFO2vNuWkRZWM3uhcK5Q6QKvdK43CfvHJkxaWcLYz/8vHXxASO4+vVIrriyIiqZO+dydCSttmN2Zr0mJyG0ZAH5nuz4vJ7JljbrlEyD5w083SoSxiXFbN1Bx9dqyrrLx+9VRphQrlm0RIBOiJdyKkpGaS3ZERnlLcPEadmuqrDHwSktPHchivulKxXj4h5MyuC5lGIxWNFydGFrSOzszTp3qzo7Kmdy7dJWqQHA0m4Ah57SOTU6M9NV995lM7tiy/Xo/xDalqHV6cm8jFPI0p7d0VnBbgQyo6J1a2VykIHPA0jB4R0j3NZhfFkEubBxcWF6a6y9CovNHl9Z2etOC8qT2PCAmISC+qTcM+Ck5s6h1bXmVv7Qv5++vtSaSEiu7J2XnaZGd2WhWduTyRGxFf3je7sAQavO/Pfdqmn18JsYhPFlBPgkbm1zhbS6+KkOH5NVZ5TERB8wDwcKA5MbFtS6x1ndwzg+JsoSaVkt/hcmy6gWOTVzV4yGpHI5JbBibp9Pn6wrzOMbqQ2fqLT8NKW4eXF2nthck5zRPsXTYpjEDf4HBn672Ckxjb/DPRUVd9J+9K+QO9HPl3F4/r/9C8NxHivNyjVyTiUSg0JT6vsbqiqJkpFvFX+stRgWFoVHRBWXlWxZDi+nShpwIREEPd3B9ubW2cPjSarFf7q5nRJVs3KhFvszkrEoNEItBRZd0LUr2GOdYaXjSmttmM6tPF6ui4vHxkSKDXEx80EoVF4RJTqnlK6/XpTn9ZMgaBQoURq/sWztRmifhkprWQhEZhkJFZWfllHUvuG1qAYLBqxZPNRYighPldPmumJwJkNwwZlVZN3z178WC6A3owPQsXhkEh8fFlc1vHupuDnsqM0BAEMTK1qjg/ObZBJBfUJOZ0Mk5unU754UxTfiX7XH3CmS1NIKCQaAQhe5bD15n0+4sD2VE4EIKLyKdxTmRqcUsiAomI7WWeWKx2u1kjO5xPj8CDEyYlVuQlZPXObV9KBUXpOSye2KBVrLQUN01uAa/NeLqUltI2sy0836DmxxARYUhiZNrYBnBWjyaLsppXL9SgHJX7RZR06uqRTnLYXZKKQyDR5Iy0hOTmkY27N9k5DNrL9kxyRFzV6imvLD2DsSuyWPRi9kBBwxibd9qWmzfB2j8T7pQnROAQCAw2Irdx6lqpgyZlMFYbZUuDbeX9HJ3BKNiiJWU1XOkNmpvj4ey0TvbZ7gajMAKLQWIiE7IayxLSejjsRWpiePme0mwyqq9YHcmFUwd80fnmeFoUAQ12yy2hZBavbm2uD1cRwPmjKGml9eFppbtnZ8cbkxGhwVkjnDPR8Wh1Gg4Ftams6uFLlf7u+WPnKWc6Lj4uPy0CjUBSEkto+zcqvUmnkk6UhSPDC1kilcsDAUAt8/pwuSaZAGIhx2a31ZfnVC8sD5SHfuWNIUUiQhGRKZWzHNHp1mh+qE8QmhQaEkaOye1f3FVJRdNdbXUT+waT1aCWHNA6k4gYRGgYKb5ofu/67GitB/fkKS4GE4bAoMNLe5dE4rMLZnty8bRIpter5N2F+aNL22eCzbwoIiYMRYpML06OrZ7cEp7yO7OjIiOL5rinIvZ4Nqj9MCQpOmty6+KMvz+Wl9G2BnxOmWRn6MnfeRf3r5mAMHadiatlQg+m55NBw0biYoumOHyTUbm7OJyMDYNCYgon1o7M+rO27KLGuSNw4sfzHVlZ3WdGp1Z2ON5Q1MHc7ytIqBhgGR126d5kUyn0riSj+pLa2VY/wZWK9kdrs8OCwoiUpILsvJw2mpg7XdvQvS7W2Bymjcm28Lx+ycVmVXHbyObZDW+1OSc+LCQMg48dYh6KLs7nWvPCcWgsjlRaUhRFqaPt8M8WO8iE8IzykU1qdXTDCnuTXZRQtHalNZp0yt3xqPge5g5PuDqUEYkNDAjExEZ8+Si4g3HgOVmHWXO5mYlHxJe1cuebkopnQKnqVLKugvxx1pFEfj3XVhiBR6NQ+ITc1uMr6CWtrsM8D6ZHYTBhoZiYzIZjiexkj1UWS8Ag0RExaXWliXGta2wmLSO6dFtmNJk0ko3e+KzRrSMBf6UnHodChIRFZDRviTWSK9HWRH0EBowqyPj8VrZAeQHykZqzKJKM1+ZkN04rrnYac+PCQpHEGNDg8/Ly+y90ytnaZDIpcXxhLgefMsXmm3Q38x2lkegwqMHntG+fnGmuN3Nji9YOr60mw95EU2lWdkF41ZbUZLLZdCpxX3ESGYnAYSKKirJiK8e2hWeLDQVN01yFVgfclKSktiW+3OHQTFWklPUsqJXCkdosXGgYFkXKaJg6FJ3JuWNRCb3bFxqL2bjUUdbcy7hRq9iTLSkULAqBjk1OSKvv2zuXDpYX9tO4WqPhcmOosGHsUKZ1Gs+78oprJ7a0F9vdpSmgkYO+XzGwKhCJ+LP1iQ2LQpXBbldPlCTUDLP0FuVsTSIlPGt+T2J1P5hulnblJ/ct7FmdDrtRzpnrCUciQYHHZNUvH56ZjapD5ngqDolBEZD+/o8+TeAqddylwYTQYAyKkl5SXJGQtijSnZ9wekuS3MN47QDjTGUQ7tAqU8NRSBQylNg4unKu1G5O1CSS4lrpPDB4gsq2WcxC1mBObGRM+5LsfH+ytQgZFoZCYLPrx4EH6X4Ju9NuNt3sVKcmEIl5W1uLmelt8zw5CObNt2dndZ0ZzCeb0yVxeDBEI3FpI0sHWnAOLvXgsNtkwvWmnOjQUCQlNjc/u6p1Zl/IXWzKiQdNAo3CVw8snl4pr45YrflJiDAEFh/ZQt0QXdywuyuahlflRrtHhIDue2s725kvT3CnktJP31WbrbsTdUVlI1cmoJKk871tVUOca/5mZ1FyEKFmYa6jvrZn/1LJHChLICV2Lh1pxDtVSZG/JjRd6Uzqi52O1Ppt0GbsDqNOtTZSH08GvR8bndV6dH4jl4qpTXmgwqERIrvl+FLCP2Knp5cJZCotECHZuCfEBCISgUUR0uqohxfXJp2E3l0WBTVRdERWK+dYpLnh5EXnMw+ubGbj6eZUcQKoTFRsel5RambB8Kbucrs+MwmPz9+7VmzTB6CRB4UmxJfNbomszmeQd+16MP2Gv96WFwdqExFMqB9aOlPqNwcrKuqnJJa7xT1unbdW9dpoEz4UUU/jjLU0FnazLBar5nyrLS5hbF9+LjqcbsjAI0F7wOfUj/NfejD9mjMWT4iJi49BIxCRyRUznDPJxTGjqwQL5ix0eGZJFSmjVnglmO5pqx3b1RstN0cboNNtiMW0/o781gWjXn3MosYQUhhClRXkGBpXtczuCnRQzo7MKOLOpuOwdTTowotOKe3Iy59YFxgsJqNoOTOtbW73XHvOaStIgPoILqp6ZF14JuRRq2MamCK1yWG3XvFWG7Jj0QgUBh3ZNbsp0YOJCDphm9kERuOm1gloNHWFGPXa0cqi/nmu3mIxXXLKC9pG1gX79O70CCLwblILSwqjk5roPDDxnq50xJGiWhkCjdEK3XN1ym7IhGYuLCGufnL7SqFzlcozi04uXO5NJKCB25JQ0JCTndq7uKfVK2aacylhoH6j83Iyqjqmzm5kk7XpMeFpHctrhWnZa8dii1l7vtKZ1TDNPb8+XZ8oiiODyHHkhCHWydX15fF0bVzD8qnaaLcpR4uiY5MTo5BeAQFBIaFIPBYfn9aweXIhOWIUJZCQYeCotG764Y1EorrcqcuKx4LuTMmLjUwfWeHdrQZiV97wymLRUclty3sbWan5uxdSMEQIaI3JDfT9i2swJ+ZEQnMiMToTzInPH0x3WI2QY1Oa9tyxaRxgyjU31OZC4ASggTdY0ncgEEm4wzh0dBQR+BjoyJSaLYH48opXkJa7zuOfH9CjQ4PSexYP91bTicmr/Bvo11WYl/C4/g/Ne3smBAbmhwQMUpenJ21ZcTXddIXF6RrnvxE+vSUSl7J2YzV5hKdTfjRVFRvTtQ3dG+Te59vRXGwNhgemTPCudXcvQH8obh06+dk+rQmNr1o+kngCP0R01ydTtWXd9J3D40Pucg8xNJW+fe7ZBvMB4tydbA71zdxVW6E7PGHuA/DoTWrxwWJ5dkn11IHpfitpvBGDTEjPI+Lb2SLVfRfKgIGB+XjwuP4PDSxCYD4K9Jfc4pS46LRajkAKXWT3BL+ZG85YZmLZrtyz3NXtrVN3tdaemzvNU91zxXiTgj+dEVnGEKkf9n1/t7e3Vv3SUC2JmNjLEqnuboP+ILGZNBcboylkPBaNIcbkDDNPlDqTZxvMB8itiDkcSa451tnhGyHui8NqPGXEESkFzVSRTO++vPNuWLQ37IasxOE9mefJOhgYGJgXeFz/hwYWITAfBWaDTiWXShQag+m7L00YdVqdRmO2P7834NZq0Bp0Wq3Z7r56/p3YzUajVqU1WS2e+74eittnDotWrRSLr3UmEPeH7KzdOu1Wk/7mUnx+di6+kujN7jfow3ywGHQ6rVoDreAJ1/M9cfWRq8trhUprcd8o9q44rGaTRqEzmu/5OwsMDMxHhcf1f2hgEQIDAwMDAwMDAwMD82Y8rv9DA4sQGBgYGBgYGBgYGJg343H9HxpYhMDAwMDAwMDAwMDAvBmP6//QwCIEBgYGBgYGBgYGBubNeFz/hwYWITAwMDAwMDAwMDAwb8bj+j80sAiBgYGBgYGBgYGBgXkzHtf/oYFFCAwMDAwMDAwMDAzMm/G4/g8NLEJgYGBgYGBgYGBgYN6Mx/V/aGARAgMDAwMDAwMDAwPzZjyu/0PzUYgQm81xIZbvHlzs7L+LbXFFmzunO3vnr4V/p23tnm1uC+VKq+OdlqAFeeb8Fulu7569Fn5/u5GZ9aZ3WbfY4XB0tLe3NDX1dHW/rYGjGhsauru6Xgu/j3V3djbW17c0Nb8Wfh9rbmpqetd0gQ3292vUas/5w8DAwMDAwMB8WHhc/4fmoxAhJpN1beN4fUfK2Ve/g03MHiyyLjZ2la+Ff6exd+TDkzvHp0ab3ZOTt2Jtk7/EvtzcU70W7Xcae1s2OLENPl8Lv6dNzh3uHGmkSqfd4cnJPQGixWS2+Xj5zs8vbGxsva2Bo7747PE6m/Na+H2Mzd589PmXNBrjtfD72Pwc/cmXT9fX3zrdzc2tzQ1OWHDI+fm5pwhgYGBgYGBgYD4sPK7/Q/MRiZADvkEgvn0HozPP1rmKk3PHa+HfaQcCM5V2xD8zv5sI2dwWAQXybukCIXEotLwWfk+bWxK+mwgxmJ4JxM7eYfbOoYZ/bn9b2z7UgGOPz2yvhd/HwFFQukfa18LvYyDd/tGNk7PXw7/TTi/tMoURh8HBIgQGBgYGBgbmQ8Xj+j80H5EIORQYhZfP3sEWVs83dpX8C+dr4d9pQAZM0XjvLkJ2IBHybulOzh8dnVpfC7+nzb+rCNFDIuS2f3Rz99jwWpz3MXDUwBgHxPBa+H0MlBI4du/kXaoYpDs4sf0O6Z7fPFOqrXgsLEJgYGBgYGBgPlg8rv9D8/5EiMNqNuo08ldQ6fQm57Nnb//owdsBi5C3MliE3NNgEQIDAwMDAwPzweNx/R+a9ydCjAr+XE1RWkpqRlpaZlo6ZBkF7YMb+ttn7/TY9lvw7SJkKuPPXpDBfW0rsG8SIZxWguuY4qlXw5/b9yxCuCmu5F0Q6rkvNn2TCPnOM3XbexEhL2f+z1JmocDvFCEv5z+0VfHypjeKkLsKcoEY4by06WV7XYTMFrsO+MZqfW6wCIGBgYGBgYH54PG4/g/N+xMhatFKdbC3HzartqG1p7vbZQO0lSPT7Q95JQTya5+749yRUOB8fs07f7MIce8M8UOIkFez6vLOX+iQN4qQ+5yp275/EQIpELfwAOaWCuDrt4oQRT3ipaJ26YSXdcjXRQgU7Qvh4dI836BDXhIhrt0yuK7yhEUIDAwMDAwMDMzffxGi5C9UBvpSCuaOzyUaN1qdQac1So76eybHx8a6Wsf5MrX05nx1ZqS7s7Ozq29iblWs1GuUN7z50SHaysz4cF93V/8YfWN9dWqgp6utncrYulIZHd/1Ktn73471Ru/zjSIE2hMxMgU50D+ACHGn/pJL7fLR70TFN10Jedm+xc9+77djeVz/bxMhkOp45WqPS7q8yP/XRchr5tr/lRie250IkYMydEsjWITAwMDAwMDAwLjxuP4PzXsVIVVBfuHFdMGlwuDCbLFaDCrldv+nv/zNX//to5CQlIWDk+nOYh+vsPS8wvyMJKRfQGIz82CfPRju+4vH/pGZpY2Vmb6//OWjL4NTsgtyE0ghwTHtrHPrdznLDy9C7nzi11zh1+x7EyGQ1/7K/Uiv3kH04YmQr4ku1yEvXU55CBHyIl1YhMDAwMDAwMDAuPG4/g/NexUhpd6fP0FlN7Z0DvT1DfT3T81unoqvlDsDnz0KzOpZ1en1Mv5CeXxs0fC2TKUzqm+EjEYvv8TusYnhqKCA8PZ1oUQpO6siPkko6jyVqbQXnJzEOEoz02yxedL4Bu4tQlzXE752087XRMgLDfDDiBDXzVSv3s5UPPXStYJ7iJA3n6nb3rcIcZ0OKM9vFiGvXOe5O/1XlNh3ipBv0RWwCIGBgYGBgYGB+SY8rv9D815FSJnP5594h6dl5pWVlJSVltY1UnmXN6qdgS+9ItoWTxx22/VGZ2pEYh/nRme239r02jMG4lFocVPXcHQwsph2LNXp1JI6SkBhw6TUaLYpDgtTEvH1iw8lQlze/KtXGFz2mgh5WXj80CLkJe/8bUTIN52p296vCHGdgivn9xEhLxX424gQ95Wib3gGBhYhMDAwMDAwMDDfhMf1f2je7zMhAT6kvKkD4FTK5QqFQqMzGLQKFXfwqW9M14oQiJArdltyRNLAtsQlQgy6iyXEo+DCxo7hmBB0xSJfYdBDIiSouHFKYbbYlUeFqYn4uocRIW6//I1+6isi5I1XIV7a+WX7nkXIK174/UXIt5yp296jCHErEE95fqcIefWmrHuLELcC+YbLPsBgEQIDAwMDAwMD8014XP+H5r2KkOqQwOiK1SulyRP07JnTrHkuQpwOm+JkviQ2rpx6qNKZbQa5eLX9qU9M29DoyPctQr7VT31JhLx05cFlP4wI+doTEcBezsm3iZDv8siBvTcR4vL1XwiJbxYhnj1fEU6vqsFvFCGu3b5dUcAiBAYGBgYGBgbmm/C4/g/N75AIub11WnWSmebsr7wxxdX1NSXZWD9vSiV9d5cFRAjm+xMh3+WXvxAhHo/2jbzBZ/3eRIjLS34lw6+oo28UIfdQIMDejwh5TYEA+xYR4sr5K4+Vvyb/3ixC7qFAgMEiBAYGBgYGBgbmm/C4/g/N+xMhRjl/qaNtdOlUY3yhGW7tZuPldlPLyOapAny7dVgVl4K5vuby0tKS4sq2/hmhTKuSi7kjHT2LfLnBajHpmEMd9NVDg83uNEpok+P9TIH9u5zlbxMh9/DLv/Zg+gv7ga6EeNzr5x78a07zm0XI/RQIsPcgQr6uQIB9mwhxq6znmXedy8sXgt4gQu6nQIDBIgQGBgYGBgYG5pvwuP4PzfsTIT8g3yxCPM8kvM6rz0v8LooQYK9clnklD28SIfc6U7d97yLkGy4oxY99iwgB9sopvKxAgH1dhLh1zuu8SYM9FyFvPuRNReQ2WITAwMDAwMDAfPB4XP+H5iMXIfeybxEh327frwj5ZnvzlZB723t8MP0V+9YrId9hXxch97evXwm5p8EiBAYGBgYGBuaDx+P6PzSwCPlug0XIPYFFCAwMDAwMDAzMB4bH9X9oPiIRssvT8kS2d7C5JSFrSwo8+9fCv9OAdzsxd3ByZno3EbKxdcrekb9buuMz++DztfB72gyD/84iBIiB3uH1rQPNa3Hex8BRPcPrQDu9Fn4fA6UE0t0+fJcqBun2jW6+Q7rHIrP4So1FYWARAgMDAwMDA/Oh4nH9H5qPRYSwNo5nFnjTCyfvYH0jG8NU7hT9+LXw77TJ+aOuARbv1PBuIoS1cTIytftu6Xb2r4LP18LvaYMT27+NCOnoY47PHrwW530MHNXStfha4H2NfgyOfcd0Z/Zbu5deC7yPTczuNrf2hYWEwSIEBgYGBgYG5kPF4/o/NB+FCHE4nEajRaszabTvYmqNUaU2vBZ4H3MfaLE6nLeenLwVRpP1ndNVqg1qzevh9zejCXrl2O1bZtt9O9Y+37R3YgSfb2vgqN1jw2uB9zdw7Dunu/dO6R4KDGcXiqurG5PpxVunYWBgYGBgYGA+JDyu/0PzUYgQmPeDxfpMpvqITKF5Zra+tVSDgYGBgYGBgfl7hMf1f2hgEQIDAwMDAwMDAwMD82Y8rv9DA4sQGBgYGBgYGBgYGJg343H9H5qPQoRYrM5rmU18Yzq/Mr5nu7g2Wq1v+Xz3s2fO22dK7bNrmfW12N6P3cgsZov93e4ycjqdEonk/OzsI7GLiwulQgHrcBgYGBgYGJgPFY/r/9B8FCJEZ7DTmWcDY5z+d7Le4fXuIXb/6OZr4d9pvSMbPUNrWt1bl4/D8Ux0/Yy2InrndLsH1/pGNl4Lv6eNTm2pNEbnOz1Nb7c7cFhCcGBoWAjybQ0cFRQQ8lrgPS00BAmODQ4Mey38PvbbpIsIRUWGRygUCs/5w8DAwMDAwMB8WHhc/4fmoxAhGp11mn68d2IUiG/fwRZWz9e5ipNzx2vh32nQYoV03m8jQjb3VO+W7uT8Efh8LfyexlgVyuQap9Ppyc3b4HDeDk9scHl6wYXzbY3L0wHFxQfn+7VN32kn53bXIonvmO7g+Bb/4l3S5Z2acRj8BfyKXhgYGBgYGJgPFI/r/9B8LCJkyiVCXlvx+p72W62Y/luLkPe/YvriqlD624iQyY9lxXRgxyIrFg2vmA4DAwMDAwPzweJx/R8aWIR8t8Ei5P7AIgQGBgYGBgYG5kPC4/o/NO9NhNzabVYL2NVsNhlNwFx/Wmw2+3tYZQEWIW9lsAi5v8EiBAYGBgYGBubDxuP6PzTvRYTc2p+ZL1oSInw+//zLzz/9+V/+5Kd/9dPPP3/0+HPv2NTuS7PT8T0LEViEvJXBIuT+BosQGBgYGBgYmA8bj+v/0LwfEeJ85tAfb60z5qbnZ3ojfvXLzz6N7J+dm5ljbO6c6O1Ok0GrkkvEYvG1RKHRm5y3zx5WlcAi5K0MFiH3N1iEwMDAwMDAwHzYeFz/h+Y9PxNif+a8rgkOQqLqb5zgC5AndrtFy1+bKIwnoRBIDDmtf35LorPYHe/iAX8TsAh5K4NFyP0NFiEwMDAwMDAwHzYe1/+h+YFFiN2klnAGwp6iU8p71tbZM10l0eTosvFdjcHiOeIhgEXIWxksQu5vsAiBgYGBgYGB+bDxuP4PzQ8sQozKi+WqmICUXrZQYjIZtVLhYE1uWHqPQq33HPEQwCLkrQwWIfc3WITAwMDAwMDAfNh4XP+H5gcWIbrrk6EkBLpxWaAwQY+OWJX0nsrP8WVSpfYBHwuBRchbGSxC7m+wCIGBgYGBgYH5sPG4/g/NDy1CJIKJDExYxTxPZnA6HQ6TfKaj9El4jQwWIbAIeRuDRQgMDAwMDAwMzPeBx/V/aH5gEWLVSQ/Hip76ZA2tHspkMtHBSmVKdEwdXaUzeY54CGAR8lYGi5D7GyxCYGBgYGBgYD5sPK7/Q/OeRYjjmVPaSSFGxfTInODLM6fNZJTstxdlxsWlFBUV5STEZJa0Mo+lJitQKA8GLELeymARcn+DRQgMDAwMDAzMh43H9X9o3rMIcT67tVwcnfCPxZZb8AXi9tahk4tP9raYK8z1zf2za6UdXicEFiFvabAIgYGBgYGBgYH5PvC4/g/NexYhgFuH3QF4WWbcOh0Ou81qtdpsYNu7+L7fDixC3spgEXJ/g0UIDAwMDAwMzIeNx/V/aN6/CPkBgEXIWxksQu5vsAiBgYGBgYGB+bDxuP4PDSxCvttgEXJ/YBECAwMDAwMDA/Mh4XH9H5qPRYRML7hFCHA039pcIkRxcu54Lfw77bcRIWceEaIE6QrEzreyA4F5cu7wUGh+LfyexgAiRPbbihDg07+tuUUIkBOvhd/H3CLkndN1i5B3MJ7IgsPgL2ARAgMDAwMDA/OB4nH9H5qPQoQYTPaVddH49NbY1LvY8MT60Pj62BTntfDvtFHq5tA4W6d/6/K5vX1mtz9ra+0KCUYgw9DIMMxbWVgoKjgwDBH61ge6jUykSCTS30aE9I5sDIxvva2Bo7qH2EBLvBZ+LxvjgGPfOd2ed093IyY6TqFQeM4fBgYGBgYGBubDwuP6PzQfhQhxOJxGk02rM2m0xvdvdrvDk4+3BBTy2Q+BVCrV6/W3QAm9PU7nreDCfCg0fiR2JDSoVJrf/S4AAwMDAwMDA/NuuD3/B+ejECEw7w0gXEyWZ0bTR2PmZ86HfZ80DAwMDAwMDMzvEh7X/6GBRch3c3t7azKZtFqt5zvMt3J7+3EZDAwMDAwMDMwHjMf1f2g+ChGi0+mGhoaIRGLI2xMUFEQmkbKzstLT0z3RwcDAwMDAwMDAwHwceFz/h+ajECFSqTQuLu5P//RPf/8f/sE/+Sf//J72x3/8J//wH/7Bj370o3/2T//pn/zJn0RHR3uig4GBgYGBgYGBgfk48Lj+D83HJUL+1f/8v4WiE+9pj56i/vRf/EsgQn784x//4R/+YU5Ojic6GBgYGBgYGBgYmI8Dj+v/0HxcIuQ//uef0ViK+9jsijQ8tviP/9Gf/D9c/MEf/EFpaaknOhgYGBiY94LV9uxSChts79WuZM8UmmeOd3lNPQzMh4nH9X9oPi4R8hc/+WTz6Nl3GmvXWtk4+2//3X/+8Y9/zy1Cfv/3fz85OdkTHQzMD4rz9pndARts79WAQwYa3vt/EYPZ8kx4CRts79VEV88kSqjZf9+APgV61ssdDTbY3oO9wzpwHtf/oXm/IuT29tbptNtsVqsFYLXZHXc/NYBwhx2Euza4sEKbne+2WsVrvJUI2Th0dgxy/vpnj/7oj/7YrUAAQIR88cUXnuheAWTcabPaX17azxViA5/fmXWnAwKcJjh56C9wup4tHkB52T3FAj6g8nqQAnkjIBMOOziRW3emoKK/R1LgELD395UnmDdhND+TKmGD7b2aTPVMb/oBXkgNixDY3r+9HxECZlir7Zlc/Xpfgw2279vUOk8jvD8e1/+hea8ixGm3mtSSI+7myiKDsbCwxtk/u1bana7FJXQq4f4mc3lxgU532cIqe+voTGq22n/7We/+ImT9wDHHlHn5E//xn/zTH//4x24F8qMf/ehf/st/mZiY6InuZZw2vVq6wd6TKnV3KsSp1yj21zYlSq3tW7Um8PkN8gshjy+8VKqvRSLh2ZXabH/Zn791WAzq08Nt9soSg7G4vLrBP5cYLA9QIG9Er5TwD/evNGa55Ip/eHCttVi+S1zc3jokpyf8k3OD4/b9eycfLVrDs9Mr2GB7r3Z+80yl/QFuUIFFCGzv396bCDFZnl1IXu9rsMH2fZtE4WmE98fj+j8070+E2M26y6PV8rRYCiUyKSUjJz0lmkKKSy/pW9hXG8zKi/2y2FAfdGQC2JSVlZOVmRgdGRGZMbV7rTXZPVG8K18XIRuHt+sHzrU928qWcXFDu3HoBCEgfJVriU2p/h/+x//FJT0ggAj5k3/8j9taW0EknuhexmG6PpgKfBJJ557djVf2q5O1uCdhY5unxjcNYQ6H/WZvfnSCJlIYpcf0iuSCYZZAxB7ITy2ZP1ZYXggXp/J8f7QyOyacEhOfnJ2ZmZYYFx2X0TyxrjLb7d+Dyy/Zp8WjMb3b0pMNalQYenBXobd+u8dxe+u0rDSnJCS1nJmc35c2gvkaGv3rUyZssH3fdnb9TAmLENg+DntvIsRohuT9a6nDBtv3bTcfoQjRSQ9601BfhKbMr++di6+kkmvBIbspk/zrgLQdsfzyZDMb+8ivYmZHcCmTSmVSCY89kxP4OCxn+kRh8kTxrnxdhLD37QtsdV0b4yc//fzvfuVFX1MCTQJ0SGPnyr//85/+g3/w+0B7/PjHP/49iH/wr/+P/2NledloNHqiexm7/mxr+Fd/HTrJPr6TSjbRLgP1k896V44UBpNKJlUqFUoIhVyp0ekNFqN2vScNQ06d2726OhNeisX8M8nJQktqVNbIrsRodQ17t85bu3axLf/LX/rWUddPRBc3N9eXZ4cjlcne3iTGqdZoNpsMOplMJodQSOVqk8UKKuL15Axm563TZNBqVAq5TC6TytQandFiB0LIZNAr5TIFdLhSqdJa7Y6zjXGij08L+3qb0Y996tOxKVXqTCAVaBeZTAFi1RqgO8LsNrNerVIqoNRlV8O5ODyhXGBwfodggXk4fndECKeV8Gd/Vjz1tXDYPjyDRQhsH4/BIgS2D9s+QhFye0JvwPkHVS+I5Hqr63mDW6fTJtiaJ37xuGnp+Hh/PQf3OKyFJVKZXRtvNeK9weiQwIiBncvfdqny10TIwrq6Y3DLO4D0z/+b/xbojX/1P/9viRkNy1sGGksREBb9R3/0x0B9APtn//xf/E//6n/9gz/4w3/7b/4Na3XVYrF4onuZbxMhBwe7zEifx+Ex0RFkAgEd9KVPZOvkmuRgBvn0l3/xl7/wRpYsrc/0dw4uH4iPXxUhtw6rXX5QmBj5JHVAqTe5Ho2Byksp2h5qbaYdyRTS05XuQv+nPsGBAYF+/l+FpK8eiYUHrCiQXHQUSI7oTm6Wa7IZtsdr4jCh/n5B/k+/IsSVLvGkBr2cOdqED/QLCQry8wvFJ9YeSnR89thrIuT6kr/YURDqGwB2CglAxJQP82/UetX1cnc+0t/fzz8Yjcb5fvrLQGQJLELeJ/cXIS6R8EYeRjnAIuTjMViEwPbxGCxCYPuw7WMTIbfAW2d1pIYEkminhpdu8rmV8LcyUY/CO1hbW6wszBdP8oeZWwcnx8cnvAPaQD3qy0/Dm1mXmjd5/2/DayKktGby//y//uPv//4//PGPf/yjH/0IyIy/+K+/7hjkFFaO/O//+s9ACFAgf/ov/nu/4Ij/+z/85A//8I/+r3/zb9dYrHcQIfs7y+Ff/iyhYXJPIDoT7tZHBsWld54r5AstiWG4hNHVk6PV3uzYrP414SG9+WUR4rSZtUJGakR4Yuea0Wx1xwuwWcxmo8FkdSj4i8UR5Orx9aMT/hZzPtLfr3Geu7+zEgGSq5+Akjvda4gOiUlpOb/cTggIym6iHgsEJ7ur9YU5BX2rou2pkpS0mrFV3olgjzVZjAnNHN5bpw28JEK8OzavWNR2nD95cGX3mM/fWp2JDMaNru3zj9eig5CtE4s8Pl+wvxT36HMEChYh75V3uhLCTfmzPwttVXwt/LcyWIR8PAaLENg+HoNFCGwftn2EIsS22JQQEkBeFpuNthdPD8hOufmEL9FNyxubq1noz3/9lX8gAkvCIZ/8+pefffYEEVO2fqY0uO9Q+i14TYR0DW9jyVn/9v/7n//wj/6f7nuu/sV/9z986YX57MswEAJEyH/73/2PoejExi7mn/+Xn/92IgSogic9aydqi8Nu00/komMSGgUa09ZQTmR8HlOgFKx2Z0akdjL5B7TXRIhJfTKfGhGR1s8xWWzueAEOmxW66crmUIqPt1Zoc0us5aXlycFu3OPPK6mbOxwmSK579did3GQeNjKiaJcz+vkjUvfSMXQlxaK7EBwtc3g7o0VR4cndc+u7+4fbrPnejLDQuOGp8a6XRIhXx6awpyD+kU/aws7e/uHh+spCYpB3Ye/c2srIky9Jm7wL+63DadcMZ2JxuFJYhLxPHlqEQJvueF1RvHItJYN7F/7yIS8DC5IP1mARAtvHY7AIge3Dto9QhDg4A7nBAejxQ7XOctezb53Xx+spYY9SBjncbVY25guvnJ455voWm5Yb9rl3WPz0vsRo+W2fSgd8/ZmQVa6lppX+2ePQf/rP/hR6/PxHP/on//S/+dN/8d8DSfKP/vE/8QmkjNPORmaFf/5f/u47RIgDEiG//utgIEI82urWKtpdQP7kc+h2LO5qxJcBI1sivd0JqYJcdGxCI19t4nynCLGbDWerGTERkS0rBpP1TrTd6qWC5YkxNl8uPdsZKIoL8g/GYohEPP6Tv/pZ8dj6DocV8aX/MEeog5IzTOZjIyn5G8vdn3wVPbAmckUAvRNYr9OudSQ9+c0nj70CggKDgny9fD77pQ+maXSg/SUR8rRj47A2EvM3/+mnAQGBIUHBAd7ev/iLv4ytHWLMdn3yVeT2yeUt9Hpi00wphUyqgEXI++QhRQh3JPSl8KmMV4SES4EQ6rkvvqbMev5+HgILj4/EYBEC28djsAiB7cO2j/HB9BvuaGpwQHwrU6zUuycyh0XDZfT7/dJvePtMeLSRg3sc0rjCl+rMRp2YO5GMCEVn99+o9L/9IhRfFyEbB04W1zIyK8BRsv+n/9f/5/d+7/d+BN2a9eM//kd/8uvPArpHuOx9++jc6XeLkFvL1cli6F8+7p7f1rlebOW0aveXBz77i4AZruBkD6iCdxEhz5w2p05Umxb5Kb7qVKm3giK4dT5zmHcm6gKfBg1wJcyBcmRg1NzRtUSuOOGyYny+qJzc/LoIiYoo5m6NP3pE6GTwbm8ddr10c3GqeYzFbEuNSihY2L+UKlSKm4vz492tw0vOfN8rV0I2jpuSo77EVJxI5Qq1WnJ1ubvGFF6c7WxM+T/GsQ7PbdCVEO1IFg4PXwl5vzygCIFUB2KE8yLkld2+tvV1g0XIx2OwCIHt4zFYhMD2YdvHKEKMqgtmbzEyjJhT0TQ0NjE1MdrVVJEYQSZntovkmiv+JhAhiJa1M7Xl1um06mUrgzUBT8NqZ/clmod/O5bb1g8c86vypIzG//f/+q9/7x/8gx//+Mf/6S/+/+2daXATaX6HP2xt8iXZVD5mvqQqW6lUNluppHaTVCWp7G6qNpvNzg4zww2DOQ3YGBsP+MAYGGyDx2Bjz3AM9zDcMJgBbHyDsY1v4/u+ZMuSrPs+W91yuluNdVgWtmkLW/17eIqy3rfV3bJa7f9Pbx//e+VWTV2Hje59WiF6ewiZInXykQsHIvfuT7t651FRcdHje9dOJMZtS7o0KFWJugOEkGG9rasge2/MwatPGtpe3kgLGEKYyGHpfH4v/rOth7PO3nn4uKjo2aPblw/FRH+efnNEZ2n54attG6IuPKqofPny/uXsNb/57dnCACEkKencgKQ3e8/2g5mXyytfVhTcOn4k/WpZ53Bz4clDKVlXHj6vqnpR/Ojc0YTcB22vqx55hZANt1omXj25tmdDzMXvi168rHpe/EN68tHHDf2SsZ68A3EnL9yhZ/ji2d3oj/64M+prhJBQwl8ImdmovrzTc9gVdyzW7DkEIUQ4IoRA4YgQAsNbIYaQKcppUE3U5F88GBXx0R8/WrlixepNMXk3nvVJ9VaHUyvuPpMSGX+/VWZ0n4ft0sr6Hp/aFxmfWz2oYlsWzmwhxH23kMpGbcapW3/39//007/9eVrWjdo2a3MPNecQMuWwGiWdL84e3bfy/z5c+cknKz5cl3D84qt+hclqlw21pu3aV9IjsZAu0mmp/CYxPfPuuMk+0VWcEb119bacqtoHJ4+ceto6PtLw8OQXueUDKpvXDQ6tesVIY0F6fOTajz/6ZMXHa9Zsy7pa0DuuIilKLW5/cCp+9adrNqzfmZKem7hrz5XyroGe1vRd+4q7JtjFWV9eSE47fnvMaB1qKc5J2LVu9dp1a7bl3S4dVhgtRuXr8nufb12/fu3atet3pGbf7pUbRlvLUnZH3WtVDDQ9S4jcnd+pkklETU/OR23esG71ms8+251xsWB0Umsx68dbi7MP7F67au2mbfuOJcXGJV7DfUJCCW8hhD0WKwCecz+mRspyuUYa73ZWhBDhiBAChSNCCAxvBRlCmO/3KSfhoKELevd/BOFkrz87RVEk3UU/oB+5J2ZbmH56AnfLgpkthLht6iGrW4xZed/HJ+VU1Cmn2+cYQphr5zLr7n5RPq+Koii6nXlN7IT0y3Eytxl0kaST/tnhoB/SkvTEdANJt06/eBZmxqSTniU9U/ec3b8Ousv9y2F+lSx0FzMTcpbFuZfGwiyPXTW6kWuiGwmCbmRWwMn+QD+N/YFeCvvK3BD0k5m3x/1638zR/XLf9R0C82ExR0JmlT1dxD+HIIQIR4QQKBwRQmB4K9AQ8r6YDiH//Mv/+r6wd45euvHy5//4bz/+8Z8EDyEAhBj+QojPwVdvNcApIsw4iefMdRjGIoRA4YgQAsNbhJCQMh1C/uzP/+JvfvqzOfpXH/z1T37ylz/60Y8QQsCSgscT091HW80yGEJHFO9RDmYO/onFfUDXnGMMXL4ihEDhiBACw1uEkJCiVCqPHDnywQcf/OmC+Jdf/LK5qQkhBCwR+AwhtP5nhniPbLDB4w2Bn+590ggOzQpfEUKgcEQIgeEtQkhIIQhCr9fLZLLxBUFnGIvZTFEh//MLQCAWFEIgfCcRQqBwRAiB4S1CCABggcwlhAyOk32jjp5hW/eQFUIeHDQNizRS6aRUIgni5OSkw+G+wiE/2B1MlebnmMzVN2Jp61bXt0gg5N2G15L2bolY7L9506pVKr6+kfQLIUNiql9EYKcNQ2D/sH56k5bJZHM50ocr/fkGIQSAZYbBzHxRF9zBcWdRRe+T4o7HRe0QvruPCprPnLuRcCBxf3x8EJMSEixmM7el8gFJTVlt/pqtLumkNinpaHRUPIT8Gx2/NyY+Ps5/86ZNO/oFSfIzREKHEKt9Siz37LRLKwew04Yh8LvbJdObdOL+AzqdjtsoZ4cr/fkGIQSAZQZdhCm0b1PjkqtpKQh5ktQbnXa758rgASEIwkXXVrxCz2+mzBXJCXp9mKuEQ8i7s+F0Ornt8p2hN2MHMaXWY6cNQ61aR3IbNMtcBve40p9vEELmB70D0uuZYazRkREoKCUSiU6n4/Ev0IKhmAoMwtBKMRse7ggEAI8wcZqa8VmDcJFdwBGFXOnPNwgh88Nut798WZV4IDEpIQkKysQDSSXFJRj3AwAAAICg4Ep/vkEImR9Wq626ur6hqU9jYK4VA4Vja/tIeXmV2WzhNgUAAAAAAAHAlf58gxAyP+x2oqtntKVTLpJNQUHZ1qNubR+y2fi88g8AAAAAwBKHK/35BiFkfjgczt7+iZZO1fS1UKFAbOvRdnSP0SmU2xQAAKHCbGMuCgdhiDVZmNM2AABc6c83CCHzAyFEsC6dEEL/TXRfIAjCEPu+kCr9P48QhsDxyYWcwgtA+MGV/nyDEDI/EEIE69IJIYRzymyFMKRabMzlRN9XDkEIge9FhBAA3HClP98ghMyPt4SQjsc7fuFhx3dq/wkkHV9wnTS5xd5dPs/17Xprr2Tq9XexXGeg5QbpLc7g2mm+KPO0e8tNs/Px64DtLD6zLcvlWt3MeOJydOmEEKOZu280hCFzQj6lM763ggwhBL4X6S0/BNs85WLuFqLUQRg6VboprYG5XO8c4Up/vkEImR/BQghbeXvqePahd2nuTgKBC32fidWXd9KPvJJG8F53sJm10A/Sy85quovNOX4RhXE6UfjMxHc1ZrxYL4Ov3rJx6YQQvcl/3SBcbMdkzDXiSIQQKCRDE0LojxX9+fJbNISL7YSCObBijnClP98ghMyPICGEGRaYWaZndHAP2RJ/lqEG3ykZmcLdJ3XM2jtzuT4G6WVDkc+gCjuy4TfMwi3dfz5M6oi93DE9WYC5TRukaxmJEAKFLEIIFKAIITCMRQhZfrwlhPiU2nOOCjPyCXf0lHv6efb6GLQ3wCrNHi38Jp7xXHa4Y5ZlIYTwC0IIDL0IIVCAIoTAMFZYIcRumOyteV5YWFxaUlpeWlpWUvqyvlOs0BGkc6Knub19yOR0UYtz1qPVqOlsqHj+qmNcZXQvwWHWidrq67olWuv8asqg54S4C3F3Ec/+7CnTvcYT3uA5eMm39HfX98XThftcesuYsPEGr3I/aG+AbMBM7xUkvDKMb+oIOMjjE7o8sr0B2pebCCFQyCKEQAGKEALDWGGFEM1Q5enVv//179bv3BUdFxOzZ/umj1ds+uLrApnJWHAqJiHpwrDBYbY7CIJwkhR7DRaXy0U5CcLBQJBMI4OThp6GbXZ6JqUo0umekn6+7yVcXPLR9rTI//nv32/MethsdVJ01NFP9NxJ2rYxo7BbbqInIEluOQQ7R+55gQgaQhg9MWPGAVQ0nvqeLfe50twTMzx1vCchBO1lf5gRD95Ei+C97njgtZ7+K+kdPGYLIV5JxjeEuGfuxudXsVxFCIFCFiEEClCEEBjGCi6EnNvy2ec55QNjcr1ep9MqX1w5GLknqaR/8uGJqNiYL6taW6trahpbOkblejp0uEjCZlD1tjXV1tTU1r8elWrMdrvDbhjo7u7v7uxqqqupqunoE2ksDjqHOG1GhXiw8VX1q9qGjr4xC8EkjTcwIeTYjt/96t//c1XE4cohrdlOeoUQI+W0y0X9bY211dU1r7uG5VpTkBQyh5EQtiLnSvDpEQy2y7cW95T1XuMV0wHAP4TM0sv+4BknYWQX7Z4yeO/0wzfkFnsCj3f4YQwYQnwbfUOIl8xkfquxDEUIgUIWIQQKUIQQGMYKLoR8s31L0tk6qcbKDl04uwtP74iMuts6/uD4tg0rN6Vm5ubl5aWlHk4+eVdmMKokg0/OZ6akpp06nZuTmZF4KLv8db9K3X18/dqklPQLFy9fOXMyKeXE1Youu900UP/sRHJy5qnc3Kz0o6npNyt61cbptaJDSEda5Ie7Dh1N2BkZe/KBWGlQi7kQ0joqkbYVZR5OPZKW9XVezrHkpHO3ikdVVmKWP7azhxDfQQZGNnhwNbpn6GBaTwXvn1jm0+sbFRi9Y0bw3hnOOqzhH0LcucL3FQWb86z5ZBmJEAKFLEIIFKAIITCMFVwIObt5Y1xWUfeQWKlUKOSS0m8SImNSng/KH2ZuidgW96RpRCqfbCy9v+XT2FqxrLn87o6V0U9bh8STk9Lx/ovJO47k3uwZaYr/z98ey34wMqnSKfq/TUv5OOG6Wtn3TWrizi+/HxZLx4e7q++c2LDvbNeY6s2ABh1COtMiVxy+Xlj08Mq6326+Vz8kGmi/k7R1Q0ZhXVvzgyO7Nx9/1DwoVikmOytvHNmXertuzGIP/M7MHkK8I4dbn1jiV8T7xpKZEcW7ag/aO7P09w4ewXv9ZRbEzZaZbBZmCT9eAWamCCF8ghACQy9CCBSgCCEwjBVcCMlZ9bv/+PVHGzZs2hoREbFm1SerIk9eLVdZTAWnog8knhs0OO2ks7+uaM/KyPKBoYKb51ZFnZZq9CTlspmNzfcyD6Xnveioi/39uis/1NsoJ0Wq808d+3jnV6M9pSnxKRk3n/f29Q/2d1aX3li5Kra6U/Rm18GGkJ0rjt2v7e3vunt898b4M/llz28zIaSgtLLsSOSWy69EaouTcjosss5LX2Z8caPeYA78ooIcjuUeHPBU/O46fjo8sHlguhD3P1CKnfjNc9nU4Z1Ygvayy52u/tks5JVYgvd6ZFcvcBdr4BA13eKzhn6yU86aT5aNCCFQyCKEQAGKEALDWMGFkDMR6yIP3aiobmhva2trbevuFyk0BgdhfpYdk5h8cdRCERQ5UF8UQ4eQ/sH8a3krY88otQZ6D2C3mNrysw8ePVnWVhv7hw3XnjY5pkiXS/OIDiE78vpfP/p81+Y/fBoRtzfu87jYPVG7V24/8qpfMiOE1ImVWmX/i+R1G6P3pWdFbVx97GlxRVHyti23mic0NvYsFEXP1eyM5CvVBtO8QwitO4dM4//dv7vQ55hRlLtDixufcv/tvd7LnTngMHsvm0k4Zhse4ZwRQmjd6YLDO4GwEcvDch8DcbskQ4hrSEz2DNv7x5zDXqsKIe8ihEABihACw1ghnxMyjYt0mouYEHJJ5AkhO8sHRWUPLm3YeqxTPKk3mXSqyZLzKYcyzzf0NcZ9uPFb7xCy86vh7pKEqP3pN0ra2js721ubG2ruP6kUTWpmhJB6mcFOEqaW/NNbVvzh49/8akXqD5W1Vafjtmc8ahUpdBaTQdpbmXvkaM7jNr1ebzQatQYL6bsHCh5CYBi79EKIa2DU+rp14vGz9spW/ZDv2kLIrwghUIAihMAwVlghRDtcdTFyW8o39TKtXwixlJyOS065woQQFzXYUBK7JrpiRN7dWJYaEXHk/P2yqprKglvRGyPy7pSMTXYkfLr5emEzG0K0j3PSV+25MKnsv5p5KCL2y5Kq+oaasjtnj0XE5XWOKqbPCVGIuo5HrUz/vmHS5HS5KKtq8M6J6H/92T/8MSW/ua+34Xra2l2HLz4oaah7ef1E/IGD2S965RpZ35M71y4Vt1sdPkWnO4Q0dyiHxBQUlK3dmiUWQsjWFvGTwtab9+tKG9UIIXBRDW0IYa65zl5yncHuIMRyym99IAyBixZCmBsDcNu3g7DZnaNSl9+iIVxshRVCzIrO/GNHLzzq0podXBODiyJtzfezvzr7dNLuIl2UtK8hO+VUk8xgNBkkXVUX0hNjoqL37jl05Un9hFprMg6fTzxaWDfonKKmXMaa25cTcgp1dqtK3PXwXEZ8VNSeqJjUnO8aBuRmm6dY1CtE10+mXKro0dtI+iHltE30vvoyYff+C1VjGoPNIK19dPnwvpg9UdH70y7UdI2ZrHaTvPfmmazMh40BQ0h1w1hzpwYKyldN4qU2EjI4RnQPGp4VNFc0axBC4KIayhDiIm3K8Y4zKXt3bPps8+Ydcceu1Xaohyb8VwnCxXZRQghzvzPLYFPpsait2yI2bYlKPpPf2DNqxyG1MMQKK4QQVrPFaNAa7Q6nz2fa5aJMer3JaCJcU/Q/u9WqU2tsDoJk7j5o1SjlMqlUJlPozTYHc59Ch0alNZutzLRTJP0snVZPUhThsJr0GplEIpFOKtU6O3NHQs/dPgiHTa9WmK02B+ludNltFq1KrjNarA6ni3Ka9fQj+tlShVpvtjroVSLtZoPBoNIZnb5/demHMrmhsVVS1wKFJf2mT0h1Tt+t973gfU7IgMhSXNiCEAIX21CGEMIkb8nP3X/4UkVNQ+2L4uPRsT+UD/WL8VUxDLWLEULo+oIwTORfyMs497CxufHx9TMR2081D1iwD4chVlghJDygo42TnLITUzY7FJZ2B/PW+96M//3gE0LGAoeQ4QnXkJgaGHNCyItD44RMYTMazaagmM1mkmQGnN8Fm36s/uHl25UjGqNVKx25ezjuh5KePrFLJJ2alt74hyfIoXF6xSBcLIfFDqPJZ5u3Wq2ud/szwHzJqRuvLS+v6pboNJq2svvb16Y29JoGxdhpw5A6LLbrDdY57rS50p9vEEIWAr0HovdCUFhyb/77Zy4hpF9ElFePPCvvLYSQD58Ut1/9Nj/zxJcZaWlBzMrMpAs1bktdKC7mlBDSSVIOi6arpnBvRHRJ3YhMM6XScSq1LonCUd88VF3bC+Hi+fxla+bxE95b+Nmvv373mM1u4Q6zYaL4Qs7B6N0bEq61Dlr6RMTzV6JnFX1+Hz0IF8WynkcFjVlZOZnHj+vYkj44XOnPNwghACwz3oQQqrtfX9sg+v5BTX7ZUG2rrk9MTR9V7P5GrXfEDiEv9o1YxyYMSqVGpVQGUaNWEwQP500RNrNa1P74Sk5iQvp3T2vlWjNBTtG137QOgrTZCYvVDuHiaTJZ1Gq19xau1+vfcSSEySB0xCYJu90oam968u3X+yKTqjoNfWMkvdPuG3X4ffQgXCT7RkwKpU6tUhEO71O1A8OV/nyDEALAMsNsnZKpaKmBXsnzirbC4pZnZe1lVRPDckrKtEPIv3L1lNEcisuV0pAOi0LUfikt6fPUvGf1PUr2jEBq6YxFAvAOuFyUwyTvbm/vG1dZrRZJf/21qE0P6iaHZJTfhw7CRVWpZQ4ynyNc6c83CCEAAACWEDbtUPHZ5NWbj+aXvGzv6Ojs6BpTGAjusiIALG9cJGGRd17LPpF6vqCnb6Ch5N7hrVG3W6Ra9uqdACxNuNKfbxBCAAAALCEsyo5v43euWbV+86bNkdu2R26POlfaY3a8/wvTAcADLooiLONd1dkH43bv2LE79tC1omadxY7BPrCU4Up/vkEIAQAAsIQgrCa9SiEeH3+jWGe02DESAsIHl91i0iplkgmxVK7UGCxkqO4DCsDC4Ep/vkEIAQAAAAAAAASGK/35BiEEAAAAAAAAEBiu9OcbhBAAAAAAAABAYLjSn28QQgAAAAAAAACB4Up/vuEnhLgAAAAAAAAAYQdX+vPNu4aQ6N27e7q7+3p7IYQQQgghhGEmV/rzzTuFEJ1Od/PGjcsXL0EIIYQQQgjDT67055t3CiEAAAAAAACAMIYr/flm4SEEAAAAAAAAABYAQggAAAAAAAAgpCCEAAAAAAAAAEIKQggAAAAAAAAgpCCEAAAAAAAAAEIKQggAAAAAAAAgpCCEAAAAAAAAAEIKQggAAAAAAAAgpCCEAAAAAAAAAEIKQggAAAAAAAAgpCCEAAAAAAAAAEIKQggAAAAAAAAghGi1/w/76wkZ8vDjvQAAAABJRU5ErkJggg==\"\n        }\n\t}"},"url":"{{base_url}}/v1-application/transact","description":"<h2 id=\"use-case\">Use Case</h2>\n<hr />\n<p>Before asking this question you need to check the <a href=\"https://documenter.getpostman.com/view/2330936/Tz5wVENU#ccacf9c4-9822-4892-8baf-a4518e12ea46\">required document list</a> to be uploaded against the application. You will get the list with all the details like document name, file format, etc.</p>\n<p>This transact endpoint with question as  <strong>upload_document</strong> will add the documents of the application. </p>\n<p>You have to send file one by one with base 64 encoded format. As defined in the request.</p>\n<p>In the Upload Document API request <strong>upload_document</strong> is a question, and generated response is the answer for that question.</p>\n<p>We can create multiple questions for the <strong>Upload Document</strong> request with the unique id to the question separated by \"+\" i.e. \"upload_document+[unique_id]\"</p>\n<h2 id=\"example\">Example:</h2>\n<hr />\n<blockquote>\n<h5 id=\"--single-question\">- <strong>Single Question</strong></h5>\n</blockquote>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"upload_document\":{\n        ....\n     }\n}\n</code></pre>\n<blockquote>\n<h5 id=\"--multiple-question\">- <strong>Multiple Question</strong></h5>\n</blockquote>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"upload_document+1\":{\n        ....\n     },\n     \"upload_document+2\":{\n        ....\n     }\n}\n</code></pre>\n<h2 id=\"request-attributes\">Request Attributes</h2>\n<hr />\n<p>Content Type: JSON</p>\n<h6 id=\"body-parameter\">Body Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n<th>Depends on partner/Optional</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>application_id</td>\n<td>This is application ID</td>\n<td>Required</td>\n</tr>\n<tr>\n<td>file_name</td>\n<td>Name of the uploaded file</td>\n<td>Required</td>\n</tr>\n<tr>\n<td>ext</td>\n<td>File extension</td>\n<td>Required</td>\n</tr>\n<tr>\n<td>file</td>\n<td>Base encoded 64 file</td>\n<td>Required</td>\n</tr>\n<tr>\n<td>password</td>\n<td>In case file is protected</td>\n<td>Optional</td>\n</tr>\n</tbody>\n</table>\n</div><h6 id=\"response-parameter\">Response Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>status</td>\n<td>Define the status of the API request. It can be \"success\" or \"error\"</td>\n</tr>\n<tr>\n<td>status_code</td>\n<td>To Identify the request status</td>\n</tr>\n<tr>\n<td>message</td>\n<td>Define the process as per status</td>\n</tr>\n</tbody>\n</table>\n</div>","urlObject":{"path":["v1-application","transact"],"host":["{{base_url}}"],"query":[],"variable":[]}},"response":[{"id":"c047cec2-f87d-4fb5-a0ea-d2bd8c75f317","name":"Upload Document","originalRequest":{"method":"POST","header":[{"key":"Content-Type","type":"text","value":"application/json"},{"key":"X-API-AUTH","type":"text","value":"{{api_auth}}"},{"key":"REQ-PRODUCT-ID","type":"text","value":"{{product_id}}"},{"key":"PARTNER-ID","type":"text","value":"{{partner_id}}"}],"body":{"mode":"raw","raw":"\t{   \n        \"upload_document+3\":{\n\t        \"application_id\": \"APP1717937191921826\",\n\t        \"file_name\":\"salary_slip\",\n\t        \"ext\":\"pdf\",\n\t        \"file\":\"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\"\n        }\n\t}"},"url":"{{base_url}}/v1-application/transact"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Server","value":"nginx"},{"key":"Date","value":"Wed, 01 Dec 2021 09:59:53 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Cache-Control","value":"public, no-cache"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"X-Frame-Options","value":"SAMEORIGIN"},{"key":"X-Content-Type-Options","value":"nosniff"},{"key":"X-XSS-Protection","value":"1; mode=block"},{"key":"Strict-Transport-Security","value":"max-age=31536000"},{"key":"Referrer-Policy","value":"no-referrer-when-downgrade"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"upload_document+3\": {\n        \"question\": {\n            \"application_id\": \"APP1717937191921826\",\n            \"file_name\": \"salary_slip\",\n            \"ext\": \"pdf\",\n            \"file\": \"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\"\n        },\n        \"answer\": {\n            \"status\": \"success\",\n            \"status_code\": \"200\",\n            \"message\": \"File uploaded successfully\"\n        }\n    }\n}"}],"_postman_id":"067f3b68-d64f-4a0c-998c-9c302c61eb7b"}],"id":"431047c5-b0a3-4db6-ae12-1cf7775a5332","description":"<h2 id=\"transact--\">/transact -</h2>\n<p>This endpoint will answer below Questions (Request) , Also each question can be asked multiple times in same request.</p>\n<p>Note: Each question can be asked multiple times, but has to be appended with \"+[unique_id]\" in a single request.</p>\n<p>Single Question<br /><code>{   \"add_application\":{   ...   }   }</code></p>\n<p>Multiple Questions<br /><code>{   \"add_application+1\":{   ...   },   \"add_application+2\":{   ...   }   }</code></p>\n<ol>\n<li><p><strong>add_application</strong></p>\n</li>\n<li><p><strong>update_application</strong></p>\n</li>\n<li><p><strong>upload_document</strong></p>\n</li>\n</ol>\n","_postman_id":"431047c5-b0a3-4db6-ae12-1cf7775a5332"},{"name":"Enquire","item":[{"name":"Application Status","id":"2c7ba9f6-de51-4e2b-82a4-33adc4ffc050","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"{{api_auth}}","type":"text"},{"key":"REQ-PRODUCT-ID","value":"{{product_id}}","type":"text"},{"key":"PARTNER-ID","value":"{{partner_id}}","type":"text"}],"body":{"mode":"raw","raw":"{\r\n    \"application_status\": {\r\n        \"application_id\": \"APP1696284730005082\"\r\n    }\r\n}","options":{"raw":{"language":"json"}}},"url":"{{base_url}}/v1-application/enquire","description":"<h2 id=\"use-case\">Use Case</h2>\n<hr />\n<p>The <strong>Application Status</strong> gets the current application process flow and current process details for the given application ID. The response will contain the application created date, the status, stage, and overall application process with the process date, etc.</p>\n<p>In the Application Status API request <strong>application_status</strong> is a question, and generated response is the answer for that question.</p>\n<p>We can create multiple questions for the <strong>Application Status</strong> request with the unique id to the question separated by \"+\" i.e. \"application_status+[unique_id]\"</p>\n<h2 id=\"example\">Example:</h2>\n<hr />\n<blockquote>\n<h5 id=\"--single-question\">- <strong>Single Question</strong></h5>\n</blockquote>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"application_status\":{\n        ....\n     }\n}\n</code></pre>\n<blockquote>\n<h5 id=\"--multiple-question\">- <strong>Multiple Question</strong></h5>\n</blockquote>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"application_status+1\":{\n        ....\n     },\n     \"application_status+2\":{\n        ....\n     }\n}\n</code></pre>\n<h2 id=\"request-attributes\">Request Attributes</h2>\n<hr />\n<p>Content Type: JSON</p>\n<h6 id=\"body-parameter\">Body Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n<th>Required/Optional</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>application_id</td>\n<td>This is the unique application id</td>\n<td>Required</td>\n</tr>\n</tbody>\n</table>\n</div><h6 id=\"response-parameter\">Response Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>application_current_status</td>\n<td>Define the status of the application. It can be Incomplete, Received or Active</td>\n</tr>\n<tr>\n<td>application_current_stage</td>\n<td>Define at which stage application is currently processed</td>\n</tr>\n<tr>\n<td>application_date</td>\n<td>Application Received Date</td>\n</tr>\n<tr>\n<td>application_process_details</td>\n<td>This show the application complete process flow with date from receive to loan</td>\n</tr>\n</tbody>\n</table>\n</div>","urlObject":{"path":["v1-application","enquire"],"host":["{{base_url}}"],"query":[],"variable":[]}},"response":[{"id":"b1972458-427d-4b2e-ad2c-75966eb485ef","name":"Application Status","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"{{api_auth}}","type":"text"},{"key":"REQ-PRODUCT-ID","value":"{{product_id}}","type":"text"},{"key":"PARTNER-ID","value":"{{partner_id}}","type":"text"}],"body":{"mode":"raw","raw":"{\r\n    \"application_status\": {\r\n        \"application_id\": \"APP1716206150568638\"\r\n    }\r\n}","options":{"raw":{"language":"json"}}},"url":"{{base_url}}/v1-application/enquire"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Server","value":"nginx"},{"key":"Date","value":"Fri, 12 Nov 2021 07:22:46 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Cache-Control","value":"public, no-cache"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"X-Frame-Options","value":"SAMEORIGIN"},{"key":"X-Content-Type-Options","value":"nosniff"},{"key":"X-XSS-Protection","value":"1; mode=block"},{"key":"Strict-Transport-Security","value":"max-age=31536000"},{"key":"Referrer-Policy","value":"no-referrer-when-downgrade"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"application_status\": {\n        \"question\": {\n            \"application_id\": \"APP1716206150568638\"\n        },\n        \"answer\": {\n            \"application_current_status\": \"Partial App\",\n            \"application_current_stage\": \"Channel App\",\n            \"application_date\": \"2021-11-12\",\n            \"application_process_details\": [\n                {\n                    \"process_status_label\": \"Partial App\",\n                    \"process_stage_label\": \"Channel App\",\n                    \"process_date\": \"2021-11-12 07:22:08\"\n                }\n            ]\n        }\n    }\n}"}],"_postman_id":"2c7ba9f6-de51-4e2b-82a4-33adc4ffc050"},{"name":"Applications in Given Period","id":"f2d038ba-716e-4048-9c0f-0820fac2050c","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"{{api_auth}}","type":"text"},{"key":"REQ-PRODUCT-ID","value":"{{product_id}}","type":"text"},{"key":"PARTNER-ID","value":"{{partner_id}}","type":"text"}],"body":{"mode":"raw","raw":"{\r\n    \"applications\": {\r\n        \"from\": \"20211101\",\r\n        \"till\": \"20211128\"\r\n    }\r\n}","options":{"raw":{"language":"json"}}},"url":"{{base_url}}/v1-application/enquire","description":"<h2 id=\"use-case\">Use Case</h2>\n<hr />\n<p>The <strong>Applications</strong> API request will send back the list of applications created with provided <strong>from</strong> and <strong>to</strong> params.</p>\n<h2 id=\"example\">Example:</h2>\n<hr />\n<blockquote>\n<h5 id=\"--single-question\">- <strong>Single Question</strong></h5>\n</blockquote>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"application_status\":{\n        ....\n     }\n}\n</code></pre>\n<h2 id=\"request-attributes\">Request Attributes</h2>\n<hr />\n<p>Content Type: JSON</p>\n<h6 id=\"body-parameter\">Body Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n<th>Required/Optional</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>from</td>\n<td>start date</td>\n<td>Required</td>\n</tr>\n<tr>\n<td>till</td>\n<td>end date</td>\n<td>Required</td>\n</tr>\n</tbody>\n</table>\n</div><h6 id=\"response-parameter\">Response Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>application_id</td>\n<td>Application Unique ID</td>\n</tr>\n<tr>\n<td>application_stage</td>\n<td>To Identify the request status</td>\n</tr>\n<tr>\n<td>application_date</td>\n<td>Application Recived Date</td>\n</tr>\n</tbody>\n</table>\n</div>","urlObject":{"path":["v1-application","enquire"],"host":["{{base_url}}"],"query":[],"variable":[]}},"response":[{"id":"cac54e68-1399-4785-8b5e-e54b4a2daeec","name":"Applications in Given Period","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"{{api_auth}}","type":"text"},{"key":"REQ-PRODUCT-ID","value":"{{product_id}}","type":"text"},{"key":"PARTNER-ID","value":"{{partner_id}}","type":"text"}],"body":{"mode":"raw","raw":"{\r\n    \"applications\": {\r\n        \"from\": \"20211101\",\r\n        \"till\": \"20211128\"\r\n    }\r\n}","options":{"raw":{"language":"json"}}},"url":"{{base_url}}/v1-application/enquire"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Server","value":"nginx"},{"key":"Date","value":"Wed, 01 Dec 2021 10:00:40 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Cache-Control","value":"public, no-cache"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"X-Frame-Options","value":"SAMEORIGIN"},{"key":"X-Content-Type-Options","value":"nosniff"},{"key":"X-XSS-Protection","value":"1; mode=block"},{"key":"Strict-Transport-Security","value":"max-age=31536000"},{"key":"Referrer-Policy","value":"no-referrer-when-downgrade"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"applications\": {\n        \"question\": {\n            \"from\": \"20211101\",\n            \"till\": \"20211128\"\n        },\n        \"answer\": {\n            \"APP1716206150568638\": {\n                \"address_landmark\": \"opposite sddsf\",\n                \"application_owner\": \"unofin\",\n                \"bureau_obligation\": \"1\",\n                \"channel_code\": \"unofin\",\n                \"channel_code_label\": \"Unofin\",\n                \"comment\": \"Underwriting done by unofin\",\n                \"created_by\": \"guest\",\n                \"created_date\": \"2021-11-12 07:22:07\",\n                \"current_step\": \"mobile_info\",\n                \"delivery_squad\": \"digital-west\",\n                \"dob\": \"19920630\",\n                \"doc_combo\": \"sal_bs3\",\n                \"ecs_account_type\": \"saving\",\n                \"ecs_bank\": \"IDBI\",\n                \"ecs_bank_acc_no\": \"1021234569874\",\n                \"ecs_bank_branch\": \"pune\",\n                \"ecs_bank_city\": \"pune\",\n                \"ecs_cust_name\": \"Test\",\n                \"ecs_ifsc_code\": \"IDBI\",\n                \"ecs_micr_code\": \"478596\",\n                \"educational_qualification\": \"graduate\",\n                \"educational_qualification_label\": \"Graduate\",\n                \"employer_name\": \"Loantap finance\",\n                \"employment_duration\": \"2\",\n                \"end_use\": \"any-other-purpose\",\n                \"fathers_name\": \"Dnyandev\",\n                \"fixed_income\": \"60000\",\n                \"full_name\": \"Dipeeka Dnyandev Avhad\",\n                \"gender\": \"female\",\n                \"home_addr_line1\": \"Test address\",\n                \"home_addr_line2\": \"Test 3\",\n                \"home_city\": \"nashik\",\n                \"home_ownership_type\": \"owned\",\n                \"home_zipcode\": \"422606\",\n                \"i_am_indian\": \"yes\",\n                \"ip\": \"54.86.50.139\",\n                \"job_type\": \"salaried\",\n                \"kyc_verified\": \"yes\",\n                \"lapp_date\": \"20211112\",\n                \"lapp_datetime\": \"2021-11-12 07:22:07\",\n                \"lapp_id\": \"APP1716206150568638\",\n                \"lapp_owner\": \"loantap\",\n                \"lapp_stage\": \"credit-appraisal\",\n                \"lapp_stage_label\": \"Credit Appraisal\",\n                \"lapp_status\": \"received\",\n                \"lapp_status_label\": \"Received\",\n                \"loan_city\": \"nashik\",\n                \"loan_city_category\": \"A\",\n                \"loan_city_label\": \"Nashik\",\n                \"loan_city_state\": \"MH\",\n                \"loan_city_state_code\": \"27\",\n                \"loan_city_state_name\": \"Maharashtra\",\n                \"marital_status\": \"single\",\n                \"mobile_number\": \"9403211167\",\n                \"mobile_number_verified\": \"yes\",\n                \"modified_by\": \"guest\",\n                \"modified_date\": \"2021-11-12 00:00:00\",\n                \"mothers_maiden_name\": \"testscsc\",\n                \"nbfc\": \"loantap_credit\",\n                \"no_of_dependents\": \"4\",\n                \"office_addr_line1\": \"Test address line 1\",\n                \"office_addr_line2\": \"Test address line 1\",\n                \"office_city\": \"pune\",\n                \"office_zipcode\": \"422261\",\n                \"official_email\": \"dipeeka@loantap.in\",\n                \"pan_card\": \"ALWPG5809L\",\n                \"pan_card_verified\": \"yes\",\n                \"permanent_addr_line1\": \"Test address line 1\",\n                \"permanent_addr_line2\": \"Test address line 1\",\n                \"permanent_city\": \"nashik\",\n                \"permanent_zipcode\": \"422606\",\n                \"personal_email\": \"dipeeka@loantap.in\",\n                \"req_amount\": \"150000\",\n                \"req_product_id\": \"co-unofin-term-loan\",\n                \"req_tenure\": \"12\",\n                \"salary_account_no\": \"1021234569874\",\n                \"salary_bank_name\": \"IDBI\",\n                \"terms_and_conditions\": \"yes\",\n                \"total_work_experience\": \"5\",\n                \"turnaround_end\": \"2021-11-12 07:28:53\",\n                \"turnaround_start\": \"2021-11-12 07:22:07\",\n                \"turnaround_time_mins\": \"7\",\n                \"turnaround_time_mins_label\": \"6 minutes 46 seconds\",\n                \"utm_campaign\": \"none\",\n                \"utm_campaign_id\": \"none\",\n                \"utm_device\": \"api\",\n                \"utm_medium\": \"referral\",\n                \"utm_origin\": \"cmr\",\n                \"utm_origin_flow\": \"channel_cmr\",\n                \"utm_referrer\": \"\",\n                \"utm_source\": \"unofin\",\n                \"utm_source_medium\": \"unofin-referral\",\n                \"utm_term\": \"none\",\n                \"utm_time\": \"2021-11-12T07:22:07+00:00\",\n                \"utm_user_agent\": \"PostmanRuntime/7.28.4\",\n                \"years_at_current_residence\": \"5\"\n            },\n            \"APP1717199947042918\": {\n                \"address_landmark\": \"opposite sddsf\",\n                \"application_owner\": \"unofin\",\n                \"bureau_obligation\": \"1\",\n                \"channel_code\": \"unofin\",\n                \"channel_code_label\": \"Unofin\",\n                \"comment\": \"Underwriting done by unofin\",\n                \"created_by\": \"guest\",\n                \"created_date\": \"2021-11-23 06:38:05\",\n                \"current_step\": \"mobile_info\",\n                \"delivery_squad\": \"digital-west\",\n                \"dob\": \"19920630\",\n                \"doc_combo\": \"sal_bs3\",\n                \"ecs_account_type\": \"saving\",\n                \"ecs_bank\": \"IDBI\",\n                \"ecs_bank_acc_no\": \"1021234569874\",\n                \"ecs_bank_branch\": \"pune\",\n                \"ecs_bank_city\": \"pune\",\n                \"ecs_cust_name\": \"Test\",\n                \"ecs_ifsc_code\": \"IDBI\",\n                \"ecs_micr_code\": \"478596\",\n                \"educational_qualification\": \"graduate\",\n                \"educational_qualification_label\": \"Graduate\",\n                \"employer_name\": \"Loantap finance\",\n                \"employment_duration\": \"2\",\n                \"end_use\": \"any-other-purpose\",\n                \"fathers_name\": \"Fathername\",\n                \"fixed_income\": \"60000\",\n                \"full_name\": \"Firstname Middlename Lastname\",\n                \"gender\": \"female\",\n                \"home_addr_line1\": \"Test address\",\n                \"home_addr_line2\": \"Test 3\",\n                \"home_city\": \"nashik\",\n                \"home_ownership_type\": \"owned\",\n                \"home_zipcode\": \"422608\",\n                \"i_am_indian\": \"yes\",\n                \"ip\": \"54.86.50.139\",\n                \"job_type\": \"salaried\",\n                \"kyc_verified\": \"yes\",\n                \"lapp_date\": \"20211123\",\n                \"lapp_datetime\": \"2021-11-23 06:38:05\",\n                \"lapp_id\": \"APP1717199947042918\",\n                \"lapp_owner\": \"loantap\",\n                \"lapp_stage\": \"channel-app\",\n                \"lapp_stage_label\": \"Channel App\",\n                \"lapp_status\": \"partial-app\",\n                \"lapp_status_label\": \"Partial App\",\n                \"loan_city\": \"nashik\",\n                \"loan_city_category\": \"A\",\n                \"loan_city_label\": \"Nashik\",\n                \"loan_city_state\": \"MH\",\n                \"loan_city_state_code\": \"27\",\n                \"loan_city_state_name\": \"Maharashtra\",\n                \"marital_status\": \"single\",\n                \"mobile_number\": \"9403211167\",\n                \"mobile_number_verified\": \"yes\",\n                \"modified_by\": \"guest\",\n                \"modified_date\": \"2021-11-23 00:00:00\",\n                \"mothers_maiden_name\": \"testscsc\",\n                \"nbfc\": \"loantap_credit\",\n                \"no_of_dependents\": \"4\",\n                \"office_addr_line1\": \"Test address line 1\",\n                \"office_addr_line2\": \"Test address line 1\",\n                \"office_city\": \"pune\",\n                \"office_zipcode\": \"422261\",\n                \"official_email\": \"test@gmail.com\",\n                \"pan_card\": \"AAABB5809C\",\n                \"pan_card_verified\": \"yes\",\n                \"permanent_addr_line1\": \"Test address line 1\",\n                \"permanent_addr_line2\": \"Test address line 1\",\n                \"permanent_city\": \"nashik\",\n                \"permanent_zipcode\": \"422606\",\n                \"personal_email\": \"test@gmail.com\",\n                \"req_amount\": \"150000\",\n                \"req_product_id\": \"co-unofin-term-loan\",\n                \"req_tenure\": \"12\",\n                \"salary_account_no\": \"1021234569874\",\n                \"salary_bank_name\": \"IDBI\",\n                \"terms_and_conditions\": \"yes\",\n                \"total_work_experience\": \"5\",\n                \"turnaround_end\": \"2021-11-23 06:38:05\",\n                \"turnaround_start\": \"2021-11-23 06:38:05\",\n                \"turnaround_time_mins\": \"0\",\n                \"turnaround_time_mins_label\": \"0\",\n                \"utm_campaign\": \"none\",\n                \"utm_campaign_id\": \"none\",\n                \"utm_device\": \"api\",\n                \"utm_medium\": \"referral\",\n                \"utm_origin\": \"cmr\",\n                \"utm_origin_flow\": \"channel_cmr\",\n                \"utm_referrer\": \"\",\n                \"utm_source\": \"unofin\",\n                \"utm_source_medium\": \"unofin-referral\",\n                \"utm_term\": \"none\",\n                \"utm_time\": \"2021-11-23T06:38:05+00:00\",\n                \"utm_user_agent\": \"PostmanRuntime/7.28.4\",\n                \"years_at_current_residence\": \"5\"\n            }\n        }\n    }\n}"}],"_postman_id":"f2d038ba-716e-4048-9c0f-0820fac2050c"},{"name":"Application Document Status","id":"8b18fe21-bd7e-44a0-824a-3ddc05898abd","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"{{api_auth}}","type":"text"},{"key":"REQ-PRODUCT-ID","value":"{{product_id}}","type":"text"},{"key":"PARTNER-ID","value":"{{partner_id}}","type":"text"}],"body":{"mode":"raw","raw":"{\r\n  \"documents_status\": {\r\n      \"application_id\": \"APP1690494907804655\"\r\n  }\r\n}","options":{"raw":{"language":"json"}}},"url":"{{base_url}}/v1-application/enquire","description":"<h2 id=\"use-case\">Use Case</h2>\n<hr />\n<p>The <strong>Applications Document Status</strong> API request will send back the actual status of all the documents uploaded or need to be uploaded.</p>\n<p>The <strong>Applications Document Status</strong> API <strong>documents_status</strong> is the question and the actual status of all the documents uploaded or need to be uploaded is the answer for the question.</p>\n<p>We can create multiple questions for the Applications Document Status request with the unique id to the question separated by \"+\" i.e. \"documents_status+[unique_id]</p>\n<h2 id=\"example\">Example:</h2>\n<hr />\n<blockquote>\n<h5 id=\"--single-question\">- <strong>Single Question</strong></h5>\n</blockquote>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"documents_status\":{\n        ....\n     }\n}\n</code></pre>\n<blockquote>\n<h5 id=\"--multiple-question\">- <strong>Multiple Question</strong></h5>\n</blockquote>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"documents_status+1\":{\n        ....\n     },\n     \"documents_status+2\":{\n        ....\n     }\n}\n</code></pre>\n<h2 id=\"request-attributes\">Request Attributes</h2>\n<hr />\n<p>Content Type: JSON</p>\n<h6 id=\"body-parameter\">Body Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n<th>Required/Optional</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>application_id</td>\n<td>This is the unique Application id</td>\n<td>Required</td>\n</tr>\n</tbody>\n</table>\n</div><h6 id=\"response-parameter\">Response Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>doc_combo</td>\n<td>Required document set code which are need to uploade by customer</td>\n</tr>\n<tr>\n<td>documents</td>\n<td>Set of document</td>\n</tr>\n<tr>\n<td>file_name</td>\n<td>Uploaded document file name</td>\n</tr>\n<tr>\n<td>label</td>\n<td>Lable of document</td>\n</tr>\n<tr>\n<td>required</td>\n<td>define the document is required to upload or not</td>\n</tr>\n<tr>\n<td>is_uploaded</td>\n<td>document upload status</td>\n</tr>\n<tr>\n<td>is_completed</td>\n<td>Document upload and verification status is completed or not</td>\n</tr>\n</tbody>\n</table>\n</div>","urlObject":{"path":["v1-application","enquire"],"host":["{{base_url}}"],"query":[],"variable":[]}},"response":[{"id":"1631944d-4a1c-4d80-8926-31fc9ff11194","name":"Application Document Status","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"{{api_auth}}","type":"text"},{"key":"REQ-PRODUCT-ID","value":"{{product_id}}","type":"text"},{"key":"PARTNER-ID","value":"{{partner_id}}","type":"text"}],"body":{"mode":"raw","raw":"{\r\n  \"documents_status\": {\r\n      \"application_id\": \"APP1716206150568638\"\r\n  }\r\n}","options":{"raw":{"language":"json"}}},"url":"{{base_url}}/v1-application/enquire"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Server","value":"nginx"},{"key":"Date","value":"Fri, 12 Nov 2021 07:26:45 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Cache-Control","value":"public, no-cache"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"X-Frame-Options","value":"SAMEORIGIN"},{"key":"X-Content-Type-Options","value":"nosniff"},{"key":"X-XSS-Protection","value":"1; mode=block"},{"key":"Strict-Transport-Security","value":"max-age=31536000"},{"key":"Referrer-Policy","value":"no-referrer-when-downgrade"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"documents_status\": {\n        \"question\": {\n            \"application_id\": \"APP1716206150568638\"\n        },\n        \"answer\": {\n            \"doc_combo\": \"sal_bs3\",\n            \"documents\": {\n                \"kyc\": {\n                    \"aadhaar_card\": {\n                        \"file_name\": \"aadhaar_card\",\n                        \"label\": \"Aadhaar Card\",\n                        \"required\": \"no\",\n                        \"is_uploaded\": \"yes\"\n                    },\n                    \"aadhaar_card-xxxx\": {\n                        \"file_name\": \"aadhaar_card-xxxx\",\n                        \"label\": \"Additional Aadhaar Card Page\",\n                        \"required\": \"no\",\n                        \"is_uploaded\": \"no\"\n                    },\n                    \"address_proof\": {\n                        \"file_name\": \"address_proof\",\n                        \"label\": \"Address Proof\",\n                        \"required\": \"yes\",\n                        \"is_uploaded\": \"yes\"\n                    },\n                    \"is_completed\": \"yes\"\n                },\n                \"others\": {\n                    \"others\": {\n                        \"file_name\": \"others\",\n                        \"label\": \"Others\",\n                        \"required\": \"yes\",\n                        \"is_uploaded\": \"no\"\n                    },\n                    \"is_completed\": \"yes\"\n                },\n                \"salary_slip\": {\n                    \"salary_slip-all-102021\": {\n                        \"file_name\": \"salary_slip-all-102021\",\n                        \"label\": \"Salary Slip Month 1\",\n                        \"required\": \"yes\",\n                        \"is_uploaded\": \"no\"\n                    },\n                    \"is_completed\": \"no\"\n                },\n                \"bank_statement\": {\n                    \"single_file\": {\n                        \"bank_statement-082021-3\": {\n                            \"file_name\": \"bank_statement-082021-3\",\n                            \"label\": \"Bank Statement ALL\",\n                            \"required\": \"yes\",\n                            \"is_uploaded\": \"no\"\n                        }\n                    },\n                    \"individual_files\": {\n                        \"bank_statement-102021\": {\n                            \"file_name\": \"bank_statement-102021\",\n                            \"label\": \"Bank Statement Month 1\",\n                            \"required\": \"yes\",\n                            \"is_uploaded\": \"no\"\n                        },\n                        \"bank_statement-092021\": {\n                            \"file_name\": \"bank_statement-092021\",\n                            \"label\": \"Bank Statement Month 2\",\n                            \"required\": \"yes\",\n                            \"is_uploaded\": \"no\"\n                        },\n                        \"bank_statement-082021\": {\n                            \"file_name\": \"bank_statement-082021\",\n                            \"label\": \"Bank Statement Month 3\",\n                            \"required\": \"yes\",\n                            \"is_uploaded\": \"no\"\n                        }\n                    },\n                    \"is_completed\": \"no\"\n                }\n            }\n        }\n    }\n}"}],"_postman_id":"8b18fe21-bd7e-44a0-824a-3ddc05898abd"},{"name":"Application Master Data","id":"67d7fbef-f93c-4d99-a38e-311e129b730e","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"6Bb4cktgX4H1GT+540razw==","type":"text"},{"key":"REQ-PRODUCT-ID","value":"lt-personal-term-loan-reducing","type":"text"},{"key":"PARTNER-ID","value":"andromeda","type":"text"}],"body":{"mode":"raw","raw":"{\r\n\t\"application_masters\": {}\r\n}","options":{"raw":{"language":"json"}}},"url":"https://loantap.thearks.in/v1-application/enquire","description":"<h2 id=\"application_masters\">application_masters</h2>\n<p>This question will answer the list of supported value which LoanTap will accept in different API's like <strong>add_application</strong>,<strong>application_status</strong>, etc.</p>\n<p>This is an independent API which you can call any time to get the list of value to be passed.</p>\n","urlObject":{"protocol":"https","path":["v1-application","enquire"],"host":["loantap","thearks","in"],"query":[],"variable":[]}},"response":[{"id":"1d89f98c-5639-408d-8c76-e920b2802c37","name":"Application Master Data","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"{{api_auth}}","type":"text"},{"key":"REQ-PRODUCT-ID","value":"{{product_id}}","type":"text"},{"key":"PARTNER-ID","value":"{{partner_id}}","type":"text"}],"body":{"mode":"raw","raw":"{\r\n\t\"application_masters\": {}\r\n}","options":{"raw":{"language":"json"}}},"url":"{{base_url}}/v1-application/enquire"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Server","value":"nginx"},{"key":"Date","value":"Thu, 11 Nov 2021 06:41:22 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Cache-Control","value":"public, no-cache"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"X-Frame-Options","value":"SAMEORIGIN"},{"key":"X-Content-Type-Options","value":"nosniff"},{"key":"X-XSS-Protection","value":"1; mode=block"},{"key":"Strict-Transport-Security","value":"max-age=31536000"},{"key":"Referrer-Policy","value":"no-referrer-when-downgrade"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"application_masters\": {\n        \"answer\": {\n            \"allowed_data\": {\n                \"loan_cities\": [\n                    \"bangalore\",\n                    \"bangalore\",\n                    \"bhubaneswar\",\n                    \"howrah\",\n                    \"lucknow\",\n                    \"pune\",\n                    \"pune\",\n                    \"mumbai\",\n                    \"mumbai\",\n                    \"navi-mumbai\",\n                    \"navi-mumbai\",\n                    \"delhi-ncr\",\n                    \"delhi-ncr\",\n                    \"chennai\",\n                    \"chennai\",\n                    \"hyderabad\",\n                    \"hyderabad\",\n                    \"ahmedabad\",\n                    \"ahmedabad\",\n                    \"chandigarh\",\n                    \"chandigarh\",\n                    \"bhopal\",\n                    \"bhopal\",\n                    \"indore\",\n                    \"indore\",\n                    \"raipur\",\n                    \"raipur\",\n                    \"vadodara\",\n                    \"vadodara\",\n                    \"coimbatore\",\n                    \"coimbatore\",\n                    \"jaipur\",\n                    \"jaipur\",\n                    \"ghaziabad\",\n                    \"kolkata\",\n                    \"nagpur\",\n                    \"nagpur\",\n                    \"nashik\",\n                    \"nashik\",\n                    \"nashik\",\n                    \"patna\",\n                    \"surat\"\n                ],\n                \"doc_combo\": [\n                    \"no_doc_combo\",\n                    \"oh_bs3\"\n                ],\n                \"job_type\": {\n                    \"salaried\": \"Salaried\",\n                    \"self-employed\": \"Self Employed\"\n                },\n                \"gender\": {\n                    \"male\": \"Male\",\n                    \"female\": \"Female\"\n                },\n                \"educational_qualification\": {\n                    \"others\": \"Others\",\n                    \"professional\": \"Professional\",\n                    \"post-graduate\": \"Post Graduate\",\n                    \"graduate\": \"Graduate\",\n                    \"under-graduate\": \"Under Graduate\"\n                },\n                \"marital_status\": {\n                    \"married\": \"Married\",\n                    \"single\": \"Single\",\n                    \"other\": \"Other\"\n                },\n                \"brand_name\": {\n                    \"hero-electric\": \"Hero Electric\",\n                    \"ampere\": \"Ampere\",\n                    \"benling\": \"Benling\",\n                    \"okinawa\": \"Okinawa\",\n                    \"easyride\": \"EasyRide\",\n                    \"odysse\": \"Odysse\",\n                    \"jitendra-ev\": \"Jitendra EV\",\n                    \"techo-electra\": \"Techo Electra\",\n                    \"tunwal\": \"Tunwal\",\n                    \"lohia-auto\": \"Lohia Auto\",\n                    \"yo-bykes-electrotherm\": \"Yo Bykes (Electrotherm)\",\n                    \"nds-eco-motors\": \"NDS Eco Motors\",\n                    \"ather\": \"Ather\",\n                    \"gowel\": \"Gowel\",\n                    \"verigo\": \"Verigo\",\n                    \"oreva-electric\": \"Oreva Electric\",\n                    \"used-tw\": \"Used TW\",\n                    \"revolt-motors\": \"Revolt Motors\",\n                    \"evolet\": \"Evolet\",\n                    \"motion-man\": \"Motion Man\",\n                    \"battre\": \"BattRE\",\n                    \"gemopai\": \"Gemopai\",\n                    \"nexzu\": \"Nexzu\",\n                    \"ozomo\": \"Ozomo\",\n                    \"sundak\": \"Sundak\",\n                    \"varcus\": \"Varcus\",\n                    \"uno-bike\": \"Uno Bike\",\n                    \"multi-brand\": \"Multi Brand\",\n                    \"petrol-tw\": \"Petrol TW\",\n                    \"bgauss\": \"BGauss\",\n                    \"mego-motors\": \"Mego Motors\",\n                    \"sahara-evols\": \"Sahara Evols\",\n                    \"supertech\": \"Supertech\",\n                    \"shema-e-vehicles\": \"Shema E Vehicles\",\n                    \"prosspa\": \"Prosspa\",\n                    \"diwa-electric-vehicles\": \"Diwa Electric Vehicles\",\n                    \"gt-force\": \"GT FORCE\",\n                    \"warivo\": \"Warivo\",\n                    \"mirakle-5\": \"Mirakle 5\",\n                    \"arknine-technologies\": \"Arknine Technologies\",\n                    \"komaki\": \"Komaki\",\n                    \"trueno\": \"Trueno\",\n                    \"pure-ev\": \"Pure EV\",\n                    \"green-power\": \"Green Power\",\n                    \"amo-mobility\": \"AMO Mobility\",\n                    \"raymotoss\": \"RAYMOTOSS\",\n                    \"emotorad\": \"EMotorad\",\n                    \"franklin\": \"FRANKLIN\",\n                    \"e-royce\": \"e-royce\"\n                },\n                \"vehicle_type\": {\n                    \"electric_tw\": \"Electric TW\",\n                    \"petrol_tw\": \"Petrol TW\",\n                    \"used_car\": \"Used Car\"\n                },\n                \"vehicle_rto_reg_applicable\": {\n                    \"value_1\": \"Yes\",\n                    \"value_2\": \"No\"\n                },\n                \"home_ownership_type\": {\n                    \"rented\": \"Rented\",\n                    \"owned\": \"Owned\",\n                    \"provided-by-company\": \"Provided by Company\",\n                    \"relative-house\": \"Relative House\"\n                },\n                \"years_at_current_residence\": \"\",\n                \"employment_year\": {\n                    \"less-than-2-years\": \"&lt; 2 Years\",\n                    \"less-than-5-years\": \"&lt; 5 Years\",\n                    \"more-than-5-years\": \"&gt; 5 Years\"\n                },\n                \"business_ownership_type\": {\n                    \"owned\": \"Owned\",\n                    \"rented\": \"Rented\"\n                },\n                \"years_of_business\": {\n                    \"less-than-2-years\": \"Less than 2 years\",\n                    \"less-than-5-years\": \"Less than 5 years\",\n                    \"more-than-5-years\": \"More than 5 years\"\n                },\n                \"applicant_documents\": [\n                    {\n                        \"label\": \"Address Proof\",\n                        \"value\": \"address_proof\"\n                    },\n                    {\n                        \"label\": \"Current Address Proof\",\n                        \"value\": \"current_address_proof\"\n                    },\n                    {\n                        \"label\": \"Aadhaar Card\",\n                        \"value\": \"aadhaar_card\"\n                    },\n                    {\n                        \"label\": \"Additional Aadhaar Card Page\",\n                        \"value\": \"aadhaar_card-xxxx\"\n                    },\n                    {\n                        \"label\": \"Bank Statement Month 1\",\n                        \"value\": \"bank_statement-month-1\"\n                    },\n                    {\n                        \"label\": \"Bank Statement Month 2\",\n                        \"value\": \"bank_statement-month-2\"\n                    },\n                    {\n                        \"label\": \"Bank Statement Month 3\",\n                        \"value\": \"bank_statement-month-3\"\n                    },\n                    {\n                        \"label\": \"Bank Statement Month 4\",\n                        \"value\": \"bank_statement-month-4\"\n                    },\n                    {\n                        \"label\": \"Bank Statement Month 5\",\n                        \"value\": \"bank_statement-month-5\"\n                    },\n                    {\n                        \"label\": \"Bank Statement Month 6\",\n                        \"value\": \"bank_statement-month-6\"\n                    },\n                    {\n                        \"label\": \"Bank Statement Combined\",\n                        \"value\": \"bank_statement-combined\"\n                    },\n                    {\n                        \"label\": \"Bank Verification Statement\",\n                        \"value\": \"bank_verification_statement\"\n                    },\n                    {\n                        \"label\": \"paytmWallet Statement\",\n                        \"value\": \"paytmwallet_statement\"\n                    },\n                    {\n                        \"label\": \"Additional paytmWallet Statement\",\n                        \"value\": \"paytmwallet_statement-xxxx\"\n                    },\n                    {\n                        \"label\": \"Credit Card Statement\",\n                        \"value\": \"credit_card_statement\"\n                    },\n                    {\n                        \"label\": \"Cibil Report\",\n                        \"value\": \"cibil_report\"\n                    },\n                    {\n                        \"label\": \"Additional Cibil Report\",\n                        \"value\": \"cibil_report-xxxx\"\n                    },\n                    {\n                        \"label\": \"CRIF Report\",\n                        \"value\": \"crif_report\"\n                    },\n                    {\n                        \"label\": \"CRIF Verification\",\n                        \"value\": \"crif_verification\"\n                    },\n                    {\n                        \"label\": \"Cheque Full Amount\",\n                        \"value\": \"cheque-full_amount\"\n                    },\n                    {\n                        \"label\": \"Cheque EMI\",\n                        \"value\": \"cheque-emi\"\n                    },\n                    {\n                        \"label\": \"Cheque Cancelled\",\n                        \"value\": \"cheque-cancelled\"\n                    },\n                    {\n                        \"label\": \"CAM\",\n                        \"value\": \"cam\"\n                    },\n                    {\n                        \"label\": \"Customer Photo\",\n                        \"value\": \"customer_photo\"\n                    },\n                    {\n                        \"label\": \"Driving License\",\n                        \"value\": \"driving_licence\"\n                    },\n                    {\n                        \"label\": \"Electricity Bill\",\n                        \"value\": \"electricity_bill\"\n                    },\n                    {\n                        \"label\": \"FAM\",\n                        \"value\": \"fam\"\n                    },\n                    {\n                        \"label\": \"Additional FAM\",\n                        \"value\": \"fam-xxxx\"\n                    },\n                    {\n                        \"label\": \"Form 16\",\n                        \"value\": \"form_16\"\n                    },\n                    {\n                        \"label\": \"Additional Form 16 Pages\",\n                        \"value\": \"form_16-xxxx\"\n                    },\n                    {\n                        \"label\": \"Govt. Allotment Letter\",\n                        \"value\": \"govt_allotment_letter\"\n                    },\n                    {\n                        \"label\": \"Gas Receipt\",\n                        \"value\": \"gas_receipt\"\n                    },\n                    {\n                        \"label\": \"Gas Book\",\n                        \"value\": \"gas_book\"\n                    },\n                    {\n                        \"label\": \"Loan Agreement\",\n                        \"value\": \"loan_agreement\"\n                    },\n                    {\n                        \"label\": \"Loan Agreement Copy\",\n                        \"value\": \"loan_agreement_copy\"\n                    },\n                    {\n                        \"label\": \"Agreement eSigned\",\n                        \"value\": \"agreement_esigned\"\n                    },\n                    {\n                        \"label\": \"Nach Mandate\",\n                        \"value\": \"nach_mandate\"\n                    },\n                    {\n                        \"label\": \"Office FI Report\",\n                        \"value\": \"office_fi_report\"\n                    },\n                    {\n                        \"label\": \"OSV ID Proof\",\n                        \"value\": \"osv_id_proof\"\n                    },\n                    {\n                        \"label\": \"OSV Address Proof\",\n                        \"value\": \"osv_address_proof\"\n                    },\n                    {\n                        \"label\": \"Residence FI Photo 1\",\n                        \"value\": \"residence_fi_photo_1\"\n                    },\n                    {\n                        \"label\": \"Residence FI Photo 2\",\n                        \"value\": \"residence_fi_photo_2\"\n                    },\n                    {\n                        \"label\": \"Residence FI Photo 3\",\n                        \"value\": \"residence_fi_photo_3\"\n                    },\n                    {\n                        \"label\": \"Residence FI Photo 4\",\n                        \"value\": \"residence_fi_photo_4\"\n                    },\n                    {\n                        \"label\": \"Residence FI Photo 5\",\n                        \"value\": \"residence_fi_photo_5\"\n                    },\n                    {\n                        \"label\": \"Office FI Photo 1\",\n                        \"value\": \"office_fi_photo_1\"\n                    },\n                    {\n                        \"label\": \"Office FI Photo 2\",\n                        \"value\": \"office_fi_photo_2\"\n                    },\n                    {\n                        \"label\": \"Office FI Photo 3\",\n                        \"value\": \"office_fi_photo_3\"\n                    },\n                    {\n                        \"label\": \"Office FI Photo 4\",\n                        \"value\": \"office_fi_photo_4\"\n                    },\n                    {\n                        \"label\": \"Office FI Photo 5\",\n                        \"value\": \"office_fi_photo_5\"\n                    },\n                    {\n                        \"label\": \"Pan Card\",\n                        \"value\": \"pan_card\"\n                    },\n                    {\n                        \"label\": \"Passport\",\n                        \"value\": \"passport\"\n                    },\n                    {\n                        \"label\": \"Additional Passport Page\",\n                        \"value\": \"passport-xxxx\"\n                    },\n                    {\n                        \"label\": \"Permanent address FI Report\",\n                        \"value\": \"permanent_address_fi_report\"\n                    },\n                    {\n                        \"label\": \"Photo\",\n                        \"value\": \"photo\"\n                    },\n                    {\n                        \"label\": \"Additional Photo\",\n                        \"value\": \"photo-xxxx\"\n                    },\n                    {\n                        \"label\": \"Rent Agreement\",\n                        \"value\": \"rent_agreement\"\n                    },\n                    {\n                        \"label\": \"Additional Rent Agreement pages\",\n                        \"value\": \"rent_agreement-xxxx\"\n                    },\n                    {\n                        \"label\": \"Residence FI Report\",\n                        \"value\": \"residence_fi_report\"\n                    },\n                    {\n                        \"label\": \"Salary Slip Month 1\",\n                        \"value\": \"salary_slip-month-1\"\n                    },\n                    {\n                        \"label\": \"Salary Slip Month 2\",\n                        \"value\": \"salary_slip-month-2\"\n                    },\n                    {\n                        \"label\": \"Salary Slip Month 3\",\n                        \"value\": \"salary_slip-month-3\"\n                    },\n                    {\n                        \"label\": \"Salary Slip Combined\",\n                        \"value\": \"salary_slip-combined\"\n                    },\n                    {\n                        \"label\": \"Sale Deed\",\n                        \"value\": \"sale_deed\"\n                    },\n                    {\n                        \"label\": \"Telephone Bill\",\n                        \"value\": \"telephone_bill\"\n                    },\n                    {\n                        \"label\": \"Voter ID\",\n                        \"value\": \"voter_id\"\n                    },\n                    {\n                        \"label\": \"Voter ID Back\",\n                        \"value\": \"voter_id_back\"\n                    },\n                    {\n                        \"label\": \"FI Report Received\",\n                        \"value\": \"fi_report_received\"\n                    },\n                    {\n                        \"label\": \"Nach Received\",\n                        \"value\": \"nach_received\"\n                    },\n                    {\n                        \"label\": \"Agreement Received\",\n                        \"value\": \"agreement_received\"\n                    },\n                    {\n                        \"label\": \"GST Returns Month 1\",\n                        \"value\": \"gst_returns-month-1\"\n                    },\n                    {\n                        \"label\": \"GST Returns Month 2\",\n                        \"value\": \"gst_returns-month-2\"\n                    },\n                    {\n                        \"label\": \"GST Returns Month 3\",\n                        \"value\": \"gst_returns-month-3\"\n                    },\n                    {\n                        \"label\": \"GST Returns Month 4\",\n                        \"value\": \"gst_returns-month-4\"\n                    },\n                    {\n                        \"label\": \"GST Returns Month 5\",\n                        \"value\": \"gst_returns-month-5\"\n                    },\n                    {\n                        \"label\": \"GST Returns Month 6\",\n                        \"value\": \"gst_returns-month-6\"\n                    },\n                    {\n                        \"label\": \"GST Returns Combined\",\n                        \"value\": \"gst_returns-combined\"\n                    },\n                    {\n                        \"label\": \"GST Certificate\",\n                        \"value\": \"gst_certificate\"\n                    },\n                    {\n                        \"label\": \"RC Book\",\n                        \"value\": \"rc_book\"\n                    },\n                    {\n                        \"label\": \"Bike Insurance Copy\",\n                        \"value\": \"bike_insurance_copy\"\n                    },\n                    {\n                        \"label\": \"Invoice Copy\",\n                        \"value\": \"invoice_copy\"\n                    },\n                    {\n                        \"label\": \"Shop Act\",\n                        \"value\": \"shop_act\"\n                    },\n                    {\n                        \"label\": \"Latest ITR\",\n                        \"value\": \"itr\"\n                    },\n                    {\n                        \"label\": \"Additional ITR\",\n                        \"value\": \"itr-xxxx\"\n                    },\n                    {\n                        \"label\": \"House Owners Sanction Letter\",\n                        \"value\": \"house_owners_sanction_letter\"\n                    },\n                    {\n                        \"label\": \"Booking Receipt\",\n                        \"value\": \"booking_receipt\"\n                    },\n                    {\n                        \"label\": \"Other\",\n                        \"value\": \"other\"\n                    },\n                    {\n                        \"label\": \"Udyog Aadhaar Certificate\",\n                        \"value\": \"udyog_uaadhaar_certificate\"\n                    },\n                    {\n                        \"label\": \"Shop Photo 1\",\n                        \"value\": \"shop_photo_1\"\n                    },\n                    {\n                        \"label\": \"Shop Photo 2\",\n                        \"value\": \"shop_photo_2\"\n                    },\n                    {\n                        \"label\": \"Shop Photo 3\",\n                        \"value\": \"shop_photo_3\"\n                    },\n                    {\n                        \"label\": \"Shop Photo 4\",\n                        \"value\": \"shop_photo_4\"\n                    },\n                    {\n                        \"label\": \"VCIP Report\",\n                        \"value\": \"vcip_report\"\n                    },\n                    {\n                        \"label\": \"Restructure Request Letter\",\n                        \"value\": \"restructure_request_letter\"\n                    },\n                    {\n                        \"label\": \"SBM KYC File\",\n                        \"value\": \"sbm_kyc_file\"\n                    }\n                ],\n                \"disbursal_doc\": [\n                    {\n                        \"label\": \"Agreement\",\n                        \"value\": \"agreement_scanned\"\n                    },\n                    {\n                        \"label\": \"Nach\",\n                        \"value\": \"nach_scanned\"\n                    },\n                    {\n                        \"label\": \"BV Report\",\n                        \"value\": \"bv_report\"\n                    },\n                    {\n                        \"label\": \"Residence CPV Report\",\n                        \"value\": \"cpv_resi_report\"\n                    },\n                    {\n                        \"label\": \"Office CPV Report\",\n                        \"value\": \"cpv_office_report\"\n                    },\n                    {\n                        \"label\": \"FI Report\",\n                        \"value\": \"fi_doc\"\n                    }\n                ]\n            },\n            \"allowed_keys\": {\n                \"self-employed\": {\n                    \"full_name\": \"optional\",\n                    \"business_name\": \"optional\",\n                    \"personal_email\": \"mandatory\",\n                    \"mobile_number\": \"mandatory\",\n                    \"dob\": \"optional\",\n                    \"loan_city\": \"mandatory\",\n                    \"business_addr_line1\": \"optional\",\n                    \"business_addr_line2\": \"optional\",\n                    \"business_zipcode\": \"optional\",\n                    \"business_city\": \"optional\",\n                    \"pan_card\": \"optional\",\n                    \"req_amount\": \"optional\",\n                    \"req_tenure\": \"optional\",\n                    \"sales_executive_name\": \"optional\",\n                    \"job_type\": \"optional\",\n                    \"doc_combo\": \"optional\",\n                    \"ch_customer_id\": \"optional\",\n                    \"partner_txn_data_month1\": \"optional\",\n                    \"partner_txn_data_month2\": \"optional\",\n                    \"partner_txn_data_month3\": \"optional\",\n                    \"partner_txn_data_month4\": \"optional\",\n                    \"partner_txn_data_month5\": \"optional\",\n                    \"partner_txn_data_month6\": \"optional\",\n                    \"is_consent\": \"optional\"\n                }\n            }\n        }\n    }\n}"}],"_postman_id":"67d7fbef-f93c-4d99-a38e-311e129b730e"},{"name":"Get Application","id":"cd878c74-983b-4361-8f47-1b849c6200c1","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","type":"text","value":"application/json"},{"key":"X-API-AUTH","type":"text","value":"{{api_auth}}"},{"key":"REQ-PRODUCT-ID","type":"text","value":"{{product_id}}"},{"key":"PARTNER-ID","type":"text","value":"{{partner_id}}"}],"body":{"mode":"raw","raw":"{ \n    \"fetch_application+1\": { \n        \"application_id\": \"APP1717937191921826\"\n    } \n} \n\n "},"url":"{{base_url}}/v1-application/enquire","description":"<h2 id=\"use-case\">Use Case</h2>\n<hr />\n<p>This enquire endpoint with the question as fetch_application will get the application data.</p>\n<p>To check the response you need to scroll down onto the add application section.</p>\n<p>We can create multiple questions for the <strong>Get Additional</strong> request with the unique id to the question separated by \"+\" i.e. \"fetch_application+[unique_id]\"</p>\n<h2 id=\"example\">Example:</h2>\n<hr />\n<blockquote>\n<h5 id=\"--single-question\">- <strong>Single Question</strong></h5>\n</blockquote>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"fetch_application\":{\n        ....\n     }\n}\n\n</code></pre>\n<blockquote>\n<h5 id=\"--multiple-question\">- <strong>Multiple Question</strong></h5>\n</blockquote>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"fetch_application+1\":{\n        ....\n     },\n     \"fetch_application+2\":{\n        ....\n     }\n}\n\n</code></pre>\n<h2 id=\"request-attributes\">Request Attributes</h2>\n<hr />\n<p>Content Type: JSON</p>\n<h6 id=\"body-parameter\">Body Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n<th>Required/Optional</th>\n<th>Comments/Example</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>application_id</td>\n<td>Application id for which application you want to fetch</td>\n<td>Required</td>\n<td></td>\n</tr>\n</tbody>\n</table>\n</div><h6 id=\"response-parameter\">Response Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>answer</td>\n<td>Data of application.</td>\n</tr>\n</tbody>\n</table>\n</div>","urlObject":{"path":["v1-application","enquire"],"host":["{{base_url}}"],"query":[],"variable":[]}},"response":[{"id":"a02c1fce-93c7-42c7-bf62-a845eb9ff7ff","name":"Get Application","originalRequest":{"method":"POST","header":[{"key":"Content-Type","type":"text","value":"application/json"},{"key":"X-API-AUTH","type":"text","value":"{{api_auth}}"},{"key":"REQ-PRODUCT-ID","type":"text","value":"{{product_id}}"},{"key":"PARTNER-ID","type":"text","value":"{{partner_id}}"}],"body":{"mode":"raw","raw":"{ \n    \"fetch_application+1\": { \n        \"application_id\": \"APP1717937191921826\"\n    } \n} \n\n "},"url":"{{base_url}}/v1-application/enquire"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Server","value":"nginx"},{"key":"Date","value":"Wed, 01 Dec 2021 10:09:42 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Cache-Control","value":"public, no-cache"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"X-Frame-Options","value":"SAMEORIGIN"},{"key":"X-Content-Type-Options","value":"nosniff"},{"key":"X-XSS-Protection","value":"1; mode=block"},{"key":"Strict-Transport-Security","value":"max-age=31536000"},{"key":"Referrer-Policy","value":"no-referrer-when-downgrade"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"fetch_application+1\": {\n        \"question\": {\n            \"application_id\": \"APP1717937191921826\"\n        },\n        \"answer\": {\n            \"job_type\": \"salaried\",\n            \"doc_combo\": \"sal_bs3\",\n            \"dob\": \"19921011\",\n            \"pan_card\": \"ALWPG5809L\",\n            \"mobile_number\": \"8889999999\",\n            \"nbfc\": \"loantap_credit\",\n            \"full_name\": \"Abhijeet R Patait\",\n            \"gender\": \"male\",\n            \"home_addr_line1\": \"1/12 Ashirwad Banglow\",\n            \"home_addr_line2\": \"Centarl Avenue Road\",\n            \"home_zipcode\": \"411006\",\n            \"home_city\": \"Pune\",\n            \"bureau_obligation\": \"1\",\n            \"mobile_number_verified\": \"yes\",\n            \"comment\": \"Underwriting done by unofin\",\n            \"current_step\": \"mobile_info\",\n            \"end_use\": \"any-other-purpose\",\n            \"channel_code\": \"unofin\",\n            \"req_product_id\": \"co-unofin-term-loan\",\n            \"terms_and_conditions\": \"yes\",\n            \"pan_card_verified\": \"yes\",\n            \"kyc_verified\": \"yes\",\n            \"i_am_indian\": \"yes\",\n            \"application_owner\": \"unofin\",\n            \"utm_source\": \"unofin\",\n            \"utm_medium\": \"referral\",\n            \"utm_source_medium\": \"unofin-referral\",\n            \"utm_campaign\": \"none\",\n            \"utm_term\": \"none\",\n            \"utm_time\": \"2021-12-01T09:56:17+00:00\",\n            \"utm_campaign_id\": \"none\",\n            \"utm_device\": \"api\",\n            \"utm_origin\": \"cmr\",\n            \"utm_origin_flow\": \"channel_cmr\",\n            \"lapp_status\": \"partial-app\",\n            \"lapp_owner\": \"loantap\",\n            \"lapp_id\": \"APP1717937191921826\",\n            \"ip\": \"106.202.233.197\",\n            \"utm_user_agent\": \"PostmanRuntime/7.28.4\",\n            \"created_date\": \"2021-12-01 09:56:17\",\n            \"created_by\": \"guest\",\n            \"utm_referrer\": \"\",\n            \"lapp_date\": \"20211201\",\n            \"lapp_datetime\": \"2021-12-01 09:56:17\",\n            \"modified_by\": \"guest\",\n            \"modified_date\": \"2021-12-01 00:00:00\",\n            \"loan_city_state_code\": \"27\",\n            \"channel_code_label\": \"Unofin\",\n            \"lapp_status_label\": \"Partial App\",\n            \"lapp_stage\": \"channel-app\",\n            \"lapp_stage_label\": \"Channel App\",\n            \"turnaround_start\": \"2021-12-01 09:56:17\",\n            \"turnaround_end\": \"2021-12-01 09:56:17\",\n            \"turnaround_time_mins\": \"0\",\n            \"turnaround_time_mins_label\": \"0\",\n            \"personal_email\": \"abhijeet@gmail.in\",\n            \"mothers_maiden_name\": \"Mother\",\n            \"fathers_name\": \"Father\",\n            \"permanent_addr_line1\": \"1/12 Ashirwad Banglow\",\n            \"permanent_addr_line2\": \"Centarl Avenue Road\",\n            \"permanent_zipcode\": \"411006\",\n            \"permanent_city\": \"Pune\",\n            \"loan_city\": \"Pune\",\n            \"employer_name\": \"Loantap Finance Technology\",\n            \"office_addr_line1\": \"1/12 Ashirwad Banglow\",\n            \"office_addr_line2\": \"Centarl Avenue Road\",\n            \"office_city\": \"pune\",\n            \"office_zipcode\": \"411006\",\n            \"official_email\": \"abhijeet@loantap.in\",\n            \"emi_outflow\": \"5000\",\n            \"rent_outflow\": \"0\",\n            \"educational_qualification\": \"graduate\",\n            \"no_of_dependents\": \"4\",\n            \"total_work_experience\": \"5\",\n            \"passport_number\": \"099999888\",\n            \"years_at_current_residence\": \"5\",\n            \"employment_duration\": \"2\",\n            \"office_landline_no\": \"\",\n            \"salary_account_no\": \"1021234569874\",\n            \"salary_bank_name\": \"IDBI\",\n            \"company_mca_id\": \"125996\",\n            \"ecs_bank_acc_no\": \"1021234569874\",\n            \"ecs_bank_branch\": \"pune\",\n            \"ecs_bank\": \"IDBI\",\n            \"ecs_cust_name\": \"Abhijeet R Patait\",\n            \"ecs_ifsc_code\": \"IDBI\",\n            \"ecs_bank_city\": \"pune\",\n            \"ecs_account_type\": \"saving\",\n            \"ecs_micr_code\": \"478596909\",\n            \"loan_city_label\": \"Pune\",\n            \"loan_city_category\": \"B\",\n            \"loan_city_state\": \"MH\",\n            \"loan_city_state_name\": \"Maharashtra\",\n            \"educational_qualification_label\": \"Graduate\",\n            \"delivery_squad\": \"digital-west\"\n        }\n    }\n}"}],"_postman_id":"cd878c74-983b-4361-8f47-1b849c6200c1"},{"name":"Combined","id":"088a077d-0e85-46d0-9ec5-c48fbc3db253","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"{{api_auth}}","type":"text"},{"key":"REQ-PRODUCT-ID","value":"{{product_id}}","type":"text"},{"key":"PARTNER-ID","value":"{{partner_id}}","type":"text"}],"body":{"mode":"raw","raw":"{\r\n    \"application_status+1\": {\r\n        \"application_id\": \"APP1690494907804655\"\r\n    },\r\n    \"application_status+2\": {\r\n        \"application_id\": \"APP1678066460580559\"\r\n    },\r\n    \"applications\": {\r\n        \"from\": \"20210101\",\r\n        \"till\": \"20210328\"\r\n    },\r\n    \"documents_status+1\": {\r\n        \"application_id\": \"APP1690494907804655\"\r\n    },\r\n    \"documents_status+2\": {\r\n        \"application_id\": \"APP1678066460580559\"\r\n    },\r\n    \"application_masters\": {}\r\n}","options":{"raw":{"language":"json"}}},"url":"{{base_url}}/v1-application/enquire","description":"<p>This question answers all the combination which LoanTap offers to currently registered partner in the system OR returns an error.</p>\n<p>Each question can be asked multiple times, but has to be appended with \"+[unique_id]\" in a single request.</p>\n<p>The \"[X-API-AUTH]\" is to be generated while sending the request. It is generated by encrypting the current epoch time using the \"[unique partner key]\" and \"AES-256-CBC\" algorithm.</p>\n","urlObject":{"path":["v1-application","enquire"],"host":["{{base_url}}"],"query":[],"variable":[]}},"response":[],"_postman_id":"088a077d-0e85-46d0-9ec5-c48fbc3db253"}],"id":"4a661e7d-2be2-45a2-bb97-aba1a8226d66","description":"<h1 id=\"enquire\">Enquire</h1>\n<p>This endpoint will answer below Questions (Request) , Also each question can be asked multiple times in same request. </p>\n<p>Note: Each question can be asked multiple times, but has to be appended with \"+[unique_id]\" in a single request.</p>\n<p>Single Question\n<code>{ \"application_status\":{ ... } }</code></p>\n<p>Multiple Questions\n<code>{ \"application_status+1\":{ ... }, \"application_status+2\":{ ... } }</code>  </p>\n<ol>\n<li><strong>application_status</strong>  </li>\n<li><strong>applications</strong></li>\n<li><strong>documents_status</strong></li>\n</ol>\n","_postman_id":"4a661e7d-2be2-45a2-bb97-aba1a8226d66"}],"id":"403e114d-a54a-4caa-9444-c6d03758d782","description":"<h2 id=\"application-will-have-2-sets-of-endpoints\">Application will have 2 sets of endpoints</h2>\n<ol>\n<li>/transact </li>\n<li>/enquire</li>\n</ol>\n","_postman_id":"403e114d-a54a-4caa-9444-c6d03758d782"},{"name":"Loan","item":[{"name":"Enquire","item":[{"name":"SOA","id":"9d5798c9-30a3-41cb-b1a3-ce5952268e25","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","value":"application/json"},{"key":"X-API-AUTH","value":"+nCOlmBwYJkgqVa4sjpy9w=="},{"key":"REQ-PRODUCT-ID","value":"ch-strcl-vaayu-15-colending"},{"key":"PARTNER-ID","value":"vaayu"}],"body":{"mode":"raw","raw":"{\r\n    \"soa\": {\r\n        \"loan_identifier\": \"SLAN1798551793898488\"\r\n    }\r\n}"},"url":"https://loantap.in/v1-loan/enquire","description":"<h2 id=\"use-case\">Use Case</h2>\n<hr />\n<p>The <strong>Statment Of Account(SOA)</strong> gets all transaction for the given <strong>loan_identifier</strong> i.e. loan_id or sublan_id. The response contains the details of credit and debit for each transaction, which include ID i.e. transaction record id, date, transaction reason, and balance. </p>\n<p>In the Statment Of Account(SOA) API request <strong>soa</strong> is a question in the body and the API response is the answer.</p>\n<p>We can request multiple inquiries for the Statment Of Account API request with the unique id appended to the question separated by \"+\" i.e. <strong>\"soa+[unique_id]\"</strong></p>\n<h2 id=\"example\">Example:</h2>\n<hr />\n<blockquote>\n<h5 id=\"--single-question\">- <strong>Single Question</strong></h5>\n</blockquote>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"soa\":{\n        ....\n     }\n}\n</code></pre>\n<blockquote>\n<h5 id=\"--multiple-question\">- <strong>Multiple Question</strong></h5>\n</blockquote>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"soa+1\":{\n        ....\n     },\n     \"soa+2\":{\n        ....\n     }\n}\n</code></pre>\n<h2 id=\"request-attributes\">Request Attributes</h2>\n<hr />\n<p>Content Type: JSON</p>\n<h6 id=\"body-parameter\">Body Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Attribute</th>\n<th>Description</th>\n<th>Required/Optional</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>loan_identifier</td>\n<td>This is the unique loan id or sublan id</td>\n<td>Required</td>\n</tr>\n</tbody>\n</table>\n</div><h6 id=\"response-parameter\">Response Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>ID</td>\n<td>Transaction unique ID</td>\n</tr>\n<tr>\n<td>entry_date</td>\n<td>Transaction date</td>\n</tr>\n<tr>\n<td>entry_formatted_date</td>\n<td>transaction date formatted in <strong>Date Month,Year</strong></td>\n</tr>\n<tr>\n<td>reason</td>\n<td>Information of the transaction</td>\n</tr>\n<tr>\n<td>balance</td>\n<td>available balance from define limit</td>\n</tr>\n</tbody>\n</table>\n</div>","urlObject":{"protocol":"https","path":["v1-loan","enquire"],"host":["loantap","in"],"query":[],"variable":[]}},"response":[{"id":"11e4123b-4409-4704-abe4-c806266dac04","name":"SOA","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json"},{"key":"X-API-AUTH","value":"{{api_auth}}"},{"key":"REQ-PRODUCT-ID","value":"{{product_id}}"},{"key":"PARTNER-ID","value":"{{partner_id}}"}],"body":{"mode":"raw","raw":"{\r\n    \"soa\": {\r\n        \"loan_identifier\": \"SLAN1715843767921346\"\r\n    }\r\n}"},"url":"{{base_url}}/v1-loan/enquire"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Server","value":"nginx"},{"key":"Date","value":"Wed, 01 Dec 2021 10:47:13 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Cache-Control","value":"public, no-cache"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"X-Frame-Options","value":"SAMEORIGIN"},{"key":"X-Content-Type-Options","value":"nosniff"},{"key":"X-XSS-Protection","value":"1; mode=block"},{"key":"Strict-Transport-Security","value":"max-age=31536000"},{"key":"Referrer-Policy","value":"no-referrer-when-downgrade"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"soa\": {\n        \"question\": {\n            \"loan_identifier\": \"SLAN1715843767921346\"\n        },\n        \"answer\": {\n            \"status_code\": \"200\",\n            \"message\": \"success\",\n            \"soa_details\": [\n                {\n                    \"ID\": \"113484203\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Disbursed on your behalf\",\n                    \"balance\": \"(1400.00)\"\n                },\n                {\n                    \"ID\": \"113484204\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Interest Income from Dealer Discount\",\n                    \"balance\": \"12.60\"\n                },\n                {\n                    \"ID\": \"113484205\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Amount disbursed to Dealer\",\n                    \"balance\": \"1387.40\"\n                },\n                {\n                    \"ID\": \"113484213\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Disbursed on your behalf\",\n                    \"balance\": \"(400.00)\"\n                },\n                {\n                    \"ID\": \"113484214\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Interest Income from Dealer Discount\",\n                    \"balance\": \"3.60\"\n                },\n                {\n                    \"ID\": \"113484215\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Amount disbursed to Dealer\",\n                    \"balance\": \"396.40\"\n                },\n                {\n                    \"ID\": \"113484223\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Disbursed on your behalf\",\n                    \"balance\": \"(100.00)\"\n                },\n                {\n                    \"ID\": \"113484224\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Interest Income from Dealer Discount\",\n                    \"balance\": \"0.90\"\n                },\n                {\n                    \"ID\": \"113484225\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Amount disbursed to Dealer\",\n                    \"balance\": \"99.10\"\n                },\n                {\n                    \"ID\": \"113484233\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Disbursed on your behalf\",\n                    \"balance\": \"(100.00)\"\n                },\n                {\n                    \"ID\": \"113484234\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Interest Income from Dealer Discount\",\n                    \"balance\": \"0.90\"\n                },\n                {\n                    \"ID\": \"113484235\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Amount disbursed to Dealer\",\n                    \"balance\": \"99.10\"\n                },\n                {\n                    \"ID\": \"113484243\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Disbursed on your behalf\",\n                    \"balance\": \"(1000.00)\"\n                },\n                {\n                    \"ID\": \"113484244\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Interest Income from Dealer Discount\",\n                    \"balance\": \"9.00\"\n                },\n                {\n                    \"ID\": \"113484245\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Amount disbursed to Dealer\",\n                    \"balance\": \"991.00\"\n                },\n                {\n                    \"ID\": \"113484253\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Disbursed on your behalf\",\n                    \"balance\": \"(100.00)\"\n                },\n                {\n                    \"ID\": \"113484254\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Interest Income from Dealer Discount\",\n                    \"balance\": \"0.90\"\n                },\n                {\n                    \"ID\": \"113484255\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Amount disbursed to Dealer\",\n                    \"balance\": \"99.10\"\n                },\n                {\n                    \"ID\": \"113484263\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Disbursed on your behalf\",\n                    \"balance\": \"(100.00)\"\n                },\n                {\n                    \"ID\": \"113484264\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Interest Income from Dealer Discount\",\n                    \"balance\": \"0.90\"\n                },\n                {\n                    \"ID\": \"113484265\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Amount disbursed to Dealer\",\n                    \"balance\": \"99.10\"\n                },\n                {\n                    \"ID\": \"113484273\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Disbursed on your behalf\",\n                    \"balance\": \"(100.00)\"\n                },\n                {\n                    \"ID\": \"113484274\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Interest Income from Dealer Discount\",\n                    \"balance\": \"0.90\"\n                },\n                {\n                    \"ID\": \"113484275\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Amount disbursed to Dealer\",\n                    \"balance\": \"99.10\"\n                },\n                {\n                    \"ID\": \"113484283\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Disbursed on your behalf\",\n                    \"balance\": \"(101.00)\"\n                },\n                {\n                    \"ID\": \"113484284\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Interest Income from Dealer Discount\",\n                    \"balance\": \"0.91\"\n                },\n                {\n                    \"ID\": \"113484285\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Amount disbursed to Dealer\",\n                    \"balance\": \"100.09\"\n                },\n                {\n                    \"ID\": \"113484293\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Disbursed on your behalf\",\n                    \"balance\": \"(101.00)\"\n                },\n                {\n                    \"ID\": \"113484294\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Interest Income from Dealer Discount\",\n                    \"balance\": \"0.91\"\n                },\n                {\n                    \"ID\": \"113484295\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Amount disbursed to Dealer\",\n                    \"balance\": \"100.09\"\n                },\n                {\n                    \"ID\": \"113484303\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Disbursed on your behalf\",\n                    \"balance\": \"(101.00)\"\n                },\n                {\n                    \"ID\": \"113484304\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Interest Income from Dealer Discount\",\n                    \"balance\": \"0.91\"\n                },\n                {\n                    \"ID\": \"113484305\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Amount disbursed to Dealer\",\n                    \"balance\": \"100.09\"\n                },\n                {\n                    \"ID\": \"113484313\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Disbursed on your behalf\",\n                    \"balance\": \"(101.00)\"\n                },\n                {\n                    \"ID\": \"113484314\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Interest Income from Dealer Discount\",\n                    \"balance\": \"0.91\"\n                },\n                {\n                    \"ID\": \"113484315\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Amount disbursed to Dealer\",\n                    \"balance\": \"100.09\"\n                },\n                {\n                    \"ID\": \"9999999999999900\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Total Outstanding Principal\",\n                    \"balance\": \"(3704.00)\"\n                },\n                {\n                    \"ID\": \"9999999999999910\",\n                    \"entry_date\": \"2021-11-11\",\n                    \"entry_formatted_date\": \"11 November,2021\",\n                    \"reason\": \"Total Outstanding Dues ( Instalment + Penalties )\",\n                    \"balance\": \"0.00\"\n                },\n                {\n                    \"ID\": \"113484323\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Disbursed on your behalf\",\n                    \"balance\": \"(101.00)\"\n                },\n                {\n                    \"ID\": \"113484324\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Interest Income from Dealer Discount\",\n                    \"balance\": \"0.91\"\n                },\n                {\n                    \"ID\": \"113484325\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Amount disbursed to Dealer\",\n                    \"balance\": \"100.09\"\n                },\n                {\n                    \"ID\": \"113484333\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Disbursed on your behalf\",\n                    \"balance\": \"(111.00)\"\n                },\n                {\n                    \"ID\": \"113484334\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Interest Income from Dealer Discount\",\n                    \"balance\": \"1.00\"\n                },\n                {\n                    \"ID\": \"113484335\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Amount disbursed to Dealer\",\n                    \"balance\": \"110.00\"\n                },\n                {\n                    \"ID\": \"113484343\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Disbursed on your behalf\",\n                    \"balance\": \"(112.00)\"\n                },\n                {\n                    \"ID\": \"113484344\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Interest Income from Dealer Discount\",\n                    \"balance\": \"1.01\"\n                },\n                {\n                    \"ID\": \"113484345\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Amount disbursed to Dealer\",\n                    \"balance\": \"110.99\"\n                },\n                {\n                    \"ID\": \"113484353\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Disbursed on your behalf\",\n                    \"balance\": \"(113.00)\"\n                },\n                {\n                    \"ID\": \"113484354\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Interest Income from Dealer Discount\",\n                    \"balance\": \"1.02\"\n                },\n                {\n                    \"ID\": \"113484355\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Amount disbursed to Dealer\",\n                    \"balance\": \"111.98\"\n                },\n                {\n                    \"ID\": \"113484363\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Disbursed on your behalf\",\n                    \"balance\": \"(112.00)\"\n                },\n                {\n                    \"ID\": \"113484364\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Interest Income from Dealer Discount\",\n                    \"balance\": \"1.01\"\n                },\n                {\n                    \"ID\": \"113484365\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Amount disbursed to Dealer\",\n                    \"balance\": \"110.99\"\n                },\n                {\n                    \"ID\": \"113484373\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Disbursed on your behalf\",\n                    \"balance\": \"(47.00)\"\n                },\n                {\n                    \"ID\": \"113484374\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Interest Income from Dealer Discount\",\n                    \"balance\": \"0.42\"\n                },\n                {\n                    \"ID\": \"113484375\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Amount disbursed to Dealer\",\n                    \"balance\": \"46.58\"\n                },\n                {\n                    \"ID\": \"113484383\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Disbursed on your behalf\",\n                    \"balance\": \"(120.00)\"\n                },\n                {\n                    \"ID\": \"113484384\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Interest Income from Dealer Discount\",\n                    \"balance\": \"1.08\"\n                },\n                {\n                    \"ID\": \"113484385\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Amount disbursed to Dealer\",\n                    \"balance\": \"118.92\"\n                },\n                {\n                    \"ID\": \"113484393\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Disbursed on your behalf\",\n                    \"balance\": \"(121.00)\"\n                },\n                {\n                    \"ID\": \"113484394\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Interest Income from Dealer Discount\",\n                    \"balance\": \"1.09\"\n                },\n                {\n                    \"ID\": \"113484395\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Amount disbursed to Dealer\",\n                    \"balance\": \"119.91\"\n                },\n                {\n                    \"ID\": \"113484403\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Disbursed on your behalf\",\n                    \"balance\": \"(122.00)\"\n                },\n                {\n                    \"ID\": \"113484404\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Interest Income from Dealer Discount\",\n                    \"balance\": \"1.10\"\n                },\n                {\n                    \"ID\": \"113484405\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Amount disbursed to Dealer\",\n                    \"balance\": \"120.90\"\n                },\n                {\n                    \"ID\": \"113484413\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Disbursed on your behalf\",\n                    \"balance\": \"(123.00)\"\n                },\n                {\n                    \"ID\": \"113484414\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Interest Income from Dealer Discount\",\n                    \"balance\": \"1.11\"\n                },\n                {\n                    \"ID\": \"113484415\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Amount disbursed to Dealer\",\n                    \"balance\": \"121.89\"\n                },\n                {\n                    \"ID\": \"113484423\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Disbursed on your behalf\",\n                    \"balance\": \"(124.00)\"\n                },\n                {\n                    \"ID\": \"113484424\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Interest Income from Dealer Discount\",\n                    \"balance\": \"1.12\"\n                },\n                {\n                    \"ID\": \"113484425\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Amount disbursed to Dealer\",\n                    \"balance\": \"122.88\"\n                },\n                {\n                    \"ID\": \"113484433\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Disbursed on your behalf\",\n                    \"balance\": \"(125.00)\"\n                },\n                {\n                    \"ID\": \"113484434\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Interest Income from Dealer Discount\",\n                    \"balance\": \"1.13\"\n                },\n                {\n                    \"ID\": \"113484435\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Amount disbursed to Dealer\",\n                    \"balance\": \"123.88\"\n                },\n                {\n                    \"ID\": \"9999999999999900\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Total Outstanding Principal\",\n                    \"balance\": \"(5035.00)\"\n                },\n                {\n                    \"ID\": \"9999999999999910\",\n                    \"entry_date\": \"2021-11-15\",\n                    \"entry_formatted_date\": \"15 November,2021\",\n                    \"reason\": \"Total Outstanding Dues ( Instalment + Penalties )\",\n                    \"balance\": \"0.00\"\n                },\n                {\n                    \"ID\": \"113484443\",\n                    \"entry_date\": \"2021-11-16\",\n                    \"entry_formatted_date\": \"16 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Disbursed on your behalf\",\n                    \"balance\": \"(131.00)\"\n                },\n                {\n                    \"ID\": \"113484444\",\n                    \"entry_date\": \"2021-11-16\",\n                    \"entry_formatted_date\": \"16 November,2021\",\n                    \"reason\": \"Interest Income from Dealer Discount\",\n                    \"balance\": \"1.18\"\n                },\n                {\n                    \"ID\": \"113484445\",\n                    \"entry_date\": \"2021-11-16\",\n                    \"entry_formatted_date\": \"16 November,2021\",\n                    \"reason\": \"Amount disbursed to Dealer\",\n                    \"balance\": \"129.82\"\n                },\n                {\n                    \"ID\": \"113484450\",\n                    \"entry_date\": \"2021-11-16\",\n                    \"entry_formatted_date\": \"16 November,2021\",\n                    \"reason\": \"Excess Amount Received by Deposit\",\n                    \"balance\": \"(5000.00)\"\n                },\n                {\n                    \"ID\": \"113484451\",\n                    \"entry_date\": \"2021-11-16\",\n                    \"entry_formatted_date\": \"16 November,2021\",\n                    \"reason\": \"Excess amount received\",\n                    \"balance\": \"5000.00\"\n                },\n                {\n                    \"ID\": \"113484453\",\n                    \"entry_date\": \"2021-11-16\",\n                    \"entry_formatted_date\": \"16 November,2021\",\n                    \"reason\": \"Excess Amount Received by Deposit\",\n                    \"balance\": \"(50000.00)\"\n                },\n                {\n                    \"ID\": \"113484454\",\n                    \"entry_date\": \"2021-11-16\",\n                    \"entry_formatted_date\": \"16 November,2021\",\n                    \"reason\": \"Excess amount received\",\n                    \"balance\": \"50000.00\"\n                },\n                {\n                    \"ID\": \"113484458\",\n                    \"entry_date\": \"2021-11-16\",\n                    \"entry_formatted_date\": \"16 November,2021\",\n                    \"reason\": \"Excess adjusted against Principal\",\n                    \"balance\": \"(10.00)\"\n                },\n                {\n                    \"ID\": \"113484459\",\n                    \"entry_date\": \"2021-11-16\",\n                    \"entry_formatted_date\": \"16 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Collected on your behalf\",\n                    \"balance\": \"10.00\"\n                },\n                {\n                    \"ID\": \"113484466\",\n                    \"entry_date\": \"2021-11-16\",\n                    \"entry_formatted_date\": \"16 November,2021\",\n                    \"reason\": \"Excess adjusted against Principal\",\n                    \"balance\": \"(10.00)\"\n                },\n                {\n                    \"ID\": \"113484467\",\n                    \"entry_date\": \"2021-11-16\",\n                    \"entry_formatted_date\": \"16 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Collected on your behalf\",\n                    \"balance\": \"10.00\"\n                },\n                {\n                    \"ID\": \"9999999999999900\",\n                    \"entry_date\": \"2021-11-16\",\n                    \"entry_formatted_date\": \"16 November,2021\",\n                    \"reason\": \"Total Outstanding Principal\",\n                    \"balance\": \"(5146.00)\"\n                },\n                {\n                    \"ID\": \"9999999999999910\",\n                    \"entry_date\": \"2021-11-16\",\n                    \"entry_formatted_date\": \"16 November,2021\",\n                    \"reason\": \"Total Outstanding Dues ( Instalment + Penalties )\",\n                    \"balance\": \"0.00\"\n                },\n                {\n                    \"ID\": \"9999999999999920\",\n                    \"entry_date\": \"2021-11-16\",\n                    \"entry_formatted_date\": \"16 November,2021\",\n                    \"reason\": \"Total Excess\",\n                    \"balance\": \"54980.00\"\n                },\n                {\n                    \"ID\": \"113484475\",\n                    \"entry_date\": \"2021-11-17\",\n                    \"entry_formatted_date\": \"17 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Disbursed on your behalf\",\n                    \"balance\": \"(141.00)\"\n                },\n                {\n                    \"ID\": \"113484476\",\n                    \"entry_date\": \"2021-11-17\",\n                    \"entry_formatted_date\": \"17 November,2021\",\n                    \"reason\": \"Interest Income from Dealer Discount\",\n                    \"balance\": \"1.27\"\n                },\n                {\n                    \"ID\": \"113484477\",\n                    \"entry_date\": \"2021-11-17\",\n                    \"entry_formatted_date\": \"17 November,2021\",\n                    \"reason\": \"Amount disbursed to Dealer\",\n                    \"balance\": \"139.73\"\n                },\n                {\n                    \"ID\": \"113484484\",\n                    \"entry_date\": \"2021-11-17\",\n                    \"entry_formatted_date\": \"17 November,2021\",\n                    \"reason\": \"Excess adjusted against Principal\",\n                    \"balance\": \"(100.00)\"\n                },\n                {\n                    \"ID\": \"113484485\",\n                    \"entry_date\": \"2021-11-17\",\n                    \"entry_formatted_date\": \"17 November,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Collected on your behalf\",\n                    \"balance\": \"100.00\"\n                },\n                {\n                    \"ID\": \"9999999999999900\",\n                    \"entry_date\": \"2021-11-17\",\n                    \"entry_formatted_date\": \"17 November,2021\",\n                    \"reason\": \"Total Outstanding Principal\",\n                    \"balance\": \"(5187.00)\"\n                },\n                {\n                    \"ID\": \"9999999999999910\",\n                    \"entry_date\": \"2021-11-17\",\n                    \"entry_formatted_date\": \"17 November,2021\",\n                    \"reason\": \"Total Outstanding Dues ( Instalment + Penalties )\",\n                    \"balance\": \"0.00\"\n                },\n                {\n                    \"ID\": \"9999999999999920\",\n                    \"entry_date\": \"2021-11-17\",\n                    \"entry_formatted_date\": \"17 November,2021\",\n                    \"reason\": \"Total Excess\",\n                    \"balance\": \"54880.00\"\n                },\n                {\n                    \"ID\": \"113484536\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Excess amount received\",\n                    \"balance\": \"300.00\"\n                },\n                {\n                    \"ID\": \"113484538\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Drawdown Instalment Due (TXNID000300440055)\",\n                    \"balance\": \"(100.00)\"\n                },\n                {\n                    \"ID\": \"113484539\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Principal Reduced against Monthly Instalment\",\n                    \"balance\": \"100.00\"\n                },\n                {\n                    \"ID\": \"113484544\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Added to Instalment Dues: Monthly Instalment\",\n                    \"balance\": \"(100.00)\"\n                },\n                {\n                    \"ID\": \"113484546\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Excess adjusted against Dues\",\n                    \"balance\": \"(100.00)\"\n                },\n                {\n                    \"ID\": \"113484547\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Dues Reduced with Amount Received\",\n                    \"balance\": \"100.00\"\n                },\n                {\n                    \"ID\": \"113484554\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Drawdown Instalment Due (TXNID0032300440055)\",\n                    \"balance\": \"(100.00)\"\n                },\n                {\n                    \"ID\": \"113484555\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Principal Reduced against Monthly Instalment\",\n                    \"balance\": \"100.00\"\n                },\n                {\n                    \"ID\": \"113484560\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Added to Instalment Dues: Monthly Instalment\",\n                    \"balance\": \"(100.00)\"\n                },\n                {\n                    \"ID\": \"113484562\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Excess adjusted against Dues\",\n                    \"balance\": \"(100.00)\"\n                },\n                {\n                    \"ID\": \"113484563\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Dues Reduced with Amount Received\",\n                    \"balance\": \"100.00\"\n                },\n                {\n                    \"ID\": \"113484570\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Drawdown Instalment Due (TXNID003300440055)\",\n                    \"balance\": \"(1400.00)\"\n                },\n                {\n                    \"ID\": \"113484571\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Principal Reduced against Monthly Instalment\",\n                    \"balance\": \"1400.00\"\n                },\n                {\n                    \"ID\": \"113484576\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Added to Instalment Dues: Monthly Instalment\",\n                    \"balance\": \"(1400.00)\"\n                },\n                {\n                    \"ID\": \"113484578\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Excess adjusted against Dues\",\n                    \"balance\": \"(1400.00)\"\n                },\n                {\n                    \"ID\": \"113484579\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Dues Reduced with Amount Received\",\n                    \"balance\": \"1400.00\"\n                },\n                {\n                    \"ID\": \"113484586\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Drawdown Instalment Due (TXNID0080300440055)\",\n                    \"balance\": \"(1000.00)\"\n                },\n                {\n                    \"ID\": \"113484587\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Principal Reduced against Monthly Instalment\",\n                    \"balance\": \"1000.00\"\n                },\n                {\n                    \"ID\": \"113484592\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Added to Instalment Dues: Monthly Instalment\",\n                    \"balance\": \"(1000.00)\"\n                },\n                {\n                    \"ID\": \"113484594\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Excess adjusted against Dues\",\n                    \"balance\": \"(1000.00)\"\n                },\n                {\n                    \"ID\": \"113484595\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Dues Reduced with Amount Received\",\n                    \"balance\": \"1000.00\"\n                },\n                {\n                    \"ID\": \"113484602\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Drawdown Instalment Due (TXNID03300440055)\",\n                    \"balance\": \"(400.00)\"\n                },\n                {\n                    \"ID\": \"113484603\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Principal Reduced against Monthly Instalment\",\n                    \"balance\": \"400.00\"\n                },\n                {\n                    \"ID\": \"113484608\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Added to Instalment Dues: Monthly Instalment\",\n                    \"balance\": \"(400.00)\"\n                },\n                {\n                    \"ID\": \"113484610\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Excess adjusted against Dues\",\n                    \"balance\": \"(400.00)\"\n                },\n                {\n                    \"ID\": \"113484611\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Dues Reduced with Amount Received\",\n                    \"balance\": \"400.00\"\n                },\n                {\n                    \"ID\": \"113484618\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Drawdown Instalment Due (TXNID0980300440055)\",\n                    \"balance\": \"(100.00)\"\n                },\n                {\n                    \"ID\": \"113484619\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Principal Reduced against Monthly Instalment\",\n                    \"balance\": \"100.00\"\n                },\n                {\n                    \"ID\": \"113484624\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Added to Instalment Dues: Monthly Instalment\",\n                    \"balance\": \"(100.00)\"\n                },\n                {\n                    \"ID\": \"113484626\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Excess adjusted against Dues\",\n                    \"balance\": \"(100.00)\"\n                },\n                {\n                    \"ID\": \"113484627\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Dues Reduced with Amount Received\",\n                    \"balance\": \"100.00\"\n                },\n                {\n                    \"ID\": \"113484634\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Drawdown Instalment Due (TXNID0980300440057)\",\n                    \"balance\": \"(100.00)\"\n                },\n                {\n                    \"ID\": \"113484635\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Principal Reduced against Monthly Instalment\",\n                    \"balance\": \"100.00\"\n                },\n                {\n                    \"ID\": \"113484640\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Added to Instalment Dues: Monthly Instalment\",\n                    \"balance\": \"(100.00)\"\n                },\n                {\n                    \"ID\": \"113484642\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Excess adjusted against Dues\",\n                    \"balance\": \"(100.00)\"\n                },\n                {\n                    \"ID\": \"113484643\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Dues Reduced with Amount Received\",\n                    \"balance\": \"100.00\"\n                },\n                {\n                    \"ID\": \"113484650\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Drawdown Instalment Due (TXNID0980300440059)\",\n                    \"balance\": \"(100.00)\"\n                },\n                {\n                    \"ID\": \"113484651\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Principal Reduced against Monthly Instalment\",\n                    \"balance\": \"100.00\"\n                },\n                {\n                    \"ID\": \"113484656\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Added to Instalment Dues: Monthly Instalment\",\n                    \"balance\": \"(100.00)\"\n                },\n                {\n                    \"ID\": \"113484658\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Excess adjusted against Dues\",\n                    \"balance\": \"(100.00)\"\n                },\n                {\n                    \"ID\": \"113484659\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Dues Reduced with Amount Received\",\n                    \"balance\": \"100.00\"\n                },\n                {\n                    \"ID\": \"113484666\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Drawdown Instalment Due (TXNID0980300440159)\",\n                    \"balance\": \"(101.00)\"\n                },\n                {\n                    \"ID\": \"113484667\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Principal Reduced against Monthly Instalment\",\n                    \"balance\": \"101.00\"\n                },\n                {\n                    \"ID\": \"113484672\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Added to Instalment Dues: Monthly Instalment\",\n                    \"balance\": \"(101.00)\"\n                },\n                {\n                    \"ID\": \"113484674\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Excess adjusted against Dues\",\n                    \"balance\": \"(101.00)\"\n                },\n                {\n                    \"ID\": \"113484675\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Dues Reduced with Amount Received\",\n                    \"balance\": \"101.00\"\n                },\n                {\n                    \"ID\": \"113484682\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Drawdown Instalment Due (TXNID0980300440259)\",\n                    \"balance\": \"(101.00)\"\n                },\n                {\n                    \"ID\": \"113484683\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Principal Reduced against Monthly Instalment\",\n                    \"balance\": \"101.00\"\n                },\n                {\n                    \"ID\": \"113484688\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Added to Instalment Dues: Monthly Instalment\",\n                    \"balance\": \"(101.00)\"\n                },\n                {\n                    \"ID\": \"113484690\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Excess adjusted against Dues\",\n                    \"balance\": \"(101.00)\"\n                },\n                {\n                    \"ID\": \"113484691\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Dues Reduced with Amount Received\",\n                    \"balance\": \"101.00\"\n                },\n                {\n                    \"ID\": \"113484698\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Drawdown Instalment Due (TXNID1636618163046)\",\n                    \"balance\": \"(101.00)\"\n                },\n                {\n                    \"ID\": \"113484699\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Principal Reduced against Monthly Instalment\",\n                    \"balance\": \"101.00\"\n                },\n                {\n                    \"ID\": \"113484704\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Added to Instalment Dues: Monthly Instalment\",\n                    \"balance\": \"(101.00)\"\n                },\n                {\n                    \"ID\": \"113484706\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Excess adjusted against Dues\",\n                    \"balance\": \"(101.00)\"\n                },\n                {\n                    \"ID\": \"113484707\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Dues Reduced with Amount Received\",\n                    \"balance\": \"101.00\"\n                },\n                {\n                    \"ID\": \"113484714\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Drawdown Instalment Due (TXNID16366182158)\",\n                    \"balance\": \"(1.00)\"\n                },\n                {\n                    \"ID\": \"113484715\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Principal Reduced against Monthly Instalment\",\n                    \"balance\": \"1.00\"\n                },\n                {\n                    \"ID\": \"113484720\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Added to Instalment Dues: Monthly Instalment\",\n                    \"balance\": \"(1.00)\"\n                },\n                {\n                    \"ID\": \"113484722\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Excess adjusted against Dues\",\n                    \"balance\": \"(1.00)\"\n                },\n                {\n                    \"ID\": \"113484723\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Dues Reduced with Amount Received\",\n                    \"balance\": \"1.00\"\n                },\n                {\n                    \"ID\": \"113484730\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Drawdown Instalment Due (TXNID1636973233)\",\n                    \"balance\": \"(101.00)\"\n                },\n                {\n                    \"ID\": \"113484731\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Principal Reduced against Monthly Instalment\",\n                    \"balance\": \"101.00\"\n                },\n                {\n                    \"ID\": \"113484736\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Added to Instalment Dues: Monthly Instalment\",\n                    \"balance\": \"(101.00)\"\n                },\n                {\n                    \"ID\": \"113484738\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Excess adjusted against Dues\",\n                    \"balance\": \"(101.00)\"\n                },\n                {\n                    \"ID\": \"113484739\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Dues Reduced with Amount Received\",\n                    \"balance\": \"101.00\"\n                },\n                {\n                    \"ID\": \"113484746\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Drawdown Instalment Due (TXNID1636990681)\",\n                    \"balance\": \"(111.00)\"\n                },\n                {\n                    \"ID\": \"113484747\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Principal Reduced against Monthly Instalment\",\n                    \"balance\": \"111.00\"\n                },\n                {\n                    \"ID\": \"113484752\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Added to Instalment Dues: Monthly Instalment\",\n                    \"balance\": \"(111.00)\"\n                },\n                {\n                    \"ID\": \"113484754\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Excess adjusted against Dues\",\n                    \"balance\": \"(111.00)\"\n                },\n                {\n                    \"ID\": \"113484755\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Dues Reduced with Amount Received\",\n                    \"balance\": \"111.00\"\n                },\n                {\n                    \"ID\": \"113484762\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Drawdown Instalment Due (TXNID1636990781)\",\n                    \"balance\": \"(112.00)\"\n                },\n                {\n                    \"ID\": \"113484763\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Principal Reduced against Monthly Instalment\",\n                    \"balance\": \"112.00\"\n                },\n                {\n                    \"ID\": \"113484768\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Added to Instalment Dues: Monthly Instalment\",\n                    \"balance\": \"(112.00)\"\n                },\n                {\n                    \"ID\": \"113484770\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Excess adjusted against Dues\",\n                    \"balance\": \"(112.00)\"\n                },\n                {\n                    \"ID\": \"113484771\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Dues Reduced with Amount Received\",\n                    \"balance\": \"112.00\"\n                },\n                {\n                    \"ID\": \"113484778\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Drawdown Instalment Due (TXNID1636990895)\",\n                    \"balance\": \"(113.00)\"\n                },\n                {\n                    \"ID\": \"113484779\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Principal Reduced against Monthly Instalment\",\n                    \"balance\": \"113.00\"\n                },\n                {\n                    \"ID\": \"113484784\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Added to Instalment Dues: Monthly Instalment\",\n                    \"balance\": \"(113.00)\"\n                },\n                {\n                    \"ID\": \"113484786\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Excess adjusted against Dues\",\n                    \"balance\": \"(113.00)\"\n                },\n                {\n                    \"ID\": \"113484787\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Dues Reduced with Amount Received\",\n                    \"balance\": \"113.00\"\n                },\n                {\n                    \"ID\": \"113484794\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Drawdown Instalment Due (TXNID1636991134)\",\n                    \"balance\": \"(112.00)\"\n                },\n                {\n                    \"ID\": \"113484795\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Principal Reduced against Monthly Instalment\",\n                    \"balance\": \"112.00\"\n                },\n                {\n                    \"ID\": \"113484800\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Added to Instalment Dues: Monthly Instalment\",\n                    \"balance\": \"(112.00)\"\n                },\n                {\n                    \"ID\": \"113484802\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Excess adjusted against Dues\",\n                    \"balance\": \"(112.00)\"\n                },\n                {\n                    \"ID\": \"113484803\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Dues Reduced with Amount Received\",\n                    \"balance\": \"112.00\"\n                },\n                {\n                    \"ID\": \"113484810\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Drawdown Instalment Due (TXNID1636991401)\",\n                    \"balance\": \"(47.00)\"\n                },\n                {\n                    \"ID\": \"113484811\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Principal Reduced against Monthly Instalment\",\n                    \"balance\": \"47.00\"\n                },\n                {\n                    \"ID\": \"113484816\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Added to Instalment Dues: Monthly Instalment\",\n                    \"balance\": \"(47.00)\"\n                },\n                {\n                    \"ID\": \"113484818\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Excess adjusted against Dues\",\n                    \"balance\": \"(47.00)\"\n                },\n                {\n                    \"ID\": \"113484819\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Dues Reduced with Amount Received\",\n                    \"balance\": \"47.00\"\n                },\n                {\n                    \"ID\": \"113484826\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Drawdown Instalment Due (TXNID1636991907)\",\n                    \"balance\": \"(121.00)\"\n                },\n                {\n                    \"ID\": \"113484827\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Principal Reduced against Monthly Instalment\",\n                    \"balance\": \"121.00\"\n                },\n                {\n                    \"ID\": \"113484832\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Added to Instalment Dues: Monthly Instalment\",\n                    \"balance\": \"(121.00)\"\n                },\n                {\n                    \"ID\": \"113484834\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Excess adjusted against Dues\",\n                    \"balance\": \"(121.00)\"\n                },\n                {\n                    \"ID\": \"113484835\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Dues Reduced with Amount Received\",\n                    \"balance\": \"121.00\"\n                },\n                {\n                    \"ID\": \"113484842\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Drawdown Instalment Due (TXNID1636991924)\",\n                    \"balance\": \"(122.00)\"\n                },\n                {\n                    \"ID\": \"113484843\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Principal Reduced against Monthly Instalment\",\n                    \"balance\": \"122.00\"\n                },\n                {\n                    \"ID\": \"113484848\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Added to Instalment Dues: Monthly Instalment\",\n                    \"balance\": \"(122.00)\"\n                },\n                {\n                    \"ID\": \"113484850\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Excess adjusted against Dues\",\n                    \"balance\": \"(122.00)\"\n                },\n                {\n                    \"ID\": \"113484851\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Dues Reduced with Amount Received\",\n                    \"balance\": \"122.00\"\n                },\n                {\n                    \"ID\": \"113484858\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Drawdown Instalment Due (TXNID1636991978)\",\n                    \"balance\": \"(123.00)\"\n                },\n                {\n                    \"ID\": \"113484859\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Principal Reduced against Monthly Instalment\",\n                    \"balance\": \"123.00\"\n                },\n                {\n                    \"ID\": \"113484864\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Added to Instalment Dues: Monthly Instalment\",\n                    \"balance\": \"(123.00)\"\n                },\n                {\n                    \"ID\": \"113484866\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Excess adjusted against Dues\",\n                    \"balance\": \"(123.00)\"\n                },\n                {\n                    \"ID\": \"113484867\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Dues Reduced with Amount Received\",\n                    \"balance\": \"123.00\"\n                },\n                {\n                    \"ID\": \"113484874\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Drawdown Instalment Due (TXNID1636991995)\",\n                    \"balance\": \"(124.00)\"\n                },\n                {\n                    \"ID\": \"113484875\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Principal Reduced against Monthly Instalment\",\n                    \"balance\": \"124.00\"\n                },\n                {\n                    \"ID\": \"113484880\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Added to Instalment Dues: Monthly Instalment\",\n                    \"balance\": \"(124.00)\"\n                },\n                {\n                    \"ID\": \"113484882\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Excess adjusted against Dues\",\n                    \"balance\": \"(124.00)\"\n                },\n                {\n                    \"ID\": \"113484883\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Dues Reduced with Amount Received\",\n                    \"balance\": \"124.00\"\n                },\n                {\n                    \"ID\": \"113484890\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Drawdown Instalment Due (TXNID1636992015)\",\n                    \"balance\": \"(125.00)\"\n                },\n                {\n                    \"ID\": \"113484891\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Principal Reduced against Monthly Instalment\",\n                    \"balance\": \"125.00\"\n                },\n                {\n                    \"ID\": \"113484896\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Added to Instalment Dues: Monthly Instalment\",\n                    \"balance\": \"(125.00)\"\n                },\n                {\n                    \"ID\": \"113484898\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Excess adjusted against Dues\",\n                    \"balance\": \"(125.00)\"\n                },\n                {\n                    \"ID\": \"113484899\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Dues Reduced with Amount Received\",\n                    \"balance\": \"125.00\"\n                },\n                {\n                    \"ID\": \"113484906\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Drawdown Instalment Due (TXNID1636991886)\",\n                    \"balance\": \"(100.00)\"\n                },\n                {\n                    \"ID\": \"113484907\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Principal Reduced against Monthly Instalment\",\n                    \"balance\": \"100.00\"\n                },\n                {\n                    \"ID\": \"113484912\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Added to Instalment Dues: Monthly Instalment\",\n                    \"balance\": \"(100.00)\"\n                },\n                {\n                    \"ID\": \"113484914\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Excess adjusted against Dues\",\n                    \"balance\": \"(100.00)\"\n                },\n                {\n                    \"ID\": \"113484915\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Dues Reduced with Amount Received\",\n                    \"balance\": \"100.00\"\n                },\n                {\n                    \"ID\": \"113484922\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Drawdown Instalment Due (TXNID1637043256)\",\n                    \"balance\": \"(131.00)\"\n                },\n                {\n                    \"ID\": \"113484923\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Principal Reduced against Monthly Instalment\",\n                    \"balance\": \"131.00\"\n                },\n                {\n                    \"ID\": \"113484928\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Added to Instalment Dues: Monthly Instalment\",\n                    \"balance\": \"(131.00)\"\n                },\n                {\n                    \"ID\": \"113484930\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Excess adjusted against Dues\",\n                    \"balance\": \"(131.00)\"\n                },\n                {\n                    \"ID\": \"113484931\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Dues Reduced with Amount Received\",\n                    \"balance\": \"131.00\"\n                },\n                {\n                    \"ID\": \"113484938\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Drawdown Instalment Due (TXNID1637130472)\",\n                    \"balance\": \"(141.00)\"\n                },\n                {\n                    \"ID\": \"113484939\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Principal Reduced against Monthly Instalment\",\n                    \"balance\": \"141.00\"\n                },\n                {\n                    \"ID\": \"113484944\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Added to Instalment Dues: Monthly Instalment\",\n                    \"balance\": \"(141.00)\"\n                },\n                {\n                    \"ID\": \"113484946\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Excess adjusted against Dues\",\n                    \"balance\": \"(141.00)\"\n                },\n                {\n                    \"ID\": \"113484947\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Dues Reduced with Amount Received\",\n                    \"balance\": \"141.00\"\n                },\n                {\n                    \"ID\": \"9999999999999900\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Total Outstanding Principal\",\n                    \"balance\": \"0.00\"\n                },\n                {\n                    \"ID\": \"9999999999999910\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Total Outstanding Dues ( Instalment + Penalties )\",\n                    \"balance\": \"0.00\"\n                },\n                {\n                    \"ID\": \"9999999999999920\",\n                    \"entry_date\": \"2021-11-24\",\n                    \"entry_formatted_date\": \"24 November,2021\",\n                    \"reason\": \"Total Excess\",\n                    \"balance\": \"49993.00\"\n                },\n                {\n                    \"ID\": \"113486385\",\n                    \"entry_date\": \"2021-12-01\",\n                    \"entry_formatted_date\": \"01 December,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Disbursed on your behalf\",\n                    \"balance\": \"(1400.00)\"\n                },\n                {\n                    \"ID\": \"113486386\",\n                    \"entry_date\": \"2021-12-01\",\n                    \"entry_formatted_date\": \"01 December,2021\",\n                    \"reason\": \"Interest Income from Dealer Discount\",\n                    \"balance\": \"12.60\"\n                },\n                {\n                    \"ID\": \"113486387\",\n                    \"entry_date\": \"2021-12-01\",\n                    \"entry_formatted_date\": \"01 December,2021\",\n                    \"reason\": \"Amount disbursed to Dealer\",\n                    \"balance\": \"1387.40\"\n                },\n                {\n                    \"ID\": \"113486394\",\n                    \"entry_date\": \"2021-12-01\",\n                    \"entry_formatted_date\": \"01 December,2021\",\n                    \"reason\": \"Excess adjusted against Principal\",\n                    \"balance\": \"(1300.00)\"\n                },\n                {\n                    \"ID\": \"113486395\",\n                    \"entry_date\": \"2021-12-01\",\n                    \"entry_formatted_date\": \"01 December,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Collected on your behalf\",\n                    \"balance\": \"1300.00\"\n                },\n                {\n                    \"ID\": \"113486402\",\n                    \"entry_date\": \"2021-12-01\",\n                    \"entry_formatted_date\": \"01 December,2021\",\n                    \"reason\": \"Excess adjusted against Principal\",\n                    \"balance\": \"(99.00)\"\n                },\n                {\n                    \"ID\": \"113486403\",\n                    \"entry_date\": \"2021-12-01\",\n                    \"entry_formatted_date\": \"01 December,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Collected on your behalf\",\n                    \"balance\": \"99.00\"\n                },\n                {\n                    \"ID\": \"113486411\",\n                    \"entry_date\": \"2021-12-01\",\n                    \"entry_formatted_date\": \"01 December,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Disbursed on your behalf\",\n                    \"balance\": \"(30.00)\"\n                },\n                {\n                    \"ID\": \"113486412\",\n                    \"entry_date\": \"2021-12-01\",\n                    \"entry_formatted_date\": \"01 December,2021\",\n                    \"reason\": \"Interest Income from Dealer Discount\",\n                    \"balance\": \"0.27\"\n                },\n                {\n                    \"ID\": \"113486413\",\n                    \"entry_date\": \"2021-12-01\",\n                    \"entry_formatted_date\": \"01 December,2021\",\n                    \"reason\": \"Amount disbursed to Dealer\",\n                    \"balance\": \"29.73\"\n                },\n                {\n                    \"ID\": \"113486420\",\n                    \"entry_date\": \"2021-12-01\",\n                    \"entry_formatted_date\": \"01 December,2021\",\n                    \"reason\": \"Excess adjusted against Principal\",\n                    \"balance\": \"(29.00)\"\n                },\n                {\n                    \"ID\": \"113486421\",\n                    \"entry_date\": \"2021-12-01\",\n                    \"entry_formatted_date\": \"01 December,2021\",\n                    \"reason\": \"Added to Principal Outstanding: Amount Collected on your behalf\",\n                    \"balance\": \"29.00\"\n                },\n                {\n                    \"ID\": \"9999999999999900\",\n                    \"entry_date\": \"2021-12-01\",\n                    \"entry_formatted_date\": \"01 December,2021\",\n                    \"reason\": \"Total Outstanding Principal\",\n                    \"balance\": \"(2.00)\"\n                },\n                {\n                    \"ID\": \"9999999999999910\",\n                    \"entry_date\": \"2021-12-01\",\n                    \"entry_formatted_date\": \"01 December,2021\",\n                    \"reason\": \"Total Outstanding Dues ( Instalment + Penalties )\",\n                    \"balance\": \"0.00\"\n                },\n                {\n                    \"ID\": \"9999999999999920\",\n                    \"entry_date\": \"2021-12-01\",\n                    \"entry_formatted_date\": \"01 December,2021\",\n                    \"reason\": \"Total Excess\",\n                    \"balance\": \"48565.00\"\n                }\n            ]\n        }\n    }\n}"}],"_postman_id":"9d5798c9-30a3-41cb-b1a3-ce5952268e25"},{"name":"Account Status","id":"d139a78f-cfd6-45de-9da3-9f18aa095db0","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","value":"application/json"},{"key":"X-API-AUTH","value":"{{api_auth}}"},{"key":"REQ-PRODUCT-ID","value":"{{product_id}}"},{"key":"PARTNER-ID","value":"{{partner_id}}"}],"body":{"mode":"raw","raw":"{\r\n    \"account_status\":{\r\n        \"loan_identifier\":\"SLAN1734523082438561\"\r\n    }\r\n}"},"url":"{{base_url}}/v1-loan/enquire","description":"<h2 id=\"use-case\">Use Case</h2>\n<hr />\n<p>The <strong>Account Status</strong> API request is used to get the account details for the given <strong>loan_id</strong> or <strong>sublan_id</strong>.</p>\n<p>This response contains the details of the used balance, limit, and available balance from the given limit of the account, if the balance is not available API defines the reason for that also. </p>\n<p>In Account Status API request <strong>\"account_status\"</strong> is a question into the body and the API response is the answer for that question. </p>\n<p>We can create multiple question for the <strong>Account Status</strong> request with the unique id to the question, separated by \"+\" i.e. <strong>\"account_status+[unique_id]\"</strong></p>\n<h2 id=\"example\">Example:</h2>\n<hr />\n<blockquote>\n<h5 id=\"--single-question\">- <strong>Single Question</strong></h5>\n</blockquote>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"account_status\":{\n        ....\n     }\n}\n</code></pre>\n<blockquote>\n<h5 id=\"--multiple-question\">- <strong>Multiple Question</strong></h5>\n</blockquote>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"account_status+1\":{\n        ....\n     },\n     \"account_status+2\":{\n        ....\n     }\n}\n</code></pre>\n<h2 id=\"request-attributes\">Request Attributes</h2>\n<hr />\n<p>Content Type: JSON</p>\n<h6 id=\"body-parameter\">Body Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Attribute</th>\n<th>Description</th>\n<th>Required/Optional</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>loan_identifier</td>\n<td>This is the unique loan id or sublan id</td>\n<td>Required</td>\n</tr>\n</tbody>\n</table>\n</div><h6 id=\"response-parameter\">Response Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>limit</td>\n<td>Total amount which is usable to the customer</td>\n</tr>\n<tr>\n<td>used</td>\n<td>Amount which is used from provided limit</td>\n</tr>\n<tr>\n<td>on_hold</td>\n<td>Currently available total OnHold amount</td>\n</tr>\n<tr>\n<td>available</td>\n<td>Available amount which is usable from the limit</td>\n</tr>\n<tr>\n<td>is_available</td>\n<td>To define account has a sufficient usable amount or not. It can Yes or No</td>\n</tr>\n</tbody>\n</table>\n</div>","urlObject":{"path":["v1-loan","enquire"],"host":["{{base_url}}"],"query":[],"variable":[]}},"response":[{"id":"252c40b5-94fb-47c2-9401-fd8bea64007e","name":"Account Status","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json"},{"key":"X-API-AUTH","value":"{{api_auth}}"},{"key":"REQ-PRODUCT-ID","value":"{{product_id}}"},{"key":"PARTNER-ID","value":"{{partner_id}}"}],"body":{"mode":"raw","raw":"{\r\n    \"account_status\":{\r\n        \"loan_identifier\":\"SLAN1697108676286494\"\r\n    }\r\n}"},"url":"{{base_url}}/v1-loan/enquire"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Thu, 15 Apr 2021 13:31:10 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Server","value":"nginx"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"Access-Control-Allow-Origin","value":"*"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"account_status\": {\n        \"question\": {\n            \"loan_identifier\": \"SLAN1697108676286494\"\n        },\n        \"answer\": {\n            \"limit\": \"100000\",\n            \"used\": 0,\n            \"available\": \"100000.00\",\n            \"is_available\": \"yes\",\n            \"status\": \"200\",\n            \"message\": \"success\"\n        }\n    }\n}"},{"id":"4e2b3f16-1863-4ddf-bbd8-a939df070601","name":"Account Status","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json"},{"key":"X-API-AUTH","value":"{{api_auth}}"},{"key":"REQ-PRODUCT-ID","value":"{{product_id}}"},{"key":"PARTNER-ID","value":"{{partner_id}}"}],"body":{"mode":"raw","raw":"{\r\n    \"account_status\":{\r\n        \"loan_identifier\":\"SLAN1690486578440841\"\r\n    }\r\n\r\n}"},"url":"{{base_url}}/v1-loan/enquire"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Server","value":"nginx"},{"key":"Date","value":"Wed, 24 Mar 2021 12:56:00 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"Access-Control-Allow-Origin","value":"*"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"account_status\": {\n        \"question\": {\n            \"loan_identifier\": \"SLAN1690486578440841\"\n        },\n        \"answer\": {\n            \"limit\": \"25000\",\n            \"used\": 25000,\n            \"available\": \"\",\n            \"is_available\": \"no\",\n            \"not_available_reason\": \"<reason>\"\n        }\n    }\n}"},{"id":"f5828779-f2df-4094-aa7b-bae38d70a70c","name":"Account Status","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json"},{"key":"X-API-AUTH","value":"{{api_auth}}"},{"key":"REQ-PRODUCT-ID","value":"{{product_id}}"},{"key":"PARTNER-ID","value":"{{partner_id}}"}],"body":{"mode":"raw","raw":"{\r\n    \"account_status\":{\r\n        \"loan_identifier\":\"SLAN1715843767921346\"\r\n    }\r\n}"},"url":"{{base_url}}/v1-loan/enquire"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Server","value":"nginx"},{"key":"Date","value":"Wed, 01 Dec 2021 11:01:10 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Cache-Control","value":"public, no-cache"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"X-Frame-Options","value":"SAMEORIGIN"},{"key":"X-Content-Type-Options","value":"nosniff"},{"key":"X-XSS-Protection","value":"1; mode=block"},{"key":"Strict-Transport-Security","value":"max-age=31536000"},{"key":"Referrer-Policy","value":"no-referrer-when-downgrade"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"account_status\": {\n        \"question\": {\n            \"loan_identifier\": \"SLAN1715843767921346\"\n        },\n        \"answer\": {\n            \"limit\": \"100000\",\n            \"used\": 2,\n            \"blocked\": \"0\",\n            \"available\": \"99998.00\",\n            \"is_available\": \"yes\",\n            \"dues\": {\n                \"instalment_dues\": {\n                    \"value\": \"0\",\n                    \"label\": \"Instalment Dues where Interest-Free period has ended / ending in next 4 days\"\n                },\n                \"interest_dues\": {\n                    \"value\": \"0\",\n                    \"label\": \"Interest Due (After Interest-Free Period)\"\n                },\n                \"past_interest_dues\": {\n                    \"value\": \"0\",\n                    \"label\": \"Past Installment Dues (> 30 days due)\"\n                },\n                \"current_instalment_dues\": {\n                    \"value\": \"0\",\n                    \"label\": \"Current Installment Dues\"\n                },\n                \"penalty_interest\": {\n                    \"value\": \"0\",\n                    \"label\": \"Penalty Interest\"\n                },\n                \"total_dues_as_on_today\": {\n                    \"value\": \"0\",\n                    \"label\": \"Total Due as on Today\"\n                },\n                \"current\": [\n                    {\n                        \"drawdown_id\": \"TXNID00330044005511\",\n                        \"initial_onhold_date\": \"\",\n                        \"initial_drawdown_date\": \"01 Dec, 2021\",\n                        \"interest_from\": \"15 Dec, 2021\",\n                        \"instalment_date_label\": \"15 Dec, 2021\",\n                        \"instalment_amount\": \"₹1\",\n                        \"principal_amount\": \"₹1\",\n                        \"interest_amount\": \"₹0\",\n                        \"delayed_days\": \"0\",\n                        \"invoice_age\": \"0\",\n                        \"interest_free_days\": \"14\"\n                    },\n                    {\n                        \"drawdown_id\": \"TXNID003300440055111\",\n                        \"initial_onhold_date\": \"\",\n                        \"initial_drawdown_date\": \"01 Dec, 2021\",\n                        \"interest_from\": \"15 Dec, 2021\",\n                        \"instalment_date_label\": \"15 Dec, 2021\",\n                        \"instalment_amount\": \"₹1\",\n                        \"principal_amount\": \"₹1\",\n                        \"interest_amount\": \"₹0\",\n                        \"delayed_days\": \"0\",\n                        \"invoice_age\": \"0\",\n                        \"interest_free_days\": \"14\"\n                    }\n                ]\n            },\n            \"loan_summary\": {\n                \"invoice_summary\": [\n                    {\n                        \"ID\": \"113484233\",\n                        \"Activity_Date\": \"2021-11-11\",\n                        \"GroupID\": \"TXNID000300440055\",\n                        \"Amount\": \"100.00\",\n                        \"Activity\": \"Withdrawal\"\n                    },\n                    {\n                        \"ID\": \"113484538\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID000300440055\",\n                        \"Amount\": \"100.00\",\n                        \"Activity\": \"Moved to Dues\"\n                    },\n                    {\n                        \"ID\": \"113484546\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID000300440055\",\n                        \"Amount\": \"-100.00\",\n                        \"Activity\": \"NACH Status : Loan Account Excess\"\n                    },\n                    {\n                        \"ID\": \"113484552\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID000300440055\",\n                        \"Amount\": \"0.00\",\n                        \"Activity\": \"Drawdown Closed\"\n                    },\n                    {\n                        \"ID\": \"113484223\",\n                        \"Activity_Date\": \"2021-11-11\",\n                        \"GroupID\": \"TXNID0032300440055\",\n                        \"Amount\": \"100.00\",\n                        \"Activity\": \"Withdrawal\"\n                    },\n                    {\n                        \"ID\": \"113484554\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID0032300440055\",\n                        \"Amount\": \"100.00\",\n                        \"Activity\": \"Moved to Dues\"\n                    },\n                    {\n                        \"ID\": \"113484562\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID0032300440055\",\n                        \"Amount\": \"-100.00\",\n                        \"Activity\": \"NACH Status : Loan Account Excess\"\n                    },\n                    {\n                        \"ID\": \"113484568\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID0032300440055\",\n                        \"Amount\": \"0.00\",\n                        \"Activity\": \"Drawdown Closed\"\n                    },\n                    {\n                        \"ID\": \"113484203\",\n                        \"Activity_Date\": \"2021-11-11\",\n                        \"GroupID\": \"TXNID003300440055\",\n                        \"Amount\": \"1400.00\",\n                        \"Activity\": \"Withdrawal\"\n                    },\n                    {\n                        \"ID\": \"113484570\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID003300440055\",\n                        \"Amount\": \"1400.00\",\n                        \"Activity\": \"Moved to Dues\"\n                    },\n                    {\n                        \"ID\": \"113484578\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID003300440055\",\n                        \"Amount\": \"-1400.00\",\n                        \"Activity\": \"NACH Status : Loan Account Excess\"\n                    },\n                    {\n                        \"ID\": \"113484584\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID003300440055\",\n                        \"Amount\": \"0.00\",\n                        \"Activity\": \"Drawdown Closed\"\n                    },\n                    {\n                        \"ID\": \"113486385\",\n                        \"Activity_Date\": \"2021-12-01\",\n                        \"GroupID\": \"TXNID00330044005511\",\n                        \"Amount\": \"1400.00\",\n                        \"Activity\": \"Withdrawal\"\n                    },\n                    {\n                        \"ID\": \"113486395\",\n                        \"Activity_Date\": \"2021-12-01\",\n                        \"GroupID\": \"TXNID00330044005511\",\n                        \"Amount\": \"-1300.00\",\n                        \"Activity\": \"Receipt\"\n                    },\n                    {\n                        \"ID\": \"113486403\",\n                        \"Activity_Date\": \"2021-12-01\",\n                        \"GroupID\": \"TXNID00330044005511\",\n                        \"Amount\": \"-99.00\",\n                        \"Activity\": \"Receipt\"\n                    },\n                    {\n                        \"ID\": \"113486411\",\n                        \"Activity_Date\": \"2021-12-01\",\n                        \"GroupID\": \"TXNID003300440055111\",\n                        \"Amount\": \"30.00\",\n                        \"Activity\": \"Withdrawal\"\n                    },\n                    {\n                        \"ID\": \"113486421\",\n                        \"Activity_Date\": \"2021-12-01\",\n                        \"GroupID\": \"TXNID003300440055111\",\n                        \"Amount\": \"-29.00\",\n                        \"Activity\": \"Receipt\"\n                    },\n                    {\n                        \"ID\": \"113484243\",\n                        \"Activity_Date\": \"2021-11-11\",\n                        \"GroupID\": \"TXNID0080300440055\",\n                        \"Amount\": \"1000.00\",\n                        \"Activity\": \"Withdrawal\"\n                    },\n                    {\n                        \"ID\": \"113484586\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID0080300440055\",\n                        \"Amount\": \"1000.00\",\n                        \"Activity\": \"Moved to Dues\"\n                    },\n                    {\n                        \"ID\": \"113484594\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID0080300440055\",\n                        \"Amount\": \"-1000.00\",\n                        \"Activity\": \"NACH Status : Loan Account Excess\"\n                    },\n                    {\n                        \"ID\": \"113484600\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID0080300440055\",\n                        \"Amount\": \"0.00\",\n                        \"Activity\": \"Drawdown Closed\"\n                    },\n                    {\n                        \"ID\": \"113484213\",\n                        \"Activity_Date\": \"2021-11-11\",\n                        \"GroupID\": \"TXNID03300440055\",\n                        \"Amount\": \"400.00\",\n                        \"Activity\": \"Withdrawal\"\n                    },\n                    {\n                        \"ID\": \"113484602\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID03300440055\",\n                        \"Amount\": \"400.00\",\n                        \"Activity\": \"Moved to Dues\"\n                    },\n                    {\n                        \"ID\": \"113484610\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID03300440055\",\n                        \"Amount\": \"-400.00\",\n                        \"Activity\": \"NACH Status : Loan Account Excess\"\n                    },\n                    {\n                        \"ID\": \"113484616\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID03300440055\",\n                        \"Amount\": \"0.00\",\n                        \"Activity\": \"Drawdown Closed\"\n                    },\n                    {\n                        \"ID\": \"113484253\",\n                        \"Activity_Date\": \"2021-11-11\",\n                        \"GroupID\": \"TXNID0980300440055\",\n                        \"Amount\": \"100.00\",\n                        \"Activity\": \"Withdrawal\"\n                    },\n                    {\n                        \"ID\": \"113484618\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID0980300440055\",\n                        \"Amount\": \"100.00\",\n                        \"Activity\": \"Moved to Dues\"\n                    },\n                    {\n                        \"ID\": \"113484626\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID0980300440055\",\n                        \"Amount\": \"-100.00\",\n                        \"Activity\": \"NACH Status : Loan Account Excess\"\n                    },\n                    {\n                        \"ID\": \"113484632\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID0980300440055\",\n                        \"Amount\": \"0.00\",\n                        \"Activity\": \"Drawdown Closed\"\n                    },\n                    {\n                        \"ID\": \"113484263\",\n                        \"Activity_Date\": \"2021-11-11\",\n                        \"GroupID\": \"TXNID0980300440057\",\n                        \"Amount\": \"100.00\",\n                        \"Activity\": \"Withdrawal\"\n                    },\n                    {\n                        \"ID\": \"113484634\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID0980300440057\",\n                        \"Amount\": \"100.00\",\n                        \"Activity\": \"Moved to Dues\"\n                    },\n                    {\n                        \"ID\": \"113484642\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID0980300440057\",\n                        \"Amount\": \"-100.00\",\n                        \"Activity\": \"NACH Status : Loan Account Excess\"\n                    },\n                    {\n                        \"ID\": \"113484648\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID0980300440057\",\n                        \"Amount\": \"0.00\",\n                        \"Activity\": \"Drawdown Closed\"\n                    },\n                    {\n                        \"ID\": \"113484273\",\n                        \"Activity_Date\": \"2021-11-11\",\n                        \"GroupID\": \"TXNID0980300440059\",\n                        \"Amount\": \"100.00\",\n                        \"Activity\": \"Withdrawal\"\n                    },\n                    {\n                        \"ID\": \"113484650\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID0980300440059\",\n                        \"Amount\": \"100.00\",\n                        \"Activity\": \"Moved to Dues\"\n                    },\n                    {\n                        \"ID\": \"113484658\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID0980300440059\",\n                        \"Amount\": \"-100.00\",\n                        \"Activity\": \"NACH Status : Loan Account Excess\"\n                    },\n                    {\n                        \"ID\": \"113484664\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID0980300440059\",\n                        \"Amount\": \"0.00\",\n                        \"Activity\": \"Drawdown Closed\"\n                    },\n                    {\n                        \"ID\": \"113484283\",\n                        \"Activity_Date\": \"2021-11-11\",\n                        \"GroupID\": \"TXNID0980300440159\",\n                        \"Amount\": \"101.00\",\n                        \"Activity\": \"Withdrawal\"\n                    },\n                    {\n                        \"ID\": \"113484666\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID0980300440159\",\n                        \"Amount\": \"101.00\",\n                        \"Activity\": \"Moved to Dues\"\n                    },\n                    {\n                        \"ID\": \"113484674\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID0980300440159\",\n                        \"Amount\": \"-101.00\",\n                        \"Activity\": \"NACH Status : Loan Account Excess\"\n                    },\n                    {\n                        \"ID\": \"113484680\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID0980300440159\",\n                        \"Amount\": \"0.00\",\n                        \"Activity\": \"Drawdown Closed\"\n                    },\n                    {\n                        \"ID\": \"113484293\",\n                        \"Activity_Date\": \"2021-11-11\",\n                        \"GroupID\": \"TXNID0980300440259\",\n                        \"Amount\": \"101.00\",\n                        \"Activity\": \"Withdrawal\"\n                    },\n                    {\n                        \"ID\": \"113484682\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID0980300440259\",\n                        \"Amount\": \"101.00\",\n                        \"Activity\": \"Moved to Dues\"\n                    },\n                    {\n                        \"ID\": \"113484690\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID0980300440259\",\n                        \"Amount\": \"-101.00\",\n                        \"Activity\": \"NACH Status : Loan Account Excess\"\n                    },\n                    {\n                        \"ID\": \"113484696\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID0980300440259\",\n                        \"Amount\": \"0.00\",\n                        \"Activity\": \"Drawdown Closed\"\n                    },\n                    {\n                        \"ID\": \"113484303\",\n                        \"Activity_Date\": \"2021-11-11\",\n                        \"GroupID\": \"TXNID1636618163046\",\n                        \"Amount\": \"101.00\",\n                        \"Activity\": \"Withdrawal\"\n                    },\n                    {\n                        \"ID\": \"113484698\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636618163046\",\n                        \"Amount\": \"101.00\",\n                        \"Activity\": \"Moved to Dues\"\n                    },\n                    {\n                        \"ID\": \"113484706\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636618163046\",\n                        \"Amount\": \"-101.00\",\n                        \"Activity\": \"NACH Status : Loan Account Excess\"\n                    },\n                    {\n                        \"ID\": \"113484712\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636618163046\",\n                        \"Amount\": \"0.00\",\n                        \"Activity\": \"Drawdown Closed\"\n                    },\n                    {\n                        \"ID\": \"113484313\",\n                        \"Activity_Date\": \"2021-11-11\",\n                        \"GroupID\": \"TXNID16366182158\",\n                        \"Amount\": \"101.00\",\n                        \"Activity\": \"Withdrawal\"\n                    },\n                    {\n                        \"ID\": \"113484485\",\n                        \"Activity_Date\": \"2021-11-17\",\n                        \"GroupID\": \"TXNID16366182158\",\n                        \"Amount\": \"-100.00\",\n                        \"Activity\": \"Receipt\"\n                    },\n                    {\n                        \"ID\": \"113484714\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID16366182158\",\n                        \"Amount\": \"1.00\",\n                        \"Activity\": \"Moved to Dues\"\n                    },\n                    {\n                        \"ID\": \"113484722\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID16366182158\",\n                        \"Amount\": \"-1.00\",\n                        \"Activity\": \"NACH Status : Loan Account Excess\"\n                    },\n                    {\n                        \"ID\": \"113484728\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID16366182158\",\n                        \"Amount\": \"0.00\",\n                        \"Activity\": \"Drawdown Closed\"\n                    },\n                    {\n                        \"ID\": \"113484323\",\n                        \"Activity_Date\": \"2021-11-15\",\n                        \"GroupID\": \"TXNID1636973233\",\n                        \"Amount\": \"101.00\",\n                        \"Activity\": \"Withdrawal\"\n                    },\n                    {\n                        \"ID\": \"113484730\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636973233\",\n                        \"Amount\": \"101.00\",\n                        \"Activity\": \"Moved to Dues\"\n                    },\n                    {\n                        \"ID\": \"113484738\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636973233\",\n                        \"Amount\": \"-101.00\",\n                        \"Activity\": \"NACH Status : Loan Account Excess\"\n                    },\n                    {\n                        \"ID\": \"113484744\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636973233\",\n                        \"Amount\": \"0.00\",\n                        \"Activity\": \"Drawdown Closed\"\n                    },\n                    {\n                        \"ID\": \"113484333\",\n                        \"Activity_Date\": \"2021-11-15\",\n                        \"GroupID\": \"TXNID1636990681\",\n                        \"Amount\": \"111.00\",\n                        \"Activity\": \"Withdrawal\"\n                    },\n                    {\n                        \"ID\": \"113484746\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636990681\",\n                        \"Amount\": \"111.00\",\n                        \"Activity\": \"Moved to Dues\"\n                    },\n                    {\n                        \"ID\": \"113484754\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636990681\",\n                        \"Amount\": \"-111.00\",\n                        \"Activity\": \"NACH Status : Loan Account Excess\"\n                    },\n                    {\n                        \"ID\": \"113484760\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636990681\",\n                        \"Amount\": \"0.00\",\n                        \"Activity\": \"Drawdown Closed\"\n                    },\n                    {\n                        \"ID\": \"113484343\",\n                        \"Activity_Date\": \"2021-11-15\",\n                        \"GroupID\": \"TXNID1636990781\",\n                        \"Amount\": \"112.00\",\n                        \"Activity\": \"Withdrawal\"\n                    },\n                    {\n                        \"ID\": \"113484762\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636990781\",\n                        \"Amount\": \"112.00\",\n                        \"Activity\": \"Moved to Dues\"\n                    },\n                    {\n                        \"ID\": \"113484770\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636990781\",\n                        \"Amount\": \"-112.00\",\n                        \"Activity\": \"NACH Status : Loan Account Excess\"\n                    },\n                    {\n                        \"ID\": \"113484776\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636990781\",\n                        \"Amount\": \"0.00\",\n                        \"Activity\": \"Drawdown Closed\"\n                    },\n                    {\n                        \"ID\": \"113484353\",\n                        \"Activity_Date\": \"2021-11-15\",\n                        \"GroupID\": \"TXNID1636990895\",\n                        \"Amount\": \"113.00\",\n                        \"Activity\": \"Withdrawal\"\n                    },\n                    {\n                        \"ID\": \"113484778\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636990895\",\n                        \"Amount\": \"113.00\",\n                        \"Activity\": \"Moved to Dues\"\n                    },\n                    {\n                        \"ID\": \"113484786\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636990895\",\n                        \"Amount\": \"-113.00\",\n                        \"Activity\": \"NACH Status : Loan Account Excess\"\n                    },\n                    {\n                        \"ID\": \"113484792\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636990895\",\n                        \"Amount\": \"0.00\",\n                        \"Activity\": \"Drawdown Closed\"\n                    },\n                    {\n                        \"ID\": \"113484363\",\n                        \"Activity_Date\": \"2021-11-15\",\n                        \"GroupID\": \"TXNID1636991134\",\n                        \"Amount\": \"112.00\",\n                        \"Activity\": \"Withdrawal\"\n                    },\n                    {\n                        \"ID\": \"113484794\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636991134\",\n                        \"Amount\": \"112.00\",\n                        \"Activity\": \"Moved to Dues\"\n                    },\n                    {\n                        \"ID\": \"113484802\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636991134\",\n                        \"Amount\": \"-112.00\",\n                        \"Activity\": \"NACH Status : Loan Account Excess\"\n                    },\n                    {\n                        \"ID\": \"113484808\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636991134\",\n                        \"Amount\": \"0.00\",\n                        \"Activity\": \"Drawdown Closed\"\n                    },\n                    {\n                        \"ID\": \"113484373\",\n                        \"Activity_Date\": \"2021-11-15\",\n                        \"GroupID\": \"TXNID1636991401\",\n                        \"Amount\": \"47.00\",\n                        \"Activity\": \"Withdrawal\"\n                    },\n                    {\n                        \"ID\": \"113484810\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636991401\",\n                        \"Amount\": \"47.00\",\n                        \"Activity\": \"Moved to Dues\"\n                    },\n                    {\n                        \"ID\": \"113484818\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636991401\",\n                        \"Amount\": \"-47.00\",\n                        \"Activity\": \"NACH Status : Loan Account Excess\"\n                    },\n                    {\n                        \"ID\": \"113484824\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636991401\",\n                        \"Amount\": \"0.00\",\n                        \"Activity\": \"Drawdown Closed\"\n                    },\n                    {\n                        \"ID\": \"113484383\",\n                        \"Activity_Date\": \"2021-11-15\",\n                        \"GroupID\": \"TXNID1636991886\",\n                        \"Amount\": \"120.00\",\n                        \"Activity\": \"Withdrawal\"\n                    },\n                    {\n                        \"ID\": \"113484459\",\n                        \"Activity_Date\": \"2021-11-16\",\n                        \"GroupID\": \"TXNID1636991886\",\n                        \"Amount\": \"-10.00\",\n                        \"Activity\": \"Receipt\"\n                    },\n                    {\n                        \"ID\": \"113484467\",\n                        \"Activity_Date\": \"2021-11-16\",\n                        \"GroupID\": \"TXNID1636991886\",\n                        \"Amount\": \"-10.00\",\n                        \"Activity\": \"Receipt\"\n                    },\n                    {\n                        \"ID\": \"113484906\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636991886\",\n                        \"Amount\": \"100.00\",\n                        \"Activity\": \"Moved to Dues\"\n                    },\n                    {\n                        \"ID\": \"113484914\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636991886\",\n                        \"Amount\": \"-100.00\",\n                        \"Activity\": \"NACH Status : Loan Account Excess\"\n                    },\n                    {\n                        \"ID\": \"113484920\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636991886\",\n                        \"Amount\": \"0.00\",\n                        \"Activity\": \"Drawdown Closed\"\n                    },\n                    {\n                        \"ID\": \"113484393\",\n                        \"Activity_Date\": \"2021-11-15\",\n                        \"GroupID\": \"TXNID1636991907\",\n                        \"Amount\": \"121.00\",\n                        \"Activity\": \"Withdrawal\"\n                    },\n                    {\n                        \"ID\": \"113484826\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636991907\",\n                        \"Amount\": \"121.00\",\n                        \"Activity\": \"Moved to Dues\"\n                    },\n                    {\n                        \"ID\": \"113484834\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636991907\",\n                        \"Amount\": \"-121.00\",\n                        \"Activity\": \"NACH Status : Loan Account Excess\"\n                    },\n                    {\n                        \"ID\": \"113484840\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636991907\",\n                        \"Amount\": \"0.00\",\n                        \"Activity\": \"Drawdown Closed\"\n                    },\n                    {\n                        \"ID\": \"113484403\",\n                        \"Activity_Date\": \"2021-11-15\",\n                        \"GroupID\": \"TXNID1636991924\",\n                        \"Amount\": \"122.00\",\n                        \"Activity\": \"Withdrawal\"\n                    },\n                    {\n                        \"ID\": \"113484842\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636991924\",\n                        \"Amount\": \"122.00\",\n                        \"Activity\": \"Moved to Dues\"\n                    },\n                    {\n                        \"ID\": \"113484850\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636991924\",\n                        \"Amount\": \"-122.00\",\n                        \"Activity\": \"NACH Status : Loan Account Excess\"\n                    },\n                    {\n                        \"ID\": \"113484856\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636991924\",\n                        \"Amount\": \"0.00\",\n                        \"Activity\": \"Drawdown Closed\"\n                    },\n                    {\n                        \"ID\": \"113484413\",\n                        \"Activity_Date\": \"2021-11-15\",\n                        \"GroupID\": \"TXNID1636991978\",\n                        \"Amount\": \"123.00\",\n                        \"Activity\": \"Withdrawal\"\n                    },\n                    {\n                        \"ID\": \"113484858\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636991978\",\n                        \"Amount\": \"123.00\",\n                        \"Activity\": \"Moved to Dues\"\n                    },\n                    {\n                        \"ID\": \"113484866\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636991978\",\n                        \"Amount\": \"-123.00\",\n                        \"Activity\": \"NACH Status : Loan Account Excess\"\n                    },\n                    {\n                        \"ID\": \"113484872\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636991978\",\n                        \"Amount\": \"0.00\",\n                        \"Activity\": \"Drawdown Closed\"\n                    },\n                    {\n                        \"ID\": \"113484423\",\n                        \"Activity_Date\": \"2021-11-15\",\n                        \"GroupID\": \"TXNID1636991995\",\n                        \"Amount\": \"124.00\",\n                        \"Activity\": \"Withdrawal\"\n                    },\n                    {\n                        \"ID\": \"113484874\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636991995\",\n                        \"Amount\": \"124.00\",\n                        \"Activity\": \"Moved to Dues\"\n                    },\n                    {\n                        \"ID\": \"113484882\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636991995\",\n                        \"Amount\": \"-124.00\",\n                        \"Activity\": \"NACH Status : Loan Account Excess\"\n                    },\n                    {\n                        \"ID\": \"113484888\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636991995\",\n                        \"Amount\": \"0.00\",\n                        \"Activity\": \"Drawdown Closed\"\n                    },\n                    {\n                        \"ID\": \"113484433\",\n                        \"Activity_Date\": \"2021-11-15\",\n                        \"GroupID\": \"TXNID1636992015\",\n                        \"Amount\": \"125.00\",\n                        \"Activity\": \"Withdrawal\"\n                    },\n                    {\n                        \"ID\": \"113484890\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636992015\",\n                        \"Amount\": \"125.00\",\n                        \"Activity\": \"Moved to Dues\"\n                    },\n                    {\n                        \"ID\": \"113484898\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636992015\",\n                        \"Amount\": \"-125.00\",\n                        \"Activity\": \"NACH Status : Loan Account Excess\"\n                    },\n                    {\n                        \"ID\": \"113484904\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1636992015\",\n                        \"Amount\": \"0.00\",\n                        \"Activity\": \"Drawdown Closed\"\n                    },\n                    {\n                        \"ID\": \"113484443\",\n                        \"Activity_Date\": \"2021-11-16\",\n                        \"GroupID\": \"TXNID1637043256\",\n                        \"Amount\": \"131.00\",\n                        \"Activity\": \"Withdrawal\"\n                    },\n                    {\n                        \"ID\": \"113484922\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1637043256\",\n                        \"Amount\": \"131.00\",\n                        \"Activity\": \"Moved to Dues\"\n                    },\n                    {\n                        \"ID\": \"113484930\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1637043256\",\n                        \"Amount\": \"-131.00\",\n                        \"Activity\": \"NACH Status : Loan Account Excess\"\n                    },\n                    {\n                        \"ID\": \"113484936\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1637043256\",\n                        \"Amount\": \"0.00\",\n                        \"Activity\": \"Drawdown Closed\"\n                    },\n                    {\n                        \"ID\": \"113484475\",\n                        \"Activity_Date\": \"2021-11-17\",\n                        \"GroupID\": \"TXNID1637130472\",\n                        \"Amount\": \"141.00\",\n                        \"Activity\": \"Withdrawal\"\n                    },\n                    {\n                        \"ID\": \"113484938\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1637130472\",\n                        \"Amount\": \"141.00\",\n                        \"Activity\": \"Moved to Dues\"\n                    },\n                    {\n                        \"ID\": \"113484946\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1637130472\",\n                        \"Amount\": \"-141.00\",\n                        \"Activity\": \"NACH Status : Loan Account Excess\"\n                    },\n                    {\n                        \"ID\": \"113484952\",\n                        \"Activity_Date\": \"2021-11-24\",\n                        \"GroupID\": \"TXNID1637130472\",\n                        \"Amount\": \"0.00\",\n                        \"Activity\": \"Drawdown Closed\"\n                    }\n                ],\n                \"excess_balance\": [\n                    {\n                        \"id\": \"113484451\",\n                        \"txn_date\": \"2021-11-16\",\n                        \"credit\": \"5000.00\",\n                        \"debit\": \"0.00\",\n                        \"txn_set\": \"Excess Receipt\",\n                        \"reason\": \"Excess amount received\",\n                        \"balance\": \"5000.00\"\n                    },\n                    {\n                        \"id\": \"113484454\",\n                        \"txn_date\": \"2021-11-16\",\n                        \"credit\": \"50000.00\",\n                        \"debit\": \"0.00\",\n                        \"txn_set\": \"Excess Receipt\",\n                        \"reason\": \"Excess amount received\",\n                        \"balance\": \"55000.00\"\n                    },\n                    {\n                        \"id\": \"113484458\",\n                        \"txn_date\": \"2021-11-16\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"10.00\",\n                        \"txn_set\": \"Drawdown Decrease\",\n                        \"reason\": \"Excess adjusted against Principal\",\n                        \"balance\": \"54990.00\"\n                    },\n                    {\n                        \"id\": \"113484466\",\n                        \"txn_date\": \"2021-11-16\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"10.00\",\n                        \"txn_set\": \"Drawdown Decrease\",\n                        \"reason\": \"Excess adjusted against Principal\",\n                        \"balance\": \"54980.00\"\n                    },\n                    {\n                        \"id\": \"113484484\",\n                        \"txn_date\": \"2021-11-17\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"100.00\",\n                        \"txn_set\": \"Drawdown Decrease\",\n                        \"reason\": \"Excess adjusted against Principal\",\n                        \"balance\": \"54880.00\"\n                    },\n                    {\n                        \"id\": \"113484536\",\n                        \"txn_date\": \"2021-11-24\",\n                        \"credit\": \"300.00\",\n                        \"debit\": \"0.00\",\n                        \"txn_set\": \"Excess Receipt\",\n                        \"reason\": \"Excess amount received\",\n                        \"balance\": \"55180.00\"\n                    },\n                    {\n                        \"id\": \"113484546\",\n                        \"txn_date\": \"2021-11-24\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"100.00\",\n                        \"txn_set\": \"NACH Update\",\n                        \"reason\": \"Excess adjusted against Dues\",\n                        \"balance\": \"55080.00\"\n                    },\n                    {\n                        \"id\": \"113484562\",\n                        \"txn_date\": \"2021-11-24\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"100.00\",\n                        \"txn_set\": \"NACH Update\",\n                        \"reason\": \"Excess adjusted against Dues\",\n                        \"balance\": \"54980.00\"\n                    },\n                    {\n                        \"id\": \"113484578\",\n                        \"txn_date\": \"2021-11-24\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"1400.00\",\n                        \"txn_set\": \"NACH Update\",\n                        \"reason\": \"Excess adjusted against Dues\",\n                        \"balance\": \"53580.00\"\n                    },\n                    {\n                        \"id\": \"113484594\",\n                        \"txn_date\": \"2021-11-24\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"1000.00\",\n                        \"txn_set\": \"NACH Update\",\n                        \"reason\": \"Excess adjusted against Dues\",\n                        \"balance\": \"52580.00\"\n                    },\n                    {\n                        \"id\": \"113484610\",\n                        \"txn_date\": \"2021-11-24\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"400.00\",\n                        \"txn_set\": \"NACH Update\",\n                        \"reason\": \"Excess adjusted against Dues\",\n                        \"balance\": \"52180.00\"\n                    },\n                    {\n                        \"id\": \"113484626\",\n                        \"txn_date\": \"2021-11-24\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"100.00\",\n                        \"txn_set\": \"NACH Update\",\n                        \"reason\": \"Excess adjusted against Dues\",\n                        \"balance\": \"52080.00\"\n                    },\n                    {\n                        \"id\": \"113484642\",\n                        \"txn_date\": \"2021-11-24\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"100.00\",\n                        \"txn_set\": \"NACH Update\",\n                        \"reason\": \"Excess adjusted against Dues\",\n                        \"balance\": \"51980.00\"\n                    },\n                    {\n                        \"id\": \"113484658\",\n                        \"txn_date\": \"2021-11-24\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"100.00\",\n                        \"txn_set\": \"NACH Update\",\n                        \"reason\": \"Excess adjusted against Dues\",\n                        \"balance\": \"51880.00\"\n                    },\n                    {\n                        \"id\": \"113484674\",\n                        \"txn_date\": \"2021-11-24\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"101.00\",\n                        \"txn_set\": \"NACH Update\",\n                        \"reason\": \"Excess adjusted against Dues\",\n                        \"balance\": \"51779.00\"\n                    },\n                    {\n                        \"id\": \"113484690\",\n                        \"txn_date\": \"2021-11-24\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"101.00\",\n                        \"txn_set\": \"NACH Update\",\n                        \"reason\": \"Excess adjusted against Dues\",\n                        \"balance\": \"51678.00\"\n                    },\n                    {\n                        \"id\": \"113484706\",\n                        \"txn_date\": \"2021-11-24\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"101.00\",\n                        \"txn_set\": \"NACH Update\",\n                        \"reason\": \"Excess adjusted against Dues\",\n                        \"balance\": \"51577.00\"\n                    },\n                    {\n                        \"id\": \"113484722\",\n                        \"txn_date\": \"2021-11-24\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"1.00\",\n                        \"txn_set\": \"NACH Update\",\n                        \"reason\": \"Excess adjusted against Dues\",\n                        \"balance\": \"51576.00\"\n                    },\n                    {\n                        \"id\": \"113484738\",\n                        \"txn_date\": \"2021-11-24\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"101.00\",\n                        \"txn_set\": \"NACH Update\",\n                        \"reason\": \"Excess adjusted against Dues\",\n                        \"balance\": \"51475.00\"\n                    },\n                    {\n                        \"id\": \"113484754\",\n                        \"txn_date\": \"2021-11-24\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"111.00\",\n                        \"txn_set\": \"NACH Update\",\n                        \"reason\": \"Excess adjusted against Dues\",\n                        \"balance\": \"51364.00\"\n                    },\n                    {\n                        \"id\": \"113484770\",\n                        \"txn_date\": \"2021-11-24\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"112.00\",\n                        \"txn_set\": \"NACH Update\",\n                        \"reason\": \"Excess adjusted against Dues\",\n                        \"balance\": \"51252.00\"\n                    },\n                    {\n                        \"id\": \"113484786\",\n                        \"txn_date\": \"2021-11-24\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"113.00\",\n                        \"txn_set\": \"NACH Update\",\n                        \"reason\": \"Excess adjusted against Dues\",\n                        \"balance\": \"51139.00\"\n                    },\n                    {\n                        \"id\": \"113484802\",\n                        \"txn_date\": \"2021-11-24\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"112.00\",\n                        \"txn_set\": \"NACH Update\",\n                        \"reason\": \"Excess adjusted against Dues\",\n                        \"balance\": \"51027.00\"\n                    },\n                    {\n                        \"id\": \"113484818\",\n                        \"txn_date\": \"2021-11-24\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"47.00\",\n                        \"txn_set\": \"NACH Update\",\n                        \"reason\": \"Excess adjusted against Dues\",\n                        \"balance\": \"50980.00\"\n                    },\n                    {\n                        \"id\": \"113484834\",\n                        \"txn_date\": \"2021-11-24\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"121.00\",\n                        \"txn_set\": \"NACH Update\",\n                        \"reason\": \"Excess adjusted against Dues\",\n                        \"balance\": \"50859.00\"\n                    },\n                    {\n                        \"id\": \"113484850\",\n                        \"txn_date\": \"2021-11-24\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"122.00\",\n                        \"txn_set\": \"NACH Update\",\n                        \"reason\": \"Excess adjusted against Dues\",\n                        \"balance\": \"50737.00\"\n                    },\n                    {\n                        \"id\": \"113484866\",\n                        \"txn_date\": \"2021-11-24\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"123.00\",\n                        \"txn_set\": \"NACH Update\",\n                        \"reason\": \"Excess adjusted against Dues\",\n                        \"balance\": \"50614.00\"\n                    },\n                    {\n                        \"id\": \"113484882\",\n                        \"txn_date\": \"2021-11-24\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"124.00\",\n                        \"txn_set\": \"NACH Update\",\n                        \"reason\": \"Excess adjusted against Dues\",\n                        \"balance\": \"50490.00\"\n                    },\n                    {\n                        \"id\": \"113484898\",\n                        \"txn_date\": \"2021-11-24\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"125.00\",\n                        \"txn_set\": \"NACH Update\",\n                        \"reason\": \"Excess adjusted against Dues\",\n                        \"balance\": \"50365.00\"\n                    },\n                    {\n                        \"id\": \"113484914\",\n                        \"txn_date\": \"2021-11-24\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"100.00\",\n                        \"txn_set\": \"NACH Update\",\n                        \"reason\": \"Excess adjusted against Dues\",\n                        \"balance\": \"50265.00\"\n                    },\n                    {\n                        \"id\": \"113484930\",\n                        \"txn_date\": \"2021-11-24\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"131.00\",\n                        \"txn_set\": \"NACH Update\",\n                        \"reason\": \"Excess adjusted against Dues\",\n                        \"balance\": \"50134.00\"\n                    },\n                    {\n                        \"id\": \"113484946\",\n                        \"txn_date\": \"2021-11-24\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"141.00\",\n                        \"txn_set\": \"NACH Update\",\n                        \"reason\": \"Excess adjusted against Dues\",\n                        \"balance\": \"49993.00\"\n                    },\n                    {\n                        \"id\": \"113486394\",\n                        \"txn_date\": \"2021-12-01\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"1300.00\",\n                        \"txn_set\": \"Drawdown Decrease\",\n                        \"reason\": \"Excess adjusted against Principal\",\n                        \"balance\": \"48693.00\"\n                    },\n                    {\n                        \"id\": \"113486402\",\n                        \"txn_date\": \"2021-12-01\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"99.00\",\n                        \"txn_set\": \"Drawdown Decrease\",\n                        \"reason\": \"Excess adjusted against Principal\",\n                        \"balance\": \"48594.00\"\n                    },\n                    {\n                        \"id\": \"113486420\",\n                        \"txn_date\": \"2021-12-01\",\n                        \"credit\": \"0.00\",\n                        \"debit\": \"29.00\",\n                        \"txn_set\": \"Drawdown Decrease\",\n                        \"reason\": \"Excess adjusted against Principal\",\n                        \"balance\": \"48565.00\"\n                    }\n                ]\n            },\n            \"payment_link\": \"https://loantap.in/s/due-details/61a755f68ed1a\",\n            \"status_code\": \"200\",\n            \"message\": \"success\"\n        }\n    }\n}"},{"id":"eeb1a96e-743e-4db3-97d6-91149eeef81d","name":"Account Status - Not Availble Reason","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json"},{"key":"X-API-AUTH","value":"{{api_auth}}"},{"key":"REQ-PRODUCT-ID","value":"{{product_id}}"},{"key":"PARTNER-ID","value":"{{partner_id}}"}],"body":{"mode":"raw","raw":"{\r\n    \"account_status\":{\r\n        \"loan_identifier\":\"SLAN1718102779294378\"\r\n    }\r\n}"},"url":"{{base_url}}/v1-loan/enquire"},"status":"OK","code":200,"_postman_previewlanguage":"html","header":[{"key":"Server","value":"nginx"},{"key":"Date","value":"Fri, 03 Dec 2021 05:59:18 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"not used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Cache-Control","value":"public, no-cache"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"X-Frame-Options","value":"SAMEORIGIN"},{"key":"X-Content-Type-Options","value":"nosniff"},{"key":"X-XSS-Protection","value":"1; mode=block"},{"key":"Strict-Transport-Security","value":"max-age=31536000"},{"key":"Referrer-Policy","value":"no-referrer-when-downgrade"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\"account_status\":{\"question\":{\"loan_identifier\":\"SLAN1718102779294378\"},\"answer\":{\"limit\":\"100000\",\"used\":0,\"blocked\":\"100000.00\",\"available\":\"0\",\"is_available\":\"no\",\"not_available_reason\":\"limit_exhausted\",\"dues\":{\"instalment_dues\":{\"value\":\"0\",\"label\":\"Instalment Dues where Interest-Free period has ended \\/ ending in next 4 days\"},\"interest_dues\":{\"value\":\"0\",\"label\":\"Interest Due (After Interest-Free Period)\"},\"past_interest_dues\":{\"value\":\"0\",\"label\":\"Past Installment Dues (> 30 days due)\"},\"current_instalment_dues\":{\"value\":\"0\",\"label\":\"Current Installment Dues\"},\"penalty_interest\":{\"value\":\"0\",\"label\":\"Penalty Interest\"},\"total_dues_as_on_today\":{\"value\":\"0\",\"label\":\"Total Due as on Today\"},\"current\":[]},\"loan_summary\":{\"invoice_summary\":[],\"excess_balance\":[]},\"payment_link\":\"https:\\/\\/loantap.in\\/s\\/due-details\\/61a9b2360dffd\",\"status_code\":\"515\",\"message\":\"Withdrawal not possible.\"}}}"}],"_postman_id":"d139a78f-cfd6-45de-9da3-9f18aa095db0"},{"name":"Single Transaction","id":"260b9b75-1b16-4012-b84e-3fd8d8633c87","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","value":"application/json"},{"key":"X-API-AUTH","value":"{{api_auth}}"},{"key":"REQ-PRODUCT-ID","value":"{{product_id}}"},{"key":"PARTNER-ID","value":"{{partner_id}}"}],"body":{"mode":"raw","raw":"{\r\n    \"transaction\": {\r\n        \"loan_identifier\": \"SLAN1697108676286494\",\r\n        \"drawdown_id\": \"TXNID10000003\"\r\n    }\r\n}"},"url":"{{base_url}}/v1-loan/enquire","description":"<h2 id=\"use-case\">Use Case</h2>\n<hr />\n<p>The <strong>Transaction</strong>  gets all transaction details for the given <strong>loan_id</strong> or <strong>sublan_id</strong>. This response will contain the details like Loan ID, Order Amount, Order Date, Subgroup, Dealer code</p>\n<p>In Transaction API request <strong>transactions</strong> is a question into the body and the API response is the answer for that question.</p>\n<p>We can request multiple inquiries for the Transaction API request with the unique id appended to the question separated by \"+\" i.e. <strong>\"transactions+[unique_id]\"</strong></p>\n<h2 id=\"example\">Example:</h2>\n<hr />\n<blockquote>\n<h5 id=\"--single-question\">- <strong>Single Question</strong></h5>\n</blockquote>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"transactions\":{\n        ....\n     }\n}\n</code></pre>\n<blockquote>\n<h5 id=\"--multiple-question\">- <strong>Multiple Question</strong></h5>\n</blockquote>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"transactions+1\":{\n        ....\n     },\n     \"transactions+2\":{\n        ....\n     }\n}\n</code></pre>\n<h2 id=\"request-attributes\">Request Attributes</h2>\n<hr />\n<p>Content Type: JSON</p>\n<h6 id=\"body-parameter\">Body Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Attribute</th>\n<th>Description</th>\n<th>Required/Optional</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>loan_identifier</td>\n<td>This is the unique loan id or sublan id</td>\n<td>Required</td>\n</tr>\n<tr>\n<td>drawdown_id</td>\n<td>Payment referance id</td>\n<td>Optional</td>\n</tr>\n</tbody>\n</table>\n</div><h6 id=\"response-parameter\">Response Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n</tr>\n</thead>\n<tbody>\n</tbody>\n</table>\n</div>","urlObject":{"path":["v1-loan","enquire"],"host":["{{base_url}}"],"query":[],"variable":[]}},"response":[{"id":"6f62a0bc-0b0c-4c25-88ba-ca5b9134c672","name":"Single Transaction","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json"},{"key":"X-API-AUTH","value":"{{api_auth}}"},{"key":"REQ-PRODUCT-ID","value":"{{product_id}}"},{"key":"PARTNER-ID","value":"{{partner_id}}"}],"body":{"mode":"raw","raw":"{\r\n    \"transaction\": {\r\n        \"loan_identifier\": \"SLAN1697108676286494\",\r\n        \"drawdown_id\": \"TXNID10000003\"\r\n    }\r\n}"},"url":"{{base_url}}/v1-loan/enquire"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Thu, 15 Apr 2021 14:54:33 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Server","value":"nginx"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"Access-Control-Allow-Origin","value":"*"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"transaction\": {\n        \"question\": {\n            \"loan_identifier\": \"SLAN1697108676286494\",\n            \"drawdown_id\": \"TXNID10000003\"\n        },\n        \"answer\": {\n            \"status_code\": \"200\",\n            \"message\": \"success\",\n            \"transaction_details\": [\n                {\n                    \"row_num\": \"1\",\n                    \"sublan_id\": \"SLAN1697108676286494\",\n                    \"lan_id\": \"LAN1697108164816916\",\n                    \"drawdown_id\": \"TXNID10000003\",\n                    \"drawdown_open_date\": \"2021-04-15 00:00:00\",\n                    \"drawdown_open_amount\": \"500.00\",\n                    \"drawdown_disbursal_amount\": \"500.00\",\n                    \"drawdown_disbursal_date\": \"2021-04-15\",\n                    \"success_ref\": null,\n                    \"beneficiary\": \"Dealer\",\n                    \"dealer\": \"Dealer Code Savio HealthTech\",\n                    \"dealer_subvention\": \"4.50\",\n                    \"accrual_date\": \"2021-04-15\",\n                    \"instalment_posted_date\": null,\n                    \"instalment_amount\": null,\n                    \"nach_date\": \"2021-04-29\",\n                    \"nach_max_date\": \"2021-05-04\",\n                    \"nach_status\": \"Not Processed\",\n                    \"drawdown_status\": \"Disbursed\"\n                }\n            ]\n        }\n    }\n}"}],"_postman_id":"260b9b75-1b16-4012-b84e-3fd8d8633c87"},{"name":"All Transactions","id":"d29f933c-3ce6-45f5-b70a-668c7c8f1d46","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","value":"application/json"},{"key":"X-API-AUTH","value":"{{api_auth}}"},{"key":"REQ-PRODUCT-ID","value":"{{product_id}}"},{"key":"PARTNER-ID","value":"{{partner_id}}"}],"body":{"mode":"raw","raw":"{\r\n    \"transactions\": {\r\n        \"loan_identifier\": \"SLAN1697108676286494\"\r\n    }\r\n}"},"url":"{{base_url}}/v1-loan/enquire","description":"<h2 id=\"use-case\">Use Case</h2>\n<hr />\n<p>The <strong>Transaction</strong>  gets all transaction details for the given <strong>loan_id</strong> or <strong>sublan_id</strong>. This response will contain the details like Loan ID, Order Amount, Order Date, Subgroup, Dealer code</p>\n<p>In Transaction API request <strong>transactions</strong> is a question into the body and the API response is the answer for that question.</p>\n<p>We can request multiple inquiries for the Transaction API request with the unique id appended to the question separated by \"+\" i.e. <strong>\"transactions+[unique_id]\"</strong></p>\n<h2 id=\"example\">Example:</h2>\n<hr />\n<blockquote>\n<h5 id=\"--single-question\">- <strong>Single Question</strong></h5>\n</blockquote>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"transactions\":{\n        ....\n     }\n}\n</code></pre>\n<blockquote>\n<h5 id=\"--multiple-question\">- <strong>Multiple Question</strong></h5>\n</blockquote>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"transactions+1\":{\n        ....\n     },\n     \"transactions+2\":{\n        ....\n     }\n}\n</code></pre>\n<h2 id=\"request-attributes\">Request Attributes</h2>\n<hr />\n<p>Content Type: JSON</p>\n<h6 id=\"body-parameter\">Body Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Attribute</th>\n<th>Description</th>\n<th>Required/Optional</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>loan_identifier</td>\n<td>This is the unique loan id or sublan id</td>\n<td>Required</td>\n</tr>\n<tr>\n<td>drawdown_id</td>\n<td>Payment referance id</td>\n<td>Optional</td>\n</tr>\n</tbody>\n</table>\n</div><h6 id=\"response-parameter\">Response Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n</tr>\n</thead>\n<tbody>\n</tbody>\n</table>\n</div>","urlObject":{"path":["v1-loan","enquire"],"host":["{{base_url}}"],"query":[],"variable":[]}},"response":[{"id":"6a6d529e-446d-47e7-9c8c-69ba7173c81a","name":"All Transactions","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json"},{"key":"X-API-AUTH","value":"{{api_auth}}"},{"key":"REQ-PRODUCT-ID","value":"{{product_id}}"},{"key":"PARTNER-ID","value":"{{partner_id}}"}],"body":{"mode":"raw","raw":"{\r\n    \"transactions\": {\r\n        \"loan_identifier\": \"SLAN1697108676286494\"\r\n    }\r\n}"},"url":"{{base_url}}/v1-loan/enquire"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Thu, 15 Apr 2021 14:53:48 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Server","value":"nginx"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"Access-Control-Allow-Origin","value":"*"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"transactions\": {\n        \"question\": {\n            \"loan_identifier\": \"SLAN1697108676286494\"\n        },\n        \"answer\": {\n            \"status_code\": \"200\",\n            \"message\": \"success\",\n            \"transaction_details\": [\n                {\n                    \"row_num\": \"1\",\n                    \"sublan_id\": \"SLAN1697108676286494\",\n                    \"lan_id\": \"LAN1697108164816916\",\n                    \"drawdown_id\": \"TXNID10000003\",\n                    \"drawdown_open_date\": \"2021-04-15 00:00:00\",\n                    \"drawdown_open_amount\": \"500.00\",\n                    \"drawdown_disbursal_amount\": \"500.00\",\n                    \"drawdown_disbursal_date\": \"2021-04-15\",\n                    \"success_ref\": null,\n                    \"beneficiary\": \"Dealer\",\n                    \"dealer\": \"Dealer Code Savio HealthTech\",\n                    \"dealer_subvention\": \"4.50\",\n                    \"accrual_date\": \"2021-04-15\",\n                    \"instalment_posted_date\": null,\n                    \"instalment_amount\": null,\n                    \"nach_date\": \"2021-04-29\",\n                    \"nach_max_date\": \"2021-05-04\",\n                    \"nach_status\": \"Not Processed\",\n                    \"drawdown_status\": \"Disbursed\"\n                }\n            ]\n        }\n    }\n}"}],"_postman_id":"d29f933c-3ce6-45f5-b70a-668c7c8f1d46"},{"name":"Combined","id":"a0b9bda7-2617-4f03-a110-82b045b08dc6","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","value":"application/json"},{"key":"X-API-AUTH","value":"{{base_url}}"},{"key":"REQ-PRODUCT-ID","value":"{{product_id}}"},{"key":"PARTNER-ID","value":"{{partner_id}}"}],"body":{"mode":"raw","raw":"{\r\n    \"account_status+1\": {\r\n        \"loan_identifier\": \"SLAN1697108676286494\"\r\n    },\r\n    \"soa\": {\r\n        \"loan_identifier\": \"SLAN1697108676286494\"\r\n    },\r\n    \"current_schedule+1\": {\r\n        \"loan_identifier\": \"SLAN1697108676286494\"\r\n    },\r\n    \"drawdown_schedule+1\": {\r\n        \"loan_identifier\": \"SLAN1697108676286494\"\r\n    },\r\n    \"transactions\": {\r\n        \"loan_identifier\": \"SLAN1697108676286494\"\r\n    },\r\n    \"transaction\": {\r\n        \"loan_identifier\": \"SLAN1697108676286494\",\r\n        \"drawdown_id\": \"TXNID10000003\"\r\n    }\r\n}"},"url":"{{base_url}}/v1-loan/enquire","description":"<p>This question answers all the combination which LoanTap offers to currently registered partner in the system OR returns an error.</p>\n<p>Each question can be asked multiple times, but has to be appended with \"+[unique_id]\" in a single request.</p>\n<p>The \"[X-API-AUTH]\" is to be generated while sending the request. It is generated by encrypting the current epoch time using the \"[unique partner key]\" and \"AES-256-CBC\" algorithm.</p>\n","urlObject":{"path":["v1-loan","enquire"],"host":["{{base_url}}"],"query":[],"variable":[]}},"response":[],"_postman_id":"a0b9bda7-2617-4f03-a110-82b045b08dc6"}],"id":"818b116f-4c96-4735-9ee0-d88fa33a8231","description":"<p>The endpoint <strong>/enquire</strong> is used to get the transaction details with respect to different methods provided in the request.</p>\n<p>Below is the set of methods in the enquire.</p>\n","_postman_id":"818b116f-4c96-4735-9ee0-d88fa33a8231"},{"name":"Transact STRCL","item":[{"name":"Draw Down OnHold Open","id":"23efae24-6cff-4c7a-bcd8-2072956db412","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"+nCOlmBwYJkgqVa4sjpy9w==","type":"text"},{"key":"PARTNER-ID","value":"vaayu","type":"text"}],"body":{"mode":"raw","raw":"{\n    \"drawdown_request+1\": \n    {\n        \"loan_identifier\": \"SLAN1798551793898488\",\n        \"disbursal_amount\": \"50\",\n        \"dis_txn_ref\": \"TESTTXNID123456125\",\n        \"dealer_code\": \"PACKING RAJA\"\n        \n    }\n}","options":{"raw":{"language":"json"}}},"url":"https://loantap.in/v1-loan/transact-strcl","description":"<h2 id=\"use-case\">Use Case</h2>\n<hr />\n<p>The <strong>Drawdown OnHold Open</strong> blocks an amount(if available) against the loan line limit which is decided by LoanTap.</p>\n<blockquote>\n<p>E.g If the customer creates a request for OnHold amount of 2000 from the defined limit of 5000, it will block the requested 2000 amount but will not be disbursed. </p>\n</blockquote>\n<p>In the Drawdown OnHold Open API request <strong>onhold_open</strong> is a question, and generated response is the answer for that question.</p>\n<p>We can request multiple drawdowns for the <strong>Drawdown OnHold Open</strong> request with the unique id appended to the question separated by \"+\" i.e. <strong>\"onhold_open+[unique_id]\"</strong></p>\n<h2 id=\"example\">Example:</h2>\n<hr />\n<h5 id=\"--single-question\">- <strong>Single Question</strong></h5>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"onhold_open\":{\n        ....\n     }\n}\n\n</code></pre>\n<h5 id=\"--multiple-question\">- <strong>Multiple Question</strong></h5>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"onhold_open+1\":{\n        ....\n     },\n     \"onhold_open+2\":{\n        ....\n     }\n}\n\n</code></pre>\n<h2 id=\"request-attributes\">Request Attributes</h2>\n<hr />\n<p>Content Type: JSON</p>\n<h6 id=\"body-parameter\">Body Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n<th>Required/Optional</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>loan_identifier</td>\n<td>This is the unique loan id or sublan id</td>\n<td>Required</td>\n</tr>\n<tr>\n<td>onhold_amount</td>\n<td>This is the amount which is requested by the customer to block</td>\n<td>Required</td>\n</tr>\n<tr>\n<td>dis_txn_ref</td>\n<td>This is the unique transaction id to identify the transaction process</td>\n<td>Required</td>\n</tr>\n<tr>\n<td>delear_code</td>\n<td>A Dealer to whose bank account the amount will be credited. One time dealer code has to be created in LoanTap’s system before consuming the API.</td>\n<td>optional</td>\n</tr>\n</tbody>\n</table>\n</div><h6 id=\"response-parameter\">Response Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>status</td>\n<td>Define the status of the API request. It can be \"success\" or \"error\"</td>\n</tr>\n<tr>\n<td>status_code</td>\n<td>To Identify the request status</td>\n</tr>\n<tr>\n<td>status_message</td>\n<td>Define the process as per status</td>\n</tr>\n<tr>\n<td>transaction: entry_date</td>\n<td>Transaction date</td>\n</tr>\n<tr>\n<td>transaction: disbursal_amount</td>\n<td>Amount which is a block for the disbursment</td>\n</tr>\n<tr>\n<td>transaction: dis_txn_ref</td>\n<td>Transaction ID for the reference for the future refernse</td>\n</tr>\n<tr>\n<td>loan_line: limit</td>\n<td>Total amount which is usable to the customer</td>\n</tr>\n<tr>\n<td>loan_line: used</td>\n<td>Amount which is used from provided limit</td>\n</tr>\n<tr>\n<td>loan_line: on_hold</td>\n<td>Currently available total OnHold amount</td>\n</tr>\n<tr>\n<td>loan_line: available</td>\n<td>Available amount which is usable from the limit</td>\n</tr>\n<tr>\n<td>loan_line: is_available</td>\n<td>To define account has a sufficient usable amount or not. It can Yes or No</td>\n</tr>\n</tbody>\n</table>\n</div>","urlObject":{"protocol":"https","path":["v1-loan","transact-strcl"],"host":["loantap","in"],"query":[],"variable":[]}},"response":[{"id":"44c7ce37-90bb-4451-a0cd-6494efc05197","name":"Draw Down OnHold Open","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"HYCztYKs+W7/c9KcPRcTdw==","type":"text"},{"key":"PARTNER-ID","value":"saveo","type":"text"}],"body":{"mode":"raw","raw":"{\n    \"onhold_open\": {\n        \"loan_identifier\": \"SLAN1697478207907985\",\n        \"onhold_amount\": \"1500\",\n        \"dis_txn_ref\": \"TXNID00000001\",\n         \"drawdown_schema\":\"Saveo45zxzx6\"\n    }\n}"},"url":"https://api.thearks.in/v1-loan/transact-strcl"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Thu, 15 Apr 2021 12:33:29 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Server","value":"nginx"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"Access-Control-Allow-Origin","value":"*"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"onhold_open\": {\n        \"question\": {\n            \"loan_identifier\": \"SLAN1697108676286494\",\n            \"onhold_amount\": \"1500\",\n            \"dis_txn_ref\": \"TXNID00000001\",\n            \"drawdown_schema\":\"Saveo45zxzx6\"\n        },\n        \"error\": {\n            \"status\": \"error\",\n            \"message\": \"NACH is not Active\",\n            \"status_code\": \"415\"\n        }\n    }\n}"},{"id":"0ebe00e8-b76c-4017-a392-ffb317325b81","name":"Draw Down OnHold Open","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"{{api_auth}}","type":"text"},{"key":"PARTNER-ID","value":"{{partner_id}}","type":"text"}],"body":{"mode":"raw","raw":"{\n    \"onhold_open\": {\n        \"loan_identifier\": \"SLAN1697108676286494\",\n        \"onhold_amount\": \"1000\",\n        \"dis_txn_ref\": \"TXNID10000003\",\n        \"drawdown_schema\":\"Saveo4561212\"\n    }\n}"},"url":"{{base_url}}/v1-loan/transact-strcl"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Thu, 15 Apr 2021 14:48:37 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Server","value":"nginx"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"not used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"Access-Control-Allow-Origin","value":"*"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"onhold_open\": {\n        \"question\": {\n            \"loan_identifier\": \"SLAN1697108676286494\",\n            \"onhold_amount\": \"1000\",\n            \"dis_txn_ref\": \"TXNID10000003\",\n            \"drawdown_schema\":\"Saveo4561212\"\n        },\n        \"answer\": {\n            \"status\": \"success\",\n            \"status_code\": \"200\",\n            \"status_message\": \"Transaction Successful.\",\n            \"transaction\": {\n                \"entry_date\": \"20210415\",\n                \"disbursal_amount\": 1000,\n                \"dis_txn_ref\": \"TXNID10000003\"\n            },\n            \"loan_line\": {\n                \"limit\": 100000,\n                \"used\": \"0\",\n                \"on_hold\": \"31000.00\",\n                \"available\": \"69000.00\",\n                \"is_available\": \"yes\"\n            }\n        }\n    }\n}"}],"_postman_id":"23efae24-6cff-4c7a-bcd8-2072956db412"},{"name":"Excess receipt","id":"22fe772c-0773-4fc5-a239-9a9ae2bddc7f","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"{{api_auth}}","type":"text"},{"key":"PARTNER-ID","value":"{{partner_id}}","type":"text"}],"body":{"mode":"raw","raw":"{\n    \"excess_receipt+1\": \n    {\n        \"loan_identifier\": \"SLAN1765955498443190\",\n        \"disbursal_amount\": \"5\",\n        \"dis_txn_ref\": \"TXNID0033002440014s13\",\n        \"dealer_code\": \"vaayuVS110\"\n    }\n}","options":{"raw":{"language":"json"}}},"url":"{{base_url}}/v1-loan/transact-strcl","description":"<h2 id=\"use-case\">Use Case</h2>\n<hr />\n<p>The <strong>Drawdown OnHold Open</strong> blocks an amount(if available) against the loan line limit which is decided by LoanTap.</p>\n<blockquote>\n<p>E.g If the customer creates a request for OnHold amount of 2000 from the defined limit of 5000, it will block the requested 2000 amount but will not be disbursed. </p>\n</blockquote>\n<p>In the Drawdown OnHold Open API request <strong>onhold_open</strong> is a question, and generated response is the answer for that question.</p>\n<p>We can request multiple drawdowns for the <strong>Drawdown OnHold Open</strong> request with the unique id appended to the question separated by \"+\" i.e. <strong>\"onhold_open+[unique_id]\"</strong></p>\n<h2 id=\"example\">Example:</h2>\n<hr />\n<h5 id=\"--single-question\">- <strong>Single Question</strong></h5>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"onhold_open\":{\n        ....\n     }\n}\n\n</code></pre>\n<h5 id=\"--multiple-question\">- <strong>Multiple Question</strong></h5>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"onhold_open+1\":{\n        ....\n     },\n     \"onhold_open+2\":{\n        ....\n     }\n}\n\n</code></pre>\n<h2 id=\"request-attributes\">Request Attributes</h2>\n<hr />\n<p>Content Type: JSON</p>\n<h6 id=\"body-parameter\">Body Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n<th>Required/Optional</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>loan_identifier</td>\n<td>This is the unique loan id or sublan id</td>\n<td>Required</td>\n</tr>\n<tr>\n<td>onhold_amount</td>\n<td>This is the amount which is requested by the customer to block</td>\n<td>Required</td>\n</tr>\n<tr>\n<td>dis_txn_ref</td>\n<td>This is the unique transaction id to identify the transaction process</td>\n<td>Required</td>\n</tr>\n<tr>\n<td>delear_code</td>\n<td>A Dealer to whose bank account the amount will be credited. One time dealer code has to be created in LoanTap’s system before consuming the API.</td>\n<td>optional</td>\n</tr>\n</tbody>\n</table>\n</div><h6 id=\"response-parameter\">Response Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>status</td>\n<td>Define the status of the API request. It can be \"success\" or \"error\"</td>\n</tr>\n<tr>\n<td>status_code</td>\n<td>To Identify the request status</td>\n</tr>\n<tr>\n<td>status_message</td>\n<td>Define the process as per status</td>\n</tr>\n<tr>\n<td>transaction: entry_date</td>\n<td>Transaction date</td>\n</tr>\n<tr>\n<td>transaction: disbursal_amount</td>\n<td>Amount which is a block for the disbursment</td>\n</tr>\n<tr>\n<td>transaction: dis_txn_ref</td>\n<td>Transaction ID for the reference for the future refernse</td>\n</tr>\n<tr>\n<td>loan_line: limit</td>\n<td>Total amount which is usable to the customer</td>\n</tr>\n<tr>\n<td>loan_line: used</td>\n<td>Amount which is used from provided limit</td>\n</tr>\n<tr>\n<td>loan_line: on_hold</td>\n<td>Currently available total OnHold amount</td>\n</tr>\n<tr>\n<td>loan_line: available</td>\n<td>Available amount which is usable from the limit</td>\n</tr>\n<tr>\n<td>loan_line: is_available</td>\n<td>To define account has a sufficient usable amount or not. It can Yes or No</td>\n</tr>\n</tbody>\n</table>\n</div>","urlObject":{"path":["v1-loan","transact-strcl"],"host":["{{base_url}}"],"query":[],"variable":[]}},"response":[{"id":"3c11bd9c-1fcd-4d74-ad48-646d5197e44d","name":"Draw Down OnHold Open","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"HYCztYKs+W7/c9KcPRcTdw==","type":"text"},{"key":"PARTNER-ID","value":"saveo","type":"text"}],"body":{"mode":"raw","raw":"{\n    \"onhold_open\": {\n        \"loan_identifier\": \"SLAN1697478207907985\",\n        \"onhold_amount\": \"1500\",\n        \"dis_txn_ref\": \"TXNID00000001\",\n         \"drawdown_schema\":\"Saveo45zxzx6\"\n    }\n}"},"url":"https://api.thearks.in/v1-loan/transact-strcl"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Thu, 15 Apr 2021 12:33:29 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Server","value":"nginx"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"Access-Control-Allow-Origin","value":"*"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"onhold_open\": {\n        \"question\": {\n            \"loan_identifier\": \"SLAN1697108676286494\",\n            \"onhold_amount\": \"1500\",\n            \"dis_txn_ref\": \"TXNID00000001\",\n            \"drawdown_schema\":\"Saveo45zxzx6\"\n        },\n        \"error\": {\n            \"status\": \"error\",\n            \"message\": \"NACH is not Active\",\n            \"status_code\": \"415\"\n        }\n    }\n}"},{"id":"a588a0e4-3fe3-42d1-8302-6252a33cdc12","name":"Draw Down OnHold Open","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"{{api_auth}}","type":"text"},{"key":"PARTNER-ID","value":"{{partner_id}}","type":"text"}],"body":{"mode":"raw","raw":"{\n    \"onhold_open\": {\n        \"loan_identifier\": \"SLAN1697108676286494\",\n        \"onhold_amount\": \"1000\",\n        \"dis_txn_ref\": \"TXNID10000003\",\n        \"drawdown_schema\":\"Saveo4561212\"\n    }\n}"},"url":"{{base_url}}/v1-loan/transact-strcl"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Thu, 15 Apr 2021 14:48:37 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Server","value":"nginx"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"not used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"Access-Control-Allow-Origin","value":"*"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"onhold_open\": {\n        \"question\": {\n            \"loan_identifier\": \"SLAN1697108676286494\",\n            \"onhold_amount\": \"1000\",\n            \"dis_txn_ref\": \"TXNID10000003\",\n            \"drawdown_schema\":\"Saveo4561212\"\n        },\n        \"answer\": {\n            \"status\": \"success\",\n            \"status_code\": \"200\",\n            \"status_message\": \"Transaction Successful.\",\n            \"transaction\": {\n                \"entry_date\": \"20210415\",\n                \"disbursal_amount\": 1000,\n                \"dis_txn_ref\": \"TXNID10000003\"\n            },\n            \"loan_line\": {\n                \"limit\": 100000,\n                \"used\": \"0\",\n                \"on_hold\": \"31000.00\",\n                \"available\": \"69000.00\",\n                \"is_available\": \"yes\"\n            }\n        }\n    }\n}"}],"_postman_id":"22fe772c-0773-4fc5-a239-9a9ae2bddc7f"},{"name":"Draw Down OnHold Return","id":"33c7916b-9c7b-4e61-885d-917ce6d6fe90","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"{{api_auth}}","type":"text"},{"key":"PARTNER-ID","value":"{{partner_id}}","type":"text"}],"body":{"mode":"raw","raw":"{\n    \"onhold_return\": {\n        \"loan_identifier\": \"SLAN1718102779294378\",\n        \"return_amount\": \"1000\",\n        \"dis_txn_ref\": \"SAVEO1234567890\",\n        \"return_txn_ref\": \"RETID00001\"\n    }\n}"},"url":"https://gopi.branch.thearks.in/v1-loan/transact-strcl/saveo","description":"<h2 id=\"use-case\">Use Case</h2>\n<hr />\n<p>The <strong>Draw Down OnHold Return</strong> refunds the full/partial amount.</p>\n<p>In the \"Draw Down OnHold Return\" API request added the refunded amount to the loan line limit for further use.</p>\n<blockquote>\n<p>E.g As mention in the previous example the customer creates a request for OnHold amount of 2000 from the defined limit of 5000. Will consider that we provide a discount of 200 on block amount 2000, then the refund amount will be 1800 or will be refunded full 2000 amount from the loan line limit i.e. 5000. </p>\n</blockquote>\n<p>In the Drawdown OnHold Return API request, <strong>onhold_return</strong> is a question, and generated response is the answer for that question.</p>\n<p>We can request multiple drawdowns for the Drawdown OnHold Return with the unique id appended to the question separated by \"+\" i.e. <strong>\"onhold_return+[unique_id]\"</strong></p>\n<h2 id=\"example\">Example:</h2>\n<hr />\n<blockquote>\n</blockquote>\n<h5 id=\"--single-question\">- <strong>Single Question</strong></h5>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"onhold_return\":{\n        ....\n     }\n}\n\n</code></pre>\n<blockquote>\n</blockquote>\n<h5 id=\"--multiple-question\">- <strong>Multiple Question</strong></h5>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"onhold_return+1\":{\n        ....\n     },\n     \"onhold_return+2\":{\n        ....\n     }\n}\n\n</code></pre>\n<h2 id=\"request-attributes\">Request Attributes</h2>\n<hr />\n<p>Content Type: JSON</p>\n<h6 id=\"body-parameter\">Body Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Attribute</th>\n<th>Description</th>\n<th>Required/Optional</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>loan_identifier</td>\n<td>This is the unique loan id or sublan id</td>\n<td>Required</td>\n</tr>\n<tr>\n<td>return_amount</td>\n<td>This is the amount which is requested by a customer to decreased from block amount</td>\n<td>Required</td>\n</tr>\n<tr>\n<td>dis_txn_ref</td>\n<td>This is the unique transaction id to identify the transaction process</td>\n<td>Required</td>\n</tr>\n<tr>\n<td>return_txn_ref</td>\n<td>This is the unique id which define return transaction</td>\n<td>Required</td>\n</tr>\n</tbody>\n</table>\n</div><h6 id=\"response-parameter\">Response Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>status</td>\n<td>Define the status of the API request. It can be \"success\" or \"error\"</td>\n</tr>\n<tr>\n<td>status_code</td>\n<td>To Identify the request status</td>\n</tr>\n<tr>\n<td>status_message</td>\n<td>Define the process as per status</td>\n</tr>\n<tr>\n<td>transaction: entry_date</td>\n<td>Transaction date</td>\n</tr>\n<tr>\n<td>transaction: dis_txn_ref</td>\n<td>Transaction Unique ID for the reference for the future refernse</td>\n</tr>\n<tr>\n<td>transaction: return_txn_ref</td>\n<td>Unique ID for the return transaction referance</td>\n</tr>\n<tr>\n<td>loan_line: limit</td>\n<td>Total amount which is usable to the customer</td>\n</tr>\n<tr>\n<td>loan_line: used</td>\n<td>Amount which is used from provided limit</td>\n</tr>\n<tr>\n<td>loan_line: on_hold</td>\n<td>Currently available total OnHold amount</td>\n</tr>\n<tr>\n<td>loan_line: available</td>\n<td>Available amount which is usable from the limit</td>\n</tr>\n<tr>\n<td>loan_line: is_available</td>\n<td>To define account has a sufficient usable amount or not. It can Yes or No</td>\n</tr>\n</tbody>\n</table>\n</div>","urlObject":{"protocol":"https","path":["v1-loan","transact-strcl","saveo"],"host":["gopi","branch","thearks","in"],"query":[],"variable":[]}},"response":[{"id":"3f8fedee-9f6b-42f9-871d-1d4b873804be","name":"Draw Down OnHold Return","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"{{api_auth}}","type":"text"},{"key":"PARTNER-ID","value":"{{partner_id}}","type":"text"}],"body":{"mode":"raw","raw":"{\n    \"onhold_return\": {\n        \"loan_identifier\": \"SLAN1697108676286494\",\n        \"return_amount\": \"500\",\n        \"dis_txn_ref\": \"TXNID10000003\",\n        \"return_txn_ref\": \"RETID00001\"\n    }\n}"},"url":"{{base_url}}/v1-loan/transact-strcl"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Thu, 15 Apr 2021 14:50:31 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Server","value":"nginx"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"Access-Control-Allow-Origin","value":"*"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"onhold_return\": {\n        \"question\": {\n            \"loan_identifier\": \"SLAN1697108676286494\",\n            \"return_amount\": \"500\",\n            \"dis_txn_ref\": \"TXNID10000003\",\n            \"return_txn_ref\": \"RETID00001\"\n        },\n        \"answer\": {\n            \"status\": \"success\",\n            \"status_code\": \"200\",\n            \"status_message\": \"Transaction Successful.\",\n            \"transaction\": {\n                \"entry_date\": \"20210415\",\n                \"dis_txn_ref\": \"TXNID10000003\",\n                \"return_txn_ref\": \"RETID00001\"\n            },\n            \"loan_line\": {\n                \"limit\": 100000,\n                \"used\": \"0\",\n                \"on_hold\": \"30500.00\",\n                \"available\": \"69500.00\",\n                \"is_available\": \"yes\"\n            }\n        }\n    }\n}"}],"_postman_id":"33c7916b-9c7b-4e61-885d-917ce6d6fe90"},{"name":"Draw Down OnHold Cancel","id":"a9f8ffa4-ae86-4c8e-872e-71f5e608f669","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"{{api_auth}}","type":"text"},{"key":"PARTNER-ID","value":"{{partner_id}}","type":"text"}],"body":{"mode":"raw","raw":"{\n    \"onhold_cancel\": {\n        \"loan_identifier\": \"SLAN1718102779294378\",\n        \"dis_txn_ref\": \"SAVEO1234567890\",\n        \"cancel_txn_ref\":\"CANTXNID00001\"\n    }\n}"},"url":"{{base_url}}/v1-loan/transact-strcl","description":"<h2 id=\"use-case\">Use Case</h2>\n<hr />\n<p>The <strong>Drawdown OnHold Cancel</strong> cancel amount and refund to the usable amount(loan line limit).</p>\n<blockquote>\n<p>E.g As mentioned in the previous example the customer block amount of 2000, Now the customer wants to unblock or refund. Then it will release the block amount of 2000 and it again will available in the loan line limit.</p>\n</blockquote>\n<p>In the Drawdown OnHold Cancel API request, <strong>onhold_cancel</strong> is a question, and generated response is the answer for that question</p>\n<p>We can request multiple drawdowns for the Drawdown OnHold Cancel request with the unique id appended to the question separated by \"+\" i.e. <strong>\"onhold_cancel+[unique_id]\"</strong></p>\n<h2 id=\"example\">Example:</h2>\n<hr />\n<blockquote>\n<h5 id=\"--single-question\">- <strong>Single Question</strong></h5>\n</blockquote>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-json\">{\n     \"onhold_cancel\":{\n        ....\n     }\n}\n</code></pre>\n<blockquote>\n<h5 id=\"--multiple-question\">- <strong>Multiple Question</strong></h5>\n</blockquote>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-json\">{\n     \"onhold_cancel+1\":{\n        ....\n     },\n     \"onhold_cancel+2\":{\n        ....\n     }\n}\n</code></pre>\n<h2 id=\"request-attributes\">Request Attributes</h2>\n<hr />\n<p>Content Type: JSON</p>\n<h6 id=\"body-parameter\">Body Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Attribute</th>\n<th>Description</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>loan_identifier</td>\n<td>This is the unique loan id or sublan id</td>\n</tr>\n<tr>\n<td>dis_txn_ref</td>\n<td>This is the unique transaction id to identify the transaction process</td>\n</tr>\n<tr>\n<td>cancel_txn_ref</td>\n<td>This is the unique id that defines cancel transaction</td>\n</tr>\n</tbody>\n</table>\n</div><h6 id=\"response-parameter\">Response Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>status</td>\n<td>Define the status of the API request. It can be \"success\" or \"error\"</td>\n</tr>\n<tr>\n<td>status_code</td>\n<td>To Identify the request status</td>\n</tr>\n<tr>\n<td>status_message</td>\n<td>Define the process as per status</td>\n</tr>\n<tr>\n<td>transaction: entry_date</td>\n<td>Transaction date</td>\n</tr>\n<tr>\n<td>transaction: dis_txn_ref</td>\n<td>Transaction Unique ID for the reference for the future refernse</td>\n</tr>\n<tr>\n<td>transaction: cancel_txn_ref</td>\n<td>Unique ID for the cancel transaction referanse</td>\n</tr>\n<tr>\n<td>loan_line: limit</td>\n<td>Total amount which is usable to the customer</td>\n</tr>\n<tr>\n<td>loan_line: used</td>\n<td>Amount which is used from provided limit</td>\n</tr>\n<tr>\n<td>loan_line: on_hold</td>\n<td>Currently available total OnHold amount</td>\n</tr>\n<tr>\n<td>loan_line: available</td>\n<td>Available amount which is usable from the limit</td>\n</tr>\n<tr>\n<td>loan_line: is_available</td>\n<td>To define account has a sufficient usable amount or not. It can Yes or No</td>\n</tr>\n</tbody>\n</table>\n</div>","urlObject":{"path":["v1-loan","transact-strcl"],"host":["{{base_url}}"],"query":[],"variable":[]}},"response":[{"id":"2f0048bb-6029-4563-9b7f-72292ae626d8","name":"Draw Down OnHold Cancel","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"{{api_auth}}","type":"text"},{"key":"PARTNER-ID","value":"{{partner_id}}","type":"text"}],"body":{"mode":"raw","raw":"{\n    \"onhold_cancel\": {\n        \"loan_identifier\": \"SLAN1697108676286494\",\n        \"dis_txn_ref\": \"TXNID10000001\",\n        \"cancel_txn_ref\":\"CANTXNID00001\"\n    }\n}"},"url":"{{base_url}}/v1-loan/transact-strcl"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Thu, 15 Apr 2021 14:52:01 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Server","value":"nginx"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"Access-Control-Allow-Origin","value":"*"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"onhold_cancel\": {\n        \"question\": {\n            \"loan_identifier\": \"SLAN1697108676286494\",\n            \"dis_txn_ref\": \"TXNID10000001\",\n            \"cancel_txn_ref\": \"CANTXNID00001\"\n        },\n        \"answer\": {\n            \"status\": \"success\",\n            \"status_code\": \"200\",\n            \"status_message\": \"Transaction Successful.\",\n            \"transaction\": {\n                \"entry_date\": \"20210415\",\n                \"dis_txn_ref\": \"TXNID10000001\",\n                \"cancel_txn_ref\": \"CANTXNID00001\"\n            },\n            \"loan_line\": {\n                \"limit\": 100000,\n                \"used\": \"500.00\",\n                \"on_hold\": \"20000.00\",\n                \"available\": \"79500.00\",\n                \"is_available\": \"yes\"\n            }\n        }\n    }\n}"}],"_postman_id":"a9f8ffa4-ae86-4c8e-872e-71f5e608f669"},{"name":"Draw Down OnHold Withdraw","id":"51ccf1f4-d01b-4f3a-b095-75095902241f","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"{{api_auth}}","type":"text"},{"key":"PARTNER-ID","value":"{{partner_id}}","type":"text"}],"body":{"mode":"raw","raw":"{\n    \"onhold_drawdown\": {\n        \"loan_identifier\": \"SLAN1697108676286494\",\n        \"dis_txn_ref\": \"SAVEO1234567891\",\n        \"period\":\"period_14_days\",\n        \"drawdown_schema\":\"Saveo4562\"\n    }\n}"},"url":"{{base_url}}/v1-loan/transact-strcl","description":"<h2 id=\"use-case\">Use Case</h2>\n<hr />\n<p>The <strong>Drawdown OnHold Withdraw</strong> disbursed an amount from the loan line limit.</p>\n<p>In the Drawdown OnHold Withdraw, it will be decreased disbursement amount from the loan line limit.</p>\n<blockquote>\n<p>E.g As mentioned in the previous OnHold Open example customer wants to withdraw of block amount from the defined loan line limit, it will decrease the 2000 amount from the loan line limit 5000 then the available loan line amount will be 3000.</p>\n</blockquote>\n<p>In the Drawdown OnHold Withdraw API request, <strong>onhold_withdraw</strong> is a question, and generated response is the answer for that question.</p>\n<p>We can request multiple drawdowns for the Drawdown OnHold Withdraw request with the unique id appended to the question separated by \"+\" i.e. <strong>\"onhold_withdraw+[unique_id]\"</strong></p>\n<h2 id=\"example\">Example:</h2>\n<hr />\n<blockquote>\n<h5 id=\"--single-question\">- <strong>Single Question</strong></h5>\n</blockquote>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"onhold_drawdown\":{\n        ....\n     }\n}\n</code></pre>\n<blockquote>\n<h5 id=\"--multiple-question\">- <strong>Multiple Question</strong></h5>\n</blockquote>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"onhold_drawdown+1\":{\n        ....\n     },\n     \"onhold_drawdown+2\":{\n        ....\n     }\n}\n</code></pre>\n<h2 id=\"request-attributes\">Request Attributes</h2>\n<hr />\n<p>Content Type: JSON</p>\n<h6 id=\"body-parameter\">Body Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Attribute</th>\n<th>Description</th>\n<th>Required/Optional</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>loan_identifier</td>\n<td>This is the unique loan id or sublan id</td>\n<td>Required</td>\n</tr>\n<tr>\n<td>dis_txn_ref</td>\n<td>This is the unique transaction id to identify the transaction process</td>\n<td>Required</td>\n</tr>\n<tr>\n<td>period</td>\n<td></td>\n<td>Required</td>\n</tr>\n<tr>\n<td>dealer_code</td>\n<td>This is the unique id of the dealer to identify it</td>\n<td>Required</td>\n</tr>\n</tbody>\n</table>\n</div><h6 id=\"response-parameter\">Response Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>status</td>\n<td>Define the status of the API request. It can be \"success\" or \"error\"</td>\n</tr>\n<tr>\n<td>status_code</td>\n<td>To Identify the request status</td>\n</tr>\n<tr>\n<td>status_message</td>\n<td>Define the process as per status</td>\n</tr>\n<tr>\n<td>transaction: entry_date</td>\n<td>Transaction date</td>\n</tr>\n<tr>\n<td>transaction: dis_txn_ref</td>\n<td>Transaction Unique ID for the reference for the future refernse</td>\n</tr>\n<tr>\n<td>transaction: dealer_code</td>\n<td>Unique ID of the dealer for whom the amount is disbursed</td>\n</tr>\n<tr>\n<td>loan_line: limit</td>\n<td>Total amount which is usable to the customer</td>\n</tr>\n<tr>\n<td>loan_line: used</td>\n<td>Amount which is used from provided limit</td>\n</tr>\n<tr>\n<td>loan_line: on_hold</td>\n<td>Currently available total OnHold amount</td>\n</tr>\n<tr>\n<td>loan_line: available</td>\n<td>Available amount which is usable from the limit</td>\n</tr>\n<tr>\n<td>loan_line: is_available</td>\n<td>To define account has a sufficient usable amount or not. It can Yes or No</td>\n</tr>\n</tbody>\n</table>\n</div>","urlObject":{"path":["v1-loan","transact-strcl"],"host":["{{base_url}}"],"query":[],"variable":[]}},"response":[{"id":"3cab181b-9aed-4927-b08f-1a3b4e339d1b","name":"Draw Down OnHold Withdraw","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"HYCztYKs+W7/c9KcPRcTdw==","type":"text"},{"key":"PARTNER-ID","value":"saveo","type":"text"}],"body":{"mode":"raw","raw":"{\n    \"onhold_drawdown\": {\n        \"loan_identifier\": \"SLAN1697108676286494\",\n        \"dis_txn_ref\": \"TXNID10000003\",\n        \"period\":\"period_14_days\",\n        \"drawdown_schema\":\"Saveo456121\"\n    }\n}"},"url":"https://api.thearks.in/v1-loan/transact-strcl"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Thu, 15 Apr 2021 14:51:11 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Server","value":"nginx"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"Access-Control-Allow-Origin","value":"*"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"onhold_drawdown\": {\n        \"question\": {\n            \"loan_identifier\": \"SLAN1697108676286494\",\n            \"dis_txn_ref\": \"TXNID10000003\",\n            \"period\": \"period_14_days\",\n            \"drawdown_schema\":\"Saveo456121\"\n        },\n        \"answer\": {\n            \"status\": \"success\",\n            \"status_code\": \"200\",\n            \"status_message\": \"Transaction Successful.\",\n            \"transaction\": {\n                \"entry_date\": \"20210415\",\n                \"dealer_code\": \"Dealer Code Savio HealthTech\",\n                \"dis_txn_ref\": \"TXNID10000003\"\n            },\n            \"loan_line\": {\n                \"limit\": 100000,\n                \"used\": \"500.00\",\n                \"on_hold\": \"30000.00\",\n                \"available\": \"69500.00\",\n                \"is_available\": \"yes\"\n            }\n        }\n    }\n}"}],"_postman_id":"51ccf1f4-d01b-4f3a-b095-75095902241f"},{"name":"Draw Down Request","id":"9505fc9e-7b15-4acc-bf02-01c66fa8fd96","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"{{api_auth}}","type":"text"},{"key":"PARTNER-ID","value":"{{partner_id}}","type":"text"}],"body":{"mode":"raw","raw":"{\r\n    \"drawdown_request+1\": {\r\n        \"loan_identifier\": \"SLAN1697488836670467\",\r\n        \"disbursal_amount\": \"1400\",\r\n        \"dis_txn_ref\": \"TXNID003300440055\"\r\n    }\r\n}","options":{"raw":{"language":"json"}}},"url":"{{base_url}}/v1-loan/transact-strcl","description":"<h2 id=\"use-case\">Use Case</h2>\n<hr />\n<p>The <strong>Drawdown Request</strong> is the direct withdrawal of a request amount against the loan line limit decided by LoanTap.</p>\n<blockquote>\n<p>E.g If the customer creates a drawdown request of amount 2000 from the defined limit of 5000, it will direct disbursed the requested 2000 amount.</p>\n</blockquote>\n<p>In the Drawdown Request API request <strong>drawdown_request</strong> is a question, and generated response is the answer for that question.</p>\n<p>We can request multiple direct drawdown request with the unique id appended to the question separated by \"+\" i.e. <strong>\"drawdown_request+[unique_id]\"</strong></p>\n<h2 id=\"example\">Example:</h2>\n<hr />\n<blockquote>\n<h5 id=\"--single-question\">- <strong>Single Question</strong></h5>\n</blockquote>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"drawdown_request\":{\n        ....\n     }\n}\n</code></pre>\n<blockquote>\n<h5 id=\"--multiple-question\">- <strong>Multiple Question</strong></h5>\n</blockquote>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"drawdown_request+1\":{\n        ....\n     },\n     \"drawdown_request+2\":{\n        ....\n     }\n}\n</code></pre>\n<h2 id=\"request-attributes\">Request Attributes</h2>\n<hr />\n<p>Content Type: JSON</p>\n<h6 id=\"body-parameter\">Body Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n<th>Required/Optional</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>loan_identifier</td>\n<td>This is the unique loan id or sublan id</td>\n<td>Required</td>\n</tr>\n<tr>\n<td>disbursal_amount</td>\n<td>This is the amount which is requested by the customer to disbursed</td>\n<td>Required</td>\n</tr>\n<tr>\n<td>dis_txn_ref</td>\n<td>This is the unique transaction id to identify the transaction process</td>\n<td>Required</td>\n</tr>\n</tbody>\n</table>\n</div><h6 id=\"response-parameter\">Response Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>status</td>\n<td>Define the status of the API request. It can be \"success\" or \"error\"</td>\n</tr>\n<tr>\n<td>status_code</td>\n<td>To Identify the request status</td>\n</tr>\n<tr>\n<td>status_message</td>\n<td>Define the process as per status</td>\n</tr>\n<tr>\n<td>transaction: entry_date</td>\n<td>Transaction date</td>\n</tr>\n<tr>\n<td>transaction: disbursal_amount</td>\n<td>Amount which is a block for the disbursment</td>\n</tr>\n<tr>\n<td>transaction: dealer_code</td>\n<td></td>\n</tr>\n<tr>\n<td>transaction: dis_txn_ref</td>\n<td>Transaction ID for the reference for the future refernse</td>\n</tr>\n<tr>\n<td>loan_line: limit</td>\n<td>Total amount which is usable to the customer</td>\n</tr>\n<tr>\n<td>loan_line: used</td>\n<td>Amount which is used from provided limit</td>\n</tr>\n<tr>\n<td>loan_line: on_hold</td>\n<td>Currently available total OnHold amount</td>\n</tr>\n<tr>\n<td>loan_line: available</td>\n<td>Available amount which is usable from the limit</td>\n</tr>\n<tr>\n<td>loan_line: is_available</td>\n<td>To define account has a sufficient usable amount or not. It can Yes or No</td>\n</tr>\n</tbody>\n</table>\n</div>","urlObject":{"path":["v1-loan","transact-strcl"],"host":["{{base_url}}"],"query":[],"variable":[]}},"response":[{"id":"d3a1c219-cedb-44ef-be84-544de30c0487","name":"Draw Down Request","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"{{api_auth}}","type":"text"},{"key":"PARTNER-ID","value":"{{partner_id}}","type":"text"}],"body":{"mode":"raw","raw":"{\r\n    \"drawdown_request+1\": {\r\n        \"loan_identifier\": \"SLAN1697488836670467\",\r\n        \"disbursal_amount\": \"1400\",\r\n        \"dis_txn_ref\": \"TXNID003300440055\"\r\n    }\r\n}","options":{"raw":{"language":"json"}}},"url":"{{base_url}}/v1-loan/transact-strcl"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Server","value":"nginx"},{"key":"Date","value":"Mon, 19 Apr 2021 17:32:08 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"not used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"Access-Control-Allow-Origin","value":"*"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"drawdown_request+1\": {\n        \"question\": {\n            \"loan_identifier\": \"SLAN1697488836670467\",\n            \"disbursal_amount\": \"1400\",\n            \"dis_txn_ref\": \"TXNID003300440055\"\n        },\n        \"answer\": {\n            \"status\": \"success\",\n            \"status_code\": \"200\",\n            \"status_message\": \"Transaction Successful.\",\n            \"transaction\": {\n                \"entry_date\": \"20210419\",\n                \"disbursal_amount\": 1400,\n                \"dealer_code\": \"Dealer Code Savio HealthTech\",\n                \"dis_txn_ref\": \"TXNID003300440055\"\n            },\n            \"loan_line\": {\n                \"limit\": 100000,\n                \"used\": 1400,\n                \"blocked\": \"75000.00\",\n                \"available\": \"23600.00\",\n                \"dis_txn_ref\": \"TXNID003300440055\",\n                \"is_available\": \"yes\"\n            }\n        }\n    }\n}"},{"id":"22a55e16-e905-4efe-a668-90bc54f42b9e","name":"Draw Down Request","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"{{api_auth}}","type":"text"},{"key":"PARTNER-ID","value":"{{partner_id}}","type":"text"}],"body":{"mode":"raw","raw":"{\r\n    \"drawdown_request+1\": {\r\n        \"loan_identifier\": \"SLAN1715843767921346\",\r\n        \"disbursal_amount\": \"1400\",\r\n        \"dis_txn_ref\": \"TXNID003300440055\"\r\n    }\r\n}","options":{"raw":{"language":"json"}}},"url":"{{base_url}}/v1-loan/transact-strcl"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Server","value":"nginx"},{"key":"Date","value":"Thu, 11 Nov 2021 05:19:26 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Cache-Control","value":"public, no-cache"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"X-Frame-Options","value":"SAMEORIGIN"},{"key":"X-Content-Type-Options","value":"nosniff"},{"key":"X-XSS-Protection","value":"1; mode=block"},{"key":"Strict-Transport-Security","value":"max-age=31536000"},{"key":"Referrer-Policy","value":"no-referrer-when-downgrade"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"drawdown_request+1\": {\n        \"question\": {\n            \"loan_identifier\": \"SLAN1715843767921346\",\n            \"disbursal_amount\": \"1400\",\n            \"dis_txn_ref\": \"TXNID003300440055\"\n        },\n        \"error\": {\n            \"status\": \"error\",\n            \"status_code\": \"514\",\n            \"status_message\": \"There is no Loan Line Available. No Disbursal\"\n        }\n    }\n}"},{"id":"88d39f57-f388-4e06-b5ce-06052f59bb28","name":"Draw Down Request","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"{{api_auth}}","type":"text"},{"key":"PARTNER-ID","value":"{{partner_id}}","type":"text"}],"body":{"mode":"raw","raw":"{\r\n    \"drawdown_request+1\": {\r\n        \"loan_identifier\": \"SLAN1715843767921346\",\r\n        \"disbursal_amount\": \"100\",\r\n        \"dis_txn_ref\": \"TXNID0980300440055\"\r\n    }\r\n}","options":{"raw":{"language":"json"}}},"url":"{{base_url}}/v1-loan/transact-strcl"},"status":"OK","code":200,"_postman_previewlanguage":"html","header":[{"key":"Server","value":"nginx"},{"key":"Date","value":"Thu, 11 Nov 2021 06:54:28 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Cache-Control","value":"public, no-cache"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"X-Frame-Options","value":"SAMEORIGIN"},{"key":"X-Content-Type-Options","value":"nosniff"},{"key":"X-XSS-Protection","value":"1; mode=block"},{"key":"Strict-Transport-Security","value":"max-age=31536000"},{"key":"Referrer-Policy","value":"no-referrer-when-downgrade"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\"drawdown_request+1\":{\"question\":{\"loan_identifier\":\"SLAN1715843767921346\",\"disbursal_amount\":\"100\",\"dis_txn_ref\":\"TXNID0980300440055\"},\"answer\":{\"status\":\"success\",\"status_code\":\"200\",\"status_message\":\"Transaction Successful.\",\"transaction\":{\"entry_date\":\"20211111\",\"disbursal_amount\":100,\"dealer_code\":\"Dealer Code Savio HealthTech\",\"dis_txn_ref\":\"TXNID0980300440055\"},\"loan_line\":{\"limit\":100000,\"used\":3100,\"blocked\":\"0\",\"available\":\"96900.00\",\"is_available\":\"yes\"}}}}"},{"id":"c6f8be50-b745-458e-8754-2a338ec4f5a2","name":"Draw Down Request","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"{{api_auth}}","type":"text"},{"key":"PARTNER-ID","value":"{{partner_id}}","type":"text"}],"body":{"mode":"raw","raw":"{\r\n    \"drawdown_request+1\": {\r\n        \"loan_identifier\": \"SLAN1715843767921346\",\r\n        \"disbursal_amount\": \"100\",\r\n        \"dis_txn_ref\": \"TXN1636617047\"\r\n    }\r\n}","options":{"raw":{"language":"json"}}},"url":"{{base_url}}/v1-loan/transact-strcl"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Server","value":"nginx"},{"key":"Date","value":"Thu, 11 Nov 2021 06:54:28 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Cache-Control","value":"public, no-cache"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"X-Frame-Options","value":"SAMEORIGIN"},{"key":"X-Content-Type-Options","value":"nosniff"},{"key":"X-XSS-Protection","value":"1; mode=block"},{"key":"Strict-Transport-Security","value":"max-age=31536000"},{"key":"Referrer-Policy","value":"no-referrer-when-downgrade"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"drawdown_request+1\": {\n        \"question\": {\n            \"loan_identifier\": \"SLAN1715843767921346\",\n            \"disbursal_amount\": \"100\",\n            \"dis_txn_ref\": \"TXNID0980300440055\"\n        },\n        \"answer\": {\n            \"status\": \"success\",\n            \"status_code\": \"200\",\n            \"status_message\": \"Transaction Successful.\",\n            \"transaction\": {\n                \"entry_date\": \"20211111\",\n                \"disbursal_amount\": 100,\n                \"dealer_code\": \"Dealer Code Savio HealthTech\",\n                \"dis_txn_ref\": \"TXNID0980300440055\"\n            },\n            \"loan_line\": {\n                \"limit\": 100000,\n                \"used\": 3100,\n                \"blocked\": \"0\",\n                \"available\": \"96900.00\",\n                \"is_available\": \"yes\"\n            }\n        }\n    }\n}"},{"id":"aea9431b-41db-44a3-a053-b0942cd5b9cc","name":"Draw Down Request","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"{{api_auth}}","type":"text"},{"key":"PARTNER-ID","value":"{{partner_id}}","type":"text"}],"body":{"mode":"raw","raw":"{\r\n    \"drawdown_request+1\": {\r\n        \"loan_identifier\": \"SLAN1717293023932476\",\r\n        \"disbursal_amount\": \"100\",\r\n        \"dis_txn_ref\": \"TXNID3004400551\"\r\n    }\r\n}","options":{"raw":{"language":"json"}}},"url":"{{base_url}}/v1-loan/transact-strcl"},"status":"OK","code":200,"_postman_previewlanguage":"html","header":[{"key":"Server","value":"nginx"},{"key":"Date","value":"Wed, 24 Nov 2021 08:51:43 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Cache-Control","value":"public, no-cache"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"X-Frame-Options","value":"SAMEORIGIN"},{"key":"X-Content-Type-Options","value":"nosniff"},{"key":"X-XSS-Protection","value":"1; mode=block"},{"key":"Strict-Transport-Security","value":"max-age=31536000"},{"key":"Referrer-Policy","value":"no-referrer-when-downgrade"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\"drawdown_request+1\":{\"question\":{\"loan_identifier\":\"SLAN1717293023932476\",\"disbursal_amount\":\"100\",\"dis_txn_ref\":\"TXNID300440055\"},\"answer\":{\"status\":\"success\",\"status_code\":\"200\",\"status_message\":\"Transaction Successful.\",\"transaction\":{\"entry_date\":\"20211124\",\"disbursal_amount\":100,\"dealer_code\":\"Dealer Code Savio HealthTech\",\"dis_txn_ref\":\"TXNID300440055\"},\"loan_line\":{\"limit\":100000,\"used\":100,\"blocked\":\"0\",\"available\":\"99900.00\",\"is_available\":\"yes\"}}}}"}],"_postman_id":"9505fc9e-7b15-4acc-bf02-01c66fa8fd96"},{"name":"Draw Down Return","id":"4cd43f1c-5a7b-4cb4-9c2d-05f9c6a07d32","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"{{api_auth}}","type":"text"},{"key":"PARTNER-ID","value":"{{partner_id}}","type":"text"}],"body":{"mode":"raw","raw":"{\r\n    \"drawdown_return+1\": {\r\n        \"loan_identifier\": \"SLAN1697488836670467\",\r\n        \"receipt_amount\": \"150\",\r\n        \"dis_txn_ref\": \"TXNID003300440055\"\r\n    }\r\n}","options":{"raw":{"language":"json"}}},"url":"{{base_url}}/v1-loan/transact-strcl","description":"<h2 id=\"use-case\">Use Case</h2>\n<hr />\n<p>The <strong>DrawDown Return</strong> direct refunds the full/partial amount.</p>\n<p>In the \"DrawDown Return\" API request to refunded amount to the loan line limit for further use.</p>\n<blockquote>\n<p>E.g As mention in the previous Drawdown Request example the customer creates a \"DrawDown Request\" of 2000 from the defined limit of 5000. Will consider that we need to refund partial or full amount, that time customer will create <strong>DrawDown Return</strong> with \"DrawDown Request\" transaction ID. </p>\n</blockquote>\n<p>In the Drawdown Return API request, <strong>drawdown_return</strong> is a question, and generated response is the answer for that question.</p>\n<p>We can request multiple drawdowns for the Drawdown Return with the unique id appended to the question separated by \"+\" i.e. <strong>\"drawdown_return+[unique_id]\"</strong></p>\n<h2 id=\"example\">Example:</h2>\n<hr />\n<blockquote>\n</blockquote>\n<h5 id=\"--single-question\">- <strong>Single Question</strong></h5>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"drawdown_return\":{\n        ....\n     }\n}\n\n</code></pre>\n<blockquote>\n</blockquote>\n<h5 id=\"--multiple-question\">- <strong>Multiple Question</strong></h5>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-JSON\">{\n     \"drawdown_return+1\":{\n        ....\n     },\n     \"drawdown_return+2\":{\n        ....\n     }\n}\n\n</code></pre>\n<h2 id=\"request-attributes\">Request Attributes</h2>\n<hr />\n<p>Content Type: JSON</p>\n<h6 id=\"body-parameter\">Body Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Attribute</th>\n<th>Description</th>\n<th>Required/Optional</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>loan_identifier</td>\n<td>This is the unique loan id or sublan id</td>\n<td>Required</td>\n</tr>\n<tr>\n<td>receipt_amount</td>\n<td>This is the amount which is requested by a customer to decreased from block amount</td>\n<td>Required</td>\n</tr>\n<tr>\n<td>dis_txn_ref</td>\n<td>This is the unique transaction id to identify the transaction process</td>\n<td>Required</td>\n</tr>\n</tbody>\n</table>\n</div><h6 id=\"response-parameter\">Response Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>status</td>\n<td>Define the status of the API request. It can be \"success\" or \"error\"</td>\n</tr>\n<tr>\n<td>status_code</td>\n<td>To Identify the request status</td>\n</tr>\n<tr>\n<td>status_message</td>\n<td>Define the process as per status</td>\n</tr>\n<tr>\n<td>transaction: entry_date</td>\n<td>Transaction date</td>\n</tr>\n<tr>\n<td>transaction: dis_txn_ref</td>\n<td>Transaction Unique ID for the reference for the future refernse</td>\n</tr>\n<tr>\n<td>transaction: receipt_amount</td>\n<td>The return amount against the transaction</td>\n</tr>\n<tr>\n<td>transaction: dealer_code</td>\n<td>The Dealer against whom the disbursal is made</td>\n</tr>\n<tr>\n<td>loan_line: limit</td>\n<td>Total amount which is usable to the customer</td>\n</tr>\n<tr>\n<td>loan_line: used</td>\n<td>Amount which is used from provided limit</td>\n</tr>\n<tr>\n<td>loan_line: blocked</td>\n<td>Currently available total OnHold amount</td>\n</tr>\n<tr>\n<td>loan_line: available</td>\n<td>Available amount which is usable from the limit</td>\n</tr>\n<tr>\n<td>loan_line: is_available</td>\n<td>To define account has a sufficient usable amount or not. It can Yes or No</td>\n</tr>\n</tbody>\n</table>\n</div>","urlObject":{"path":["v1-loan","transact-strcl"],"host":["{{base_url}}"],"query":[],"variable":[]}},"response":[{"id":"42966ac9-485a-4a95-a34e-3127565132ca","name":"Draw Down Return","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"{{api_auth}}","type":"text"},{"key":"PARTNER-ID","value":"{{partner_id}}","type":"text"}],"body":{"mode":"raw","raw":"{\r\n    \"drawdown_return+1\": {\r\n        \"loan_identifier\": \"SLAN1697488836670467\",\r\n        \"receipt_amount\": \"150\",\r\n        \"dis_txn_ref\": \"TXNID003300440055\"\r\n    }\r\n}","options":{"raw":{"language":"json"}}},"url":"{{base_url}}/v1-loan/transact-strcl"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Server","value":"nginx"},{"key":"Date","value":"Tue, 20 Apr 2021 05:44:30 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"not used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"Access-Control-Allow-Origin","value":"*"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"drawdown_return+1\": {\n        \"question\": {\n            \"loan_identifier\": \"SLAN1697488836670467\",\n            \"receipt_amount\": \"150\",\n            \"dis_txn_ref\": \"TXNID003300440055\"\n        },\n        \"answer\": {\n            \"status\": \"success\",\n            \"status_code\": \"200\",\n            \"status_message\": \"Transaction Successful.\",\n            \"transaction\": {\n                \"entry_date\": \"20210420\",\n                \"receipt_amount\": 150,\n                \"dealer_code\": \"Dealer Code Savio HealthTech\",\n                \"dis_txn_ref\": \"TXNID003300440055\"\n            },\n            \"loan_line\": {\n                \"limit\": 100000,\n                \"used\": 50,\n                \"blocked\": \"75000.00\",\n                \"available\": \"24950.00\",\n                \"dis_txn_ref\": \"TXNID003300440055\",\n                \"is_available\": \"yes\"\n            }\n        }\n    }\n}"}],"_postman_id":"4cd43f1c-5a7b-4cb4-9c2d-05f9c6a07d32"},{"name":"Make Cash Payment","id":"fff198ab-be26-4c67-a4f4-d72f2d95d77c","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"{{api_auth}}","type":"text"},{"key":"PARTNER-ID","value":"{{partner_id}}","type":"text"}],"body":{"mode":"raw","raw":"{\n    \"make_cash_payment\": {\n        \"loan_identifier\": \"SLAN1697567620779392\",\n        \"receipt_amount\":5300,\n        \"txn_ref\": \"TXNID005600450035\",\n        \"dis_txn_ref\":\"TXNID10000123\"\n    }\n}"},"url":"{{base_url}}/v1-loan/transact-strcl","description":"<h2 id=\"use-case-make-cash-payment-adjustment-flow\">Use Case: Make Cash Payment Adjustment Flow</h2>\n<hr />\n<p>The Make Cash Payment is used for collected Cash Payments, it uses provided receipt amount from Pool Account and adds into loan Excess Account.\nAfter this process, it starts to adjust Excess amount with dues and invoices in following Order.</p>\n<p><strong>Step 1: Add amount in loan excess account from pool account:</strong></p>\n<p>Used input attributes:</p>\n<blockquote>\n<h5 id=\"txn_ref\">txn_ref:</h5>\n<p>is unique identifier for this payment Receipt, it can't be duplicate, API will return error on duplicate reference found in system.</p>\n</blockquote>\n<blockquote>\n<h5 id=\"pool_receipt_amount\">pool_receipt_amount:</h5>\n<p>it is the cash collected </p>\n</blockquote>\n<p><strong>Step 2: Adjust excess with Drawdowns sent in attributes</strong> </p>\n<p>dis_txn_ref: you can send multiple Drawdown IDs separated by comma, \n    API checks provided Drawdowns fully adjustable or not with excess amount, and only fully adjustable Drawdowns get closed. Remaining Drawdowns are skipped.  </p>\n<p><strong>Step 3: Adjust excess with Open NACH</strong></p>\n<p>Adjusted Open NACH Drawdowns, which are in intermediate stage, Instalment posted and nach Not updated yet. </p>\n<p><strong>Step 4: Adjust excess with Dues</strong> </p>\n<p>try to clear dues and penealties with remaining excess: (PI) model Principal then Interest </p>\n<p><strong>Step 5: Adjust excess with full Drawdowns in FIFO Order</strong></p>\n<p>Adjusted Drawdowns which can be fully adjustable in FIFO Order with remaining excess</p>\n<p><strong>Step 6: Partial Adjustments against Open Drawdowns in FIFO Order</strong></p>\n<p>Adjust first Drawdown partially with remaining excess</p>\n","urlObject":{"path":["v1-loan","transact-strcl"],"host":["{{base_url}}"],"query":[],"variable":[]}},"response":[{"id":"7efa467a-1459-45cf-8db9-99b47dd3eec8","name":"Make Cash Payment","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"},{"key":"X-API-AUTH","value":"{{api_auth}}","type":"text"},{"key":"PARTNER-ID","value":"{{partner_id}}","type":"text"}],"body":{"mode":"raw","raw":"{\n    \"make_cash_payment\": {\n        \"loan_identifier\": \"SLAN1697567620779392\",\n        \"receipt_amount\":5300,\n        \"txn_ref\": \"TXNID005600450035\",\n        \"dis_txn_ref\":\"TXNID10000123\"\n    }\n}"},"url":"{{base_url}}/v1-loan/transact-strcl"},"status":"OK","code":200,"_postman_previewlanguage":"html","header":[{"key":"Server","value":"nginx"},{"key":"Date","value":"Mon, 12 Jul 2021 10:53:38 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"Access-Control-Allow-Origin","value":"*"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\"make_cash_payment\":{\"question\":{\"loan_identifier\":\"SLAN1697567620779392\",\"receipt_amount\":5300,\"txn_ref\":\"TXNID005600450035\",\"drawdown_ids\":\"TXNID10000123\"},\"answer\":{\"status\":\"success\",\"status_code\":\"201\",\"status_message\":\"Transaction Successful.\",\"transaction\":{\"entry_date\":\"20210712\",\"excess_adjusted\":{\"ids\":{\"TXNID10000123\":5000},\"full_adjustments\":[],\"partial_adjustment\":{\"TXNID20000002\":300}}},\"loan_line\":{\"limit\":100000,\"used\":21569,\"blocked\":\"0\",\"available\":\"78431.00\",\"is_available\":\"yes\"}}}}"}],"_postman_id":"fff198ab-be26-4c67-a4f4-d72f2d95d77c"}],"id":"844a17fe-1bd0-4176-8673-76cf15a25e9e","description":"<p>The endpoint <strong>/transact-strcl</strong> is used to perform the transaction with respect to different methods provided in the request.</p>\n<p>Below is the set of methods in the transact STRCL this for STRCL product only.</p>\n","_postman_id":"844a17fe-1bd0-4176-8673-76cf15a25e9e"},{"name":"Enquire STRCL","item":[{"name":"Draw Down Schedule - Only for STRCL","id":"2e5d5e38-a5ed-4460-9952-59e481c7db2d","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","value":"application/json"},{"key":"X-API-AUTH","value":"{{api_auth}}"},{"key":"REQ-PRODUCT-ID","value":"{{product_id}}"},{"key":"PARTNER-ID","value":"{{partner_id}}"}],"body":{"mode":"raw","raw":"{\r\n    \"drawdown_schedule\": {\r\n        \"loan_identifier\": \"SLAN1697108676286494\"\r\n    }\r\n}"},"url":"{{base_url}}/v1-loan/enquire","description":"<h2 id=\"use-case\">Use Case</h2>\n<hr />\n<p>The <strong>Draw Down Schedule</strong> gets the all details of the installment for the given <strong>loan_id</strong> or <strong>sublan_id</strong> where the product is of STRCL.</p>\n<p>This response contains the details of the installment schedule, interest details, and status. </p>\n<p>In Draw Down Schedule API request <strong>\"drawdown_schedule\"</strong> is a question into the body and the API response is the answer. </p>\n<p>We can request multiple inquiries for the Draw Down Schedule API request with the unique id appended to the question separated by \"+\" i.e. <strong>\"drawdown_schedule+[unique_id]\"</strong></p>\n<h2 id=\"example\">Example:</h2>\n<hr />\n<blockquote>\n<h5 id=\"--single-question\">- <strong>Single Question</strong></h5>\n</blockquote>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-json\">{\n     \"drawdown_schedule\":{\n        ....\n     }\n}\n</code></pre>\n<blockquote>\n<h5 id=\"--multiple-question\">- <strong>Multiple Question</strong></h5>\n</blockquote>\n<pre class=\"click-to-expand-wrapper is-snippet-wrapper\"><code class=\"language-json\">{\n     \"drawdown_schedule+1\":{\n        ....\n     },\n     \"drawdown_schedule+2\":{\n        ....\n     }\n}\n</code></pre>\n<h2 id=\"request-attributes\">Request Attributes</h2>\n<hr />\n<p>Content Type: JSON</p>\n<h6 id=\"body-parameter\">Body Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Attribute</th>\n<th>Description</th>\n<th>Required/Optional</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>loan_identifier</td>\n<td>This is the unique loan id or sublan id</td>\n<td>Required</td>\n</tr>\n</tbody>\n</table>\n</div><h6 id=\"response-parameter\">Response Parameter</h6>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Property</th>\n<th>Description</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>drawdown_id</td>\n<td>Uniqu transaction ID</td>\n</tr>\n<tr>\n<td>initial_drawdown_date</td>\n<td>Drawdown transaction init date</td>\n</tr>\n<tr>\n<td>accrual_date</td>\n<td></td>\n</tr>\n<tr>\n<td>accrual_date_label</td>\n<td></td>\n</tr>\n<tr>\n<td>instalment_method</td>\n<td></td>\n</tr>\n<tr>\n<td>instalment_date</td>\n<td>Date on which customer need to pay an installment amount</td>\n</tr>\n<tr>\n<td>instalment_date_label</td>\n<td>Date on which customer need to pay an installment amount in <strong>Date Month,Year</strong></td>\n</tr>\n<tr>\n<td>instalment_day</td>\n<td>Day of the Insatallment</td>\n</tr>\n<tr>\n<td>instalment_due_date</td>\n<td>Customer payment date of the installment amount</td>\n</tr>\n<tr>\n<td>instalment_due_date_label</td>\n<td>Customer payment date of the installment amount in the format <strong>Date Month, Year</strong></td>\n</tr>\n<tr>\n<td>instalment_due_day</td>\n<td>Customer payment day of the installment amount</td>\n</tr>\n<tr>\n<td>instalment_for_days</td>\n<td></td>\n</tr>\n<tr>\n<td>beginning_balance</td>\n<td></td>\n</tr>\n<tr>\n<td>principal_amount</td>\n<td></td>\n</tr>\n<tr>\n<td>ending_balance</td>\n<td></td>\n</tr>\n<tr>\n<td>interest_amount</td>\n<td></td>\n</tr>\n<tr>\n<td>instalment_amount</td>\n<td>Acctal Insatlment amount after adding interest</td>\n</tr>\n<tr>\n<td>status</td>\n<td>Account status</td>\n</tr>\n</tbody>\n</table>\n</div>","urlObject":{"path":["v1-loan","enquire"],"host":["{{base_url}}"],"query":[],"variable":[]}},"response":[{"id":"1a818041-4c9d-41fd-8bb1-0f9cf312c3fc","name":"Draw Down Schedule - Only for STRCL","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json"},{"key":"X-API-AUTH","value":"{{api_auth}}"},{"key":"REQ-PRODUCT-ID","value":"{{product_id}}"},{"key":"PARTNER-ID","value":"{{partner_id}}"}],"body":{"mode":"raw","raw":"{\r\n    \"drawdown_schedule\": {\r\n        \"loan_identifier\": \"SLAN1694482266788476\"\r\n    }\r\n}"},"url":"{{base_url}}/v1-loan/enquire"},"status":"OK","code":200,"_postman_previewlanguage":"html","header":[{"key":"Server","value":"nginx"},{"key":"Date","value":"Wed, 24 Mar 2021 12:26:38 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"Access-Control-Allow-Origin","value":"*"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\"drawdown_schedule\":{\"question\":{\"loan_identifier\":\"SLAN1694482266788476\"},\"answer\":{\"TXNID001100220033\":{\"drawdown_id\":\"TXNID001100220033\",\"initial_drawdown_date\":\"20210318\",\"accrual_date\":\"20210318\",\"accrual_date_label\":\"18 Mar, 2021\",\"instalment_method\":\"drawdown\",\"instalment_date\":\"20210325\",\"instalment_date_label\":\"25 Mar, 2021\",\"instalment_day\":\"25\",\"instalment_due_date\":\"20210325\",\"instalment_due_date_label\":\"25 Mar, 2021\",\"instalment_due_day\":\"25\",\"instalment_for_days\":\"7\",\"beginning_balance\":1000,\"principal_amount\":1000,\"ending_balance\":0,\"interest_amount\":3,\"instalment_amount\":1003,\"status\":\"open\"},\"TXNID002200330044\":{\"drawdown_id\":\"TXNID002200330044\",\"initial_drawdown_date\":\"20210318\",\"accrual_date\":\"20210318\",\"accrual_date_label\":\"18 Mar, 2021\",\"instalment_method\":\"drawdown\",\"instalment_date\":\"20210325\",\"instalment_date_label\":\"25 Mar, 2021\",\"instalment_day\":\"25\",\"instalment_due_date\":\"20210325\",\"instalment_due_date_label\":\"25 Mar, 2021\",\"instalment_due_day\":\"25\",\"instalment_for_days\":\"7\",\"beginning_balance\":1100,\"principal_amount\":1100,\"ending_balance\":0,\"interest_amount\":4,\"instalment_amount\":1104,\"status\":\"open\"},\"TXNID003300440055\":{\"drawdown_id\":\"TXNID003300440055\",\"initial_drawdown_date\":\"20210322\",\"accrual_date\":\"20210322\",\"accrual_date_label\":\"22 Mar, 2021\",\"instalment_method\":\"drawdown\",\"instalment_date\":\"20210329\",\"instalment_date_label\":\"29 Mar, 2021\",\"instalment_day\":\"29\",\"instalment_due_date\":\"20210329\",\"instalment_due_date_label\":\"29 Mar, 2021\",\"instalment_due_day\":\"29\",\"instalment_for_days\":\"7\",\"beginning_balance\":1400,\"principal_amount\":1400,\"ending_balance\":0,\"interest_amount\":5,\"instalment_amount\":1405,\"status\":\"open\"},\"TXNID004400550066\":{\"drawdown_id\":\"TXNID004400550066\",\"initial_drawdown_date\":\"20210322\",\"accrual_date\":\"20210322\",\"accrual_date_label\":\"22 Mar, 2021\",\"instalment_method\":\"drawdown\",\"instalment_date\":\"20210329\",\"instalment_date_label\":\"29 Mar, 2021\",\"instalment_day\":\"29\",\"instalment_due_date\":\"20210329\",\"instalment_due_date_label\":\"29 Mar, 2021\",\"instalment_due_day\":\"29\",\"instalment_for_days\":\"7\",\"beginning_balance\":1800,\"principal_amount\":1800,\"ending_balance\":0,\"interest_amount\":6,\"instalment_amount\":1806,\"status\":\"open\"},\"TXNID004300320021\":{\"drawdown_id\":\"TXNID004300320021\",\"initial_onhold_date\":\"20210323\",\"onhold_date\":\"20210323\",\"beginning_balance\":900,\"status\":\"open\",\"initial_drawdown_date\":\"20210323\",\"accrual_date\":\"20210323\",\"accrual_date_label\":\"23 Mar, 2021\",\"instalment_method\":\"drawdown\",\"instalment_date\":\"20210330\",\"instalment_date_label\":\"30 Mar, 2021\",\"instalment_day\":\"30\",\"instalment_due_date\":\"20210330\",\"instalment_due_date_label\":\"30 Mar, 2021\",\"instalment_due_day\":\"30\",\"instalment_for_days\":\"7\",\"principal_amount\":900,\"ending_balance\":0,\"interest_amount\":3,\"instalment_amount\":903},\"TXNID004500340023\":{\"drawdown_id\":\"TXNID004500340023\",\"initial_onhold_date\":\"20210323\",\"onhold_date\":\"20210323\",\"beginning_balance\":1900,\"status\":\"close\"},\"TXNID005400430032\":{\"drawdown_id\":\"TXNID005400430032\",\"initial_onhold_date\":\"20210323\",\"onhold_date\":\"20210323\",\"beginning_balance\":1800,\"status\":\"open\",\"initial_drawdown_date\":\"20210323\",\"accrual_date\":\"20210323\",\"accrual_date_label\":\"23 Mar, 2021\",\"instalment_method\":\"drawdown\",\"instalment_date\":\"20210330\",\"instalment_date_label\":\"30 Mar, 2021\",\"instalment_day\":\"30\",\"instalment_due_date\":\"20210330\",\"instalment_due_date_label\":\"30 Mar, 2021\",\"instalment_due_day\":\"30\",\"instalment_for_days\":\"7\",\"principal_amount\":1800,\"ending_balance\":0,\"interest_amount\":6,\"instalment_amount\":1806},\"TXNID005400430034\":{\"drawdown_id\":\"TXNID005400430034\",\"initial_onhold_date\":\"20210323\",\"onhold_date\":\"20210323\",\"beginning_balance\":2200,\"status\":\"onhold\"},\"TXNID005300420031\":{\"drawdown_id\":\"TXNID005300420031\",\"initial_onhold_date\":\"20210324\",\"onhold_date\":\"20210324\",\"beginning_balance\":2100,\"status\":\"close\"},\"TXNID005400430035\":{\"drawdown_id\":\"TXNID005400430035\",\"initial_onhold_date\":\"20210324\",\"onhold_date\":\"20210324\",\"beginning_balance\":2200,\"status\":\"open\",\"initial_drawdown_date\":\"20210324\",\"accrual_date\":\"20210324\",\"accrual_date_label\":\"24 Mar, 2021\",\"instalment_method\":\"drawdown\",\"instalment_date\":\"20210331\",\"instalment_date_label\":\"31 Mar, 2021\",\"instalment_day\":\"31\",\"instalment_due_date\":\"20210331\",\"instalment_due_date_label\":\"31 Mar, 2021\",\"instalment_due_day\":\"31\",\"instalment_for_days\":\"7\",\"principal_amount\":2200,\"ending_balance\":0,\"interest_amount\":8,\"instalment_amount\":2208},\"TXNID005600450034\":{\"drawdown_id\":\"TXNID005600450034\",\"initial_onhold_date\":\"20210324\",\"onhold_date\":\"20210324\",\"beginning_balance\":1500,\"status\":\"open\",\"initial_drawdown_date\":\"20210324\",\"accrual_date\":\"20210324\",\"accrual_date_label\":\"24 Mar, 2021\",\"instalment_method\":\"drawdown\",\"instalment_date\":\"20210331\",\"instalment_date_label\":\"31 Mar, 2021\",\"instalment_day\":\"31\",\"instalment_due_date\":\"20210331\",\"instalment_due_date_label\":\"31 Mar, 2021\",\"instalment_due_day\":\"31\",\"instalment_for_days\":\"7\",\"principal_amount\":1500,\"ending_balance\":0,\"interest_amount\":5,\"instalment_amount\":1505}}}}"},{"id":"ff1a861f-4d86-4ed7-988c-03864a3c3cad","name":"Draw Down Schedule - Only for STRCL - Drawdown Schedule Not Found","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json"},{"key":"X-API-AUTH","value":"{{api_auth}}"},{"key":"REQ-PRODUCT-ID","value":"{{product_id}}"},{"key":"PARTNER-ID","value":"{{partner_id}}"}],"body":{"mode":"raw","raw":"{\r\n    \"drawdown_schedule\": {\r\n        \"loan_identifier\": \"SLAN1697108676286494\"\r\n    }\r\n}"},"url":"{{base_url}}/v1-loan/enquire"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Thu, 15 Apr 2021 13:36:15 GMT"},{"key":"Content-Type","value":"text/html; charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Server","value":"nginx"},{"key":"Vary","value":"Accept-Encoding"},{"key":"indexapi","value":"yes"},{"key":"awesome_cache","value":"used"},{"key":"Cache-Control","value":"no-cache, no-store, must-revalidate"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"0"},{"key":"Access-Control-Allow-Origin","value":"*"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"drawdown_schedule\": {\n        \"question\": {\n            \"loan_identifier\": \"SLAN1697108676286494\"\n        },\n        \"error\": {\n            \"status_code\": \"412\",\n            \"message\": \"Drawdown Schedule not Found\"\n        }\n    }\n}"}],"_postman_id":"2e5d5e38-a5ed-4460-9952-59e481c7db2d"}],"id":"77a544c2-4d82-4211-868b-f8453ca1ec0d","description":"<p>The endpoint <strong>/enquire</strong> is used to request data using different methods provided in the request.</p>\n<p>Below is the set of methods in the enquire STRCL this for STRCL product only.</p>\n","_postman_id":"77a544c2-4d82-4211-868b-f8453ca1ec0d"}],"id":"88fe57a5-e000-4f7e-bffa-a81832512faf","description":"<h3>Loan API Overview: </h3>\nLoan API provides the services for the transaction and MIS enquire. Below is the list of endpoint which provide different set of method with question to handle the request.\n\n<h5>Loan API Endpoints:</h5>\n <ol>\n   <li>/enquire</li>\n </ol>\n\n<h5>Base URL loan API: </h5>\nhttps://www.dev.thearks.in/v1-loan","_postman_id":"88fe57a5-e000-4f7e-bffa-a81832512faf"},{"name":"Webhook","item":[{"name":"Application-Status-Change","id":"9089dd12-f64e-46e0-97fe-393825e8a1dc","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Secret-Key","value":"DFZSJIEAHPRYWZVGGZIXBXXPOPFRFRVZSAKBYFZTXYHGSIMKZBMQTYTERXRDRVSZ","type":"default"}],"body":{"mode":"raw","raw":"{\r\n    \"lapp_id\": \"APP170062****\",\r\n    \"application_current_status\": \"received\",\r\n    \"application_previous_status\": \"partial_app\"\r\n}\r\n","options":{"raw":{"language":"json"}}},"url":"https://prod.thearks.in/s/gstWebhook","urlObject":{"protocol":"https","path":["s","gstWebhook"],"host":["prod","thearks","in"],"query":[],"variable":[]}},"response":[],"_postman_id":"9089dd12-f64e-46e0-97fe-393825e8a1dc"},{"name":"Review Application","id":"b09a93d5-0433-44d8-9ca6-72bd6508a5ad","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Secret-Key","value":"DFZSJIEAHPRYWZVGGZIXBXXPOPFRFRVZSAKBYFZTXYHGSIMKZBMQTYTERXRDRVSZ","type":"text"}],"body":{"mode":"raw","raw":"{\n    \"sublan_id\": \"SLAN1700623565712525\",\n    \"Remarks\": {\n        \"comment\": \"\",\n        \"reason\": \"\"\n    }\n}","options":{"raw":{"language":"json"}}},"url":"https://prod.thearks.in/s/gstWebhook","urlObject":{"protocol":"https","path":["s","gstWebhook"],"host":["prod","thearks","in"],"query":[],"variable":[]}},"response":[],"_postman_id":"b09a93d5-0433-44d8-9ca6-72bd6508a5ad"},{"name":"Disbursal  Application","id":"5786ff35-89db-4e6b-9d99-26d9ce4483ae","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Secret-Key","value":"DFZSJIEAHPRYWZVGGZIXBXXPOPFRFRVZSAKBYFZTXYHGSIMKZBMQTYTERXRDRVSZ","type":"text"}],"body":{"mode":"raw","raw":"{\n    \"sublan_id\": \"SLAN170062****\",\n    \"disbursement_ts\": \"123456\",\n    \"utr\": \"NEFT-57\"\n}","options":{"raw":{"language":"json"}}},"url":"https://prod.thearks.in/s/gstWebhook","urlObject":{"protocol":"https","path":["s","gstWebhook"],"host":["prod","thearks","in"],"query":[],"variable":[]}},"response":[],"_postman_id":"5786ff35-89db-4e6b-9d99-26d9ce4483ae"}],"id":"c8c18cec-7383-49cd-ad75-b643137c879a","_postman_id":"c8c18cec-7383-49cd-ad75-b643137c879a","description":""}]}