鲲鹏 / RAG_ · Files

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V4.23.5.testsuite-deep.xml 2.3 MB
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<?xml version="1.0" encoding="UTF-8"?>
<testsuite id="176892" name="V4.23.5" >
<node_order><![CDATA[0]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="178565" name="医师端" >
<node_order><![CDATA[8]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="177258" name="绩效" >
<node_order><![CDATA[2]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="177259" name="绩效1-3" >
<node_order><![CDATA[0]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="177260" name="通知" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="177261" name="劳务医生" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="177262" name="700通知" >
<node_order><![CDATA[0]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177263" name="医生为劳务，没有提交签约材料，基础绩效满700，发送通知">
	<node_order><![CDATA[1]]></node_order>
	<externalid><![CDATA[29375]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>基础绩效只有1笔700，700到账后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，立即发通知。</p>

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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>基础绩效有2笔100、600，100已经到账，600到账后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，立即发通知。</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>基础绩效有2笔100、700，100已经到账，700到账后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，立即发通知。</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177268" name="医生为劳务，提交了签约材料，在基础绩效满700之前审核失败，满700后发送通知">
	<node_order><![CDATA[2]]></node_order>
	<externalid><![CDATA[29376]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>医生提交了签约材料，但是在基础绩效满700之前，签约审核失败了</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，基础绩效满700到账后，立即发通知。</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177271" name="医生为劳务，已经提交签约材料，在基础绩效满700后还在审核中，不发通知">
	<node_order><![CDATA[3]]></node_order>
	<externalid><![CDATA[29377]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>在基础绩效满700之前，劳务已经已经提交了签约资料，在基础绩效到账700后，资料还在审核中</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，不会发通知。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>之后基础绩效到账没有增加，还是700时，资料审核失败</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，也不会再发通知。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177275" name="医生为劳务，已经提交签约资料，在基础绩效满700时，签约审核成功，不发通知">
	<node_order><![CDATA[4]]></node_order>
	<externalid><![CDATA[29378]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>在基础绩效满700之前，劳务已经提交了签约资料，在基础绩效到账700后，资料审核通过</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，不会发通知。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177278" name="932通知" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177279" name="医生为劳务，没有提交签约材料，基础绩效和综合绩效之和满932元，发送通知">
	<node_order><![CDATA[0]]></node_order>
	<externalid><![CDATA[29379]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>11号 基础绩效已到账600，综合绩效（<span style="color:#000000">t_doctor_performance ）为332</span></p>
]]></actions>
	<expectedresults><![CDATA[<p>1，第二天上午10点发送通知。</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>11号基础绩效已到账600，综合绩效为332.01</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，第二天上午10点发送通知。</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>11号 基础绩效已到账600，综合绩效为330；</p>

<p>12号基础绩效为600，综合绩效为332；</p>

<p>13号基础绩效为700，综合绩效为332</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，12号上午10点不发通知。</p>

<p>2，13号上午10点发送932的通知。</p>

<p>3，13号基础绩效满足700后，发送700的通知。</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[4]]></step_number>
	<actions><![CDATA[<p>11号 基础绩效已到账700，综合绩效为230，12号基础绩效为700，综合绩效为332</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，11号基础绩效到账满700后，发送满700的通知。</p>

<p>2，13号上午10点发932元的通知。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177285" name="医生为劳务，提交了签约材料，在基础绩效加综合绩效之和满932之前审核失败，满932后发通知">
	<node_order><![CDATA[1]]></node_order>
	<externalid><![CDATA[29380]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>医生提交了签约材料，但是在基础绩效和综合绩效之和满932元之前，审核失败，满932元之后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，第二天发送通知</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177288" name="医生为劳务，已经提交了签约材料，在基础绩效和综合绩效之和满932后第二天前审核失败，发通知">
	<node_order><![CDATA[2]]></node_order>
	<externalid><![CDATA[29381]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>医生提交了签约材料，但是在基础绩效和综合绩效之和满932元<span style="color:#e74c3c">第二天10点之前</span>，审核失败</p>
]]></actions>
	<expectedresults><![CDATA[<p>第二天发通知</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177291" name="医生为劳务，已经提交了签约材料，在基础绩效和综合绩效之和满932后第二天还在审核中，不发通知">
	<node_order><![CDATA[3]]></node_order>
	<externalid><![CDATA[29382]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>医生提交了签约材料，但是在基础绩效和综合绩效之和满932元<span style="color:#e74c3c">第二天10点之后</span>，审核失败</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，第二天不发通知。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177294" name="医生为劳务，已经提交签约材料，在基础绩效和综合绩效之和满932元第二天前，签约审核成功，不发通知">
	<node_order><![CDATA[4]]></node_order>
	<externalid><![CDATA[29383]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>医生提交了签约材料，但是在基础绩效和综合绩效之和满932元第二天10点之前，审核成功</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，不发通知。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite>
<testcase internalid="177297" name="通知每个用户每个月只发一次">
	<node_order><![CDATA[2]]></node_order>
	<externalid><![CDATA[29384]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>1，11月份，医生为劳务，基础绩效到账700后。</p>

<p>2，11月份，医生为劳务，基础绩效和综合绩效之和满932元。</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，满700后发送一个通知。</p>

<p>2，满932后发一个通知。</p>

<p>&nbsp;</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>医生11月收到通知后没有签约，到12月份再次满足700和932时</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，12月在给医生发这两个通知。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>医生在11月份收到这两个通知时，点击其中一个通知的&ldquo;不再提示&rdquo;时</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，到11月份以后每个月医生满足700和932时，都不会再给医生发送这两个通知。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177302" name="点击该通知，跳转至签约入口，可以正常提交签约资料">
	<node_order><![CDATA[3]]></node_order>
	<externalid><![CDATA[29385]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>点击700和932的通知</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，跳转到签约入口。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177305" name="工作室助理登录医生工作室时，看不到给医生发送的签约通知">
	<node_order><![CDATA[4]]></node_order>
	<externalid><![CDATA[29386]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p>助理医师看不到医生的700和932的通知</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>首页最新的消息通知 如果刚好是700和932的</p>
]]></actions>
	<expectedresults><![CDATA[<p>显示为空</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177309" name="长按通知，提供“不再提醒”入口">
	<node_order><![CDATA[5]]></node_order>
	<externalid><![CDATA[29387]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>点击【删除】按钮</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，删除该通知。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>点击【不再提醒】</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，toast提示：已拒收签约提醒通知。</p>

<p>2，<span style="color:#e74c3c">下个月不会再提醒满700元和满932元的通知，其他通知还正常提醒。</span></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177314" name="点击【不再提醒】后，再次长按该通知，文案变成“恢复提醒”">
	<node_order><![CDATA[6]]></node_order>
	<externalid><![CDATA[29388]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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nrppe5d73pXb+vuu+/utH/2s5+dqf/DH/6wt8c3m/T/+c9/9rrnn39+35eBd91110bM0fvf//7XfeQjH+nnQ4+v2BQHG5nLv//9715XbCXLR6BO6OVj3JP3rLPO6hNbsiPzvffe23384x/v2yS/NoRHlOggPB3E1D9LEO4zn/lMr2MjQDYbxDz5/e9/3/vghz5Bwk984hO9Xz4jbNloEF8dcem5stFo+/Of/7xh84knnujnIWYXIheZg+jyyzqhl49xTwrEcNI+8MADh52cCKO/1QnZhYd4yD5LEC3ir7bO04vOhRde2FdtEDYZ4pRG5F/+8pfdxRdf3D322GN9ux8nnXRS9973vrdve8973tOXfJ5xxhndQw891OupE+POPffcTePf+MY3brrvFbf44R/s76e/PHvsscd2b3jDG7aY8bhdRehx8ZxrDYGcpoiaEy/K7kmrE2J6zHWCOlH1tyeoky9jjafXitPTSRqxYTi9xYGUbBJ62t/61rf2pP7kJz/ZHXfccRnWvf3tb9+oH6ky1B3ebzX++eef75588snOJrBf5C9/+ctKp1KEXgHcCINEIRCXyKWdOFln6XgUp4do+tVdrfztb3/rT/DXve51h53OeYRv9RGcLaey8jWveU3/+dfnep933ZesLwLHXHfddTckfIl1/PHH57bKkRCAqz+KjjAup+rZZ5/d+TyLkIg+Swe5/N0oY5yo/ijcUM4888z+Myw7H/zgBzdOVmNzyrdj2PGH5RKL8S5PAs8++2x33nnn9aSe4rHX47YYXvva17Yhr3X96aef7k488cSlzMETzfCprP5I4FKgXl+j3nb7zNc+cq9qNvv1kfv0009fCoT1RwKXAmsZLQT2DgL1a6u9sxYVSSGwawTqpdiuITx6DHgDfcstt/QTvvzyy7vbb7+9O/XUU7urr766b9Onfv/993d33nln33bBBRd0flX28MMPd9dee21366239mN2itqVV17Z2zC+rQ/teSdwzz33dOIcincGkdhoY07f9ddf38fNVsR8iV8/RjLH3E9ZFqGnRH/NfCO0CzklseSW7F7waUcKonTv99N01REH2UPqnU6dPXLbbbf1fpQRRM3v2W+88ca+btMZCpKH1LEnZvM455xzevVLL720Q2hzpMuOeWizcfFjfoht43C/F6QeuffCKqxRDBI8p1Rbf+qppzbNAjEkOzL4FRkya3P58kmItGnQEW7ydGBTIGy7Uk9cNg+CgK24zxj+6d13333dzTff3Kt5qkDckFcjm3fccUe/eSB9TmZ1RFbuJSlC76XV2IexIMRNN93UEwGxkcpj96Iyizg5aRErJyu7No8QvfXDdzYS/eKwuVxzzTW9mr5c7bjTTjutt3nFFVf0/aeccspGt/m19xsdE1XqkXsi4NfRrRPSaUUQDEF8dxs5XK2EPNrpekQ3VqlvqN+OnVU3xiMxGzYIp6uvqSYOJTLmKYANPnJqu2djKMawSdfjdMRmwWa7UaTP47jf/9pIxLKXZNeEnvW/yO+lCVYsiyHw4osvzh3g5EMQJJDwjzzySP8ZGknVW6F3ySWX9P0hktJYMosofcecH/mM6rNxbHhEFge7HpOHhPRoLrb4aj8jG5NHc2T2LkDM7Ijbqaud0PV5OXPP53ZjxMKH03uW+LLMdjjiP4p07VZ2RGgB+gaMX2xvlQC7Da7Grx4BCTjvu9SSV1ITn5nzjzLmRZmXRsY4TRHB4yuyxM68sVu1IzXyiseFcO1jtntkV/KXzSakRXD+PXI7bd0jsk3Dqcumfvck9+psInqeNPLYr2+W+Ac52/0+t2/w+d9f/YOYncrCW4Jv8/iaoQUtMu8U9vUcJ7GdcqRNcoRA2FY8riKHxM8jrX73CLkbCYkQCxF9Tz4vzNjVJh564kxsfDt9I+2mguz5VVvGpp8ftuI3dtl2jSW45Zt6vmO/U1mI0E7mRx99tIi8U7TXfByCSnJJjLBJeNNCWm0RJPf5kq7S6ez76sYghJNup+Lk5Msjc36vbaMJqT0Z8OvQUdpAxOeeDvLyLyaidML7XBxi2xSMIXyx4TLOW3FYEGX89g0j/PD0u1NSL/RdbruHx+yS/YuAR+53vvOdM7/LLZlzObXUEQZ5Q3B1bYROBFHct23pS7md73IjmVOWD5tDu6mIgf8QUb31J1462lxioqPdfSTxu9fuPv1tX/Sj196n/oc//KHzb6J3IjamrT5Xz/ou90KEzj9o30lwNWY9ENiK0MuewXYIvewYxra/G0L7J7Fb/UpsFqG3/cjtn7WVFAKFwOoQsMEtKtsm9KKGS78QKARWj0ARevWYl8dCYGkIFKGXBm0ZLgRWj8DOXr+tPs7yuCIE/GrJ9wymEC/kfLfBlzH2i8BzlVKEXiXaa+DLr0l28jJmzKlN7X/Muaz6b7PVI/eYq1e2CoGJEShCT7wA5b4QGBOBIvSYaJatQmBiBIrQEy9AuS8ExkSgCD0mmmWrEJgYgSL0xAtQ7guBMREoQo+JZtkqBCZGoAg98QKU+0JgTASK0GOiWbYKgYkRKEJPvADlvhAYE4Ei9Jholq1CYGIEitATL0C5LwTGRKAIPSaaZasQmBiBIvTEC1DuC4ExEShCj4lm2SoEJkagCD3xApT7QmBMBIrQY6JZtgqBiREoQk+8AOW+EBgTgSL0mGiWrUJgYgSK0BMvQLkvBMZEoAg9JpplqxCYGIEi9MQLUO4LgTERKEKPiWbZKgQmRqAIPfEClPtCYEwEitBjolm2CoGJEShCT7wA5b4QGBOBIvSYaJatQmBiBIrQEy9AuS8ExkSgCD0mmmWrEJgYgSL0xAtQ7guBMREoQo+JZtkqBCZGoAg98QKU+0JgTASK0GOiWbYKgYkRKEJPvADlvhAYE4Ei9Jholq1CYGIEitATL0C5LwTGRKAIPSaaZasQmBiBIvTEC1DuC4ExEShCj4lm2SoEJkagCD3xApT7QmBMBIrQY6JZtgqBiREoQk+8AOW+EBgTgSL0mGiWrUJgYgSK0BMvQLkvBMZEoAg9JpplqxCYGIEi9MQLUO4LgTERKEKPiWbZKgQmRqAIPfEClPtCYEwEitBjolm2CoGJEShCT7wA5b4QGBOBIvSYaJatQmBiBIrQEy9AuS8ExkSgCD0mmmWrEJgYgSL0xAtQ7guBMREoQo+JZtkqBCZGoAg98QKU+0JgTASK0GOiWbYKgYkRKEJPvADlvhAYE4Ei9Jholq1CYGIEjt2u/xNOOKF7xzvesV310isECoFdInDgwIHupZdeWsjKtgnN6nHHHbeQ8VIuBAqBnSPw4osvdocOHVrIQD1yLwRXKRcCexuBIvTeXp+KrhBYCIEi9EJwlXIhsLcRKELv7fWp6AqBhRAoQi8EVykXAnsbgSL03l6fiq4QWAiBpRP64YcfXiigofKTTz65qWl4n85h+zy/0UuZ8cpZbW3/duvstLZSnxdT7EYv9ynvv//+vpoy7TspjxTDdm0O7Qzv59mZNcdF2oa6w/t5fue1t3Fv19Z29eb5XGb7Mdddd90NceAX2ccff3xuN5X6Dh7cmv/XXHNN94Mf/KB76qmn+rE///nPuxtvvLGvS8Yzzzyze/WrX93dfffd3S233NJ96EMf2uj76le/2t/Te+yxx7rTTz+977vsssv6eoD/4he/uHGvjU2i/cILL+ztu7/yyiu7T33qU6obQv/73/9+P/4b3/hGr59Oi3TppZf2baeeemqaN8o77rijE+Odd97Zz++cc87p+4wxD/OK3HvvvT0OYss484FF5jXLB/vk9ttv7/TTFddFF13U8QcLc4yN+FukvOSSS7orrrhi5hC+PvzhD/f+xZDrkUce2cDK2rngK0br5br22mt7DNgwb3M1PnhxKG7rJAZjMg9r4t44/cZ84Qtf6B588MHunnvu2ciTZ599dtO6GtPmER/a2PjFL37R+3/uuef69RJv4mnzwvoFD/jyKU/YyRqz2wr7+szx/PPP7+dN/ytf+Uofu/iHF/1Za97aHdZ9qWSrL5Y8//zzh/Uv9MWSocPhPULfcMMNvRPBWyCiBLxk1K4E2m233dYv2K233tqDLVEs4AUXXNCPA9gZZ5zRJwvQH3jggb7dwpxyyim9HQ2SyJU6cNk3npx99tl9EhlvrBgALtaINnFIzB/96Edp3iglYRaFXf7Z49e98RdffHE/18Qjhrbu3kVXab6tiJu+ObN500039fbMHYZKYxeR2MwYm23rl70kLt/8wCEizuCojT6dk08+uS+jp9Se+K6++up+g2RLG1xbu/Ih99Y8dRiKQ4zygE1C31zYymYij7Qlvssvv7wfa63U2WAbKWCnzVhijHvCn/jgzqd7/cYo2WkFJq7EKXYYXn/99a3aRl3s9DOXjY4lVEYltPic5IAIcCaCRIA3MUlK6JAkGDACZICxEDfffHN/yllI4yUK8Jx8Fo6oa9dvUZRsGMMm8tK1WBZRXftQArgFlCxDsej8sEtXSZBbTNrMlz+l5ER6ehJLv/nS1T+UxGsDMpaIU12fko1FxPj4got7ZeyzK56I/jaBMzb9ra45RYxrMWPXdaR4+bIuNnfYwLIV+UTgjlzWVW7JI6V2GMsV/ghb7Iq9janvfOWHPGCP0HNvPmzJp2ww/IX4dPmQB9rNzVglkefah5K4hu3LuB+V0B5fBG9iEkZit5MBPgAA6RSUBMCyMLlvJ+kEpZNdFlhsum9B5o/wJeH0hez8GZN+TxEkZX8z+CHhh4lgQ2Jb0iFcEjsLGn3tLu3azLWNVSxwkATZ1OL+tNNO68cN2+MrZfS3UyYu8cDtoYce6uPSnkRs7cCbbsT9PGn1nnjiiU1qIZS1NX921LUrI9ZOH3zlQNYKBh71XfDWHx8hN+IidnSSa8byyZc5zxJzl6PWWl0cfKjnycg4c/SRB17itAZ01NkXbw4putqGot2mtQo5OKaT++67r7vrrrv6SZk0UFPa8QDuXv3cc8/tXacNEK4kP8BsEMAMkAB3AgPILpkdlk9AAzanWPoWmZ8EMZ4tsbQiBv49MVhEMdCXMO7V6RA7PMmJ2N+88iNJx5a5+QcvsFDP3Fr9sepiyekB43n4WB+EyJWNMXGYm7k+/fTTfZJKVJd5aM/cEQSOfCGcNXchhjKxqNNLCUPY5hIPzJycxhJzQXJj+LFWbESsETzlyFYynJtYQ3I2xUASc4grHn1821wiw9jpuOBjHquQ0U9oCyX44eRMRnsSup2cMchLkJPQs2CtHe1sECCnLjkBB2DgWShEsyjR6Qdt8YMf4/lXd4rwEZEwWdDEmr72MVEyZZykE4uEluxIIj7CHl9i15YxR0rC+FykjI9gAVvJa44wbsVG056gsGjXjA06SpfNDAnMlWgj7MMzArOsrTYx8c1WNgF+3NPLWsYG4nhiQ2b+QkbE5bON0dMX/2zBGfazhK0QV/6YK1GXP7FLByb62TPXxEUnIgZrPKWMSmigWziPTsAiQMhjj3r7qJvEyGIAqxXt7ISkkgBgwAWki9CzyEiRNpuERMl9r7jFD7az27LHJ99pY8s8kFc/u1k89RBSmTk7VSSHi6RufBKy73jlh3FEmfpW8dNhayuxHuaCeC6bSwir3dOBJysiPnHl9EwbbCLtRimpraE4fNY1X/2ICockfcbOKvlEPn4zV23wFl8rcodNc4gYk3FpS0k3OKYtpY3TE5E45R3S+jiVuYspdn1MIWzRM8ZGol2sJLr9zYwfNhU6xi5TRiV0ksvCZueXDAFpOBF99IADQOAM9REqpx5A6LhaYJBZYmUTcZKKBeGyaQx9t/cWF1Fbkkke40Nq/vSzG0K0NlJPcrgXu1jpm5+kDxaSQ9JKEBc/dPSrSzYihlmCnPTnJWzGsNdulOaRtaHTzhkZhySKnZSwzianzdxae208sCd8hgzwMN/o6cvaOfnEKwf4yenPBn15Ym3puxAWTrnPPPlgQ7s6W8T41M1BPvFBrLc8S1x948s/EJGOdvrGs80X2y7truHY2FDCNvG17WPXRyW0iXpcsmBOhhBcPYBk8SWjCWaRLCwBYE55RAtIIZFFCqkkn4TnVzLEJjsAZAvgIZH2odAxdhZx9InBfMQngZCQvnaxRMTAf2sHMY01ZwuunvkGm/TFjlIC8dM+orb96hIrmAz72vsjJVHiMMZ8WqwSv/lGrEfrd3iPKPGpFGd8WAsYKbOuMPWG2jj48KkOb/dwhpESmbXbhMQgLkRkK7iag3t+zQWO8dXiaT2Gwm7WVQxEmytz0G8TYSt5nScc+SiOWaIvuMzqH6vtwOOPP/5SjPniiN8vzhKny7HHjsr/WW76NgsQAOcqHeUd2UwWTRJkmpXMy4Zz6HfWGs9qW3ZcU/jc7pyO9AcOnnnmmcP+AMKeJPR2J1x6hcB+RmAnhD64nwGpuRUCRxsCReijbcVrvvsagaUSOp/z2pcgU6HpBUsr82LymUpfZDgu7cOS3nDsUMf9dnTacfRdQ0l7+ubNxzgvhsaU+BzTZmxtNY/t6oivXcOMOxrKUd9yeevnjaC3gN4ySyT3Sm8nvelzTxAA6F7Q6IukXVv78mZee8ZtVfLj7WR8ewPqPn69gMtbTe3DN73R28qHLz14K+7tq9/Ds5k3rsa59wILFl4wtnPTb6xf94UsShc9sRlLxxtw89GmD87i5dfbYH74YCsS27lXZo6xaVwrs76Kq59tb/LztlcMwccbav1bibitQ+Id6nrrLU/YNFe/Toz96MoF8Zp7vuyTPmUwzpxSRse6tC8T6cOaH/Mh7um1vt3rH9rrB+yRH6MSWhJYqCQLACyOX8D7FUNAlAxZKEkg+Sy05AqI7FisJHLabRoSN7a2g6MkQWJEUEoE8dh4JE3i1W8hCX+58qsIPpNA4mgXlq5fXWkzPzFmU5MEcGDbXOlISpKECTH1tXZ7pVd+IAJbdJFKvObGdztO3dzo0hG3e6JPWyva6Lbie+URcZubxPdrp5DWehmXOVhD1yyBYftro+jAyprEhtj4IDCDs/iNFycRj4tvOGZscqNXevkHW+KWlyTzsDbqJLnIh/GJUd1clBkvV43dyzIaoQEkuUwYiMC0ANqcSJJQMiOERcjv7iwKUIFHN4BqD4DKVr9dpO2Amx1fTJKff+SQOGK0mIR/5GZfkiUesZAQW918s9Du2U6iJPHMiV78s8t/7CFG5hX82JolbNHPCc2He8msjU04iV+dr8zFXM1FfNkoWx9i30r4gpW1k+A2Ez6JJ5NWYGutI5l77oelGOEKS3GLJfgp+YSNNbIm6kROsR3djMs9HWPowAV+NiA2siEZw1426fjXBle4wZEYK9a9LqMRGpC+IICcAShJNXy8ApYEywkpWbJQAcxiSH7tw0WyEIsIfxLNwlpgySMRxZXTgD1PEmKOP30WeZaIwSITC2+MWM3fOD6HkoRIkmfzip72ecI+P772KKYkZmyKB6ZEfzYXc01Ci09iZwODCWkx6Bte/iEW88vctGe+cGMnp37GKJE5T2Mh9ywsMsa8xOpbWi73rkhidW9eyROHA6yzqc57AvDFE33mo95KNkLzYVec5tViKRb3wb0dvxfroxHa5PKtHUBZfIQEhoUFmsUBGJC0WXhA+g5tFmoI0qx2j+uLiO8rhywSQSxEbJI9p5eY87QgecTfPnK1iaZOx1iJoM6ey/08YRMZZwl8cnq0/bHHpxiVIWHmAqckvxi021jNR2zWRDscYGAjoK9/uAHH93C+7pHPHHJysUWysajT49PVfu9a3ywRBzKz2/qkK+ac+LA2T3PQHl11ecXfUOCQmINPdNiCt42VLVjIS3jzEWz4hXfmbFwwi629Uo5KaJMCoIQFMACUAFBKKovmys5qjH9659GTXitJjGG7DWARYZvPLLhFc/JIBFcII156Sgvq0VKZEy4JJB62jDMnYs7mbp6zhF0JZewwsehrd7HXEl4y5yWaOPjkm55E5FOy0WtJJYnFK/HMR2ne5qQk+l0hjDZ2YZK+JG5ik9wwYZ+YVzDoG17+QYdNdsS6lbBLDybmp94K29n42Qo25pT5am9P3+ALG7Hqdw3FE0b7BAJbcSvhRMSTmMxV3trkxQ2jvSajEtrEM0l14AMBmFl0/cCI0NOfBMq9kyiLp69tz4K1yRB780q6IaaEs5CSIiedcRafz9jXJlHMgf+IezraXOJn3xXC6OfHCYBA/OinG7GREf3xqUwyRS+ljzQteflmM+IeVrAWY0TdXEnISy8+o6dEkpzq8IjQRWL+2s/R5hdyRzeP3CFT2tuSHTGJjU91T145CEJW9q1JMLaGyQs46beWrZhbDpZ5WNI3zlziyzqIvRVx6WfTRcSeequ7F+qjEjqTB4yFQgbEzKklwS2MhQYkUCRhTgGJYSECVhJlXjs/FqxN6lmg8sGvZKZrIcWnrj0LpPQIaR52b4+BRDLTT1zmgViII7kklUTTZixdMZuntozz6J8nEzG5SOypazOviHhCPHi2fe04+jnNgndswFRSmmsrwcBcPRrz7RKvdRN7K/DRz4656M98ohffmXPahyUb8BGXDcRfI+GTBEu+nJbmTNe6iUHu8A13+ITQ9GBgHLvGzpLgIMbkIrvI3G4A7MAm+urZKGbZ3Qtto36XW8IhAaCBBdAkgeTLoow1cbYlQ4g/z65E2eqznIWykPQsHgIlISU9khIbj34JlUQ2VzrmboyXbUr3rdATLz+Sgkh+voKbBDK+TUS23Sdp3UtcbWzSZzcb4Sws2HeJvRW2jE07LMUDD/ZbbM2ZXk5f/dsRNvghw5eA2szBvFu83ItLKR4Ez6ZvjbS5zBmG8FbXZoPdbmz872XZyXe5RyX0qsGRKBYzCblq/+WvEFgmAjsh9KiP3Muc3CzbduSSQqAQ+H8EDv5/tWqFQCGw7ggUodd9BSv+QqBBoAjdgFHVQmDdEShCr/sKVvyFQINAEboBo6qFwLojUIRe9xWs+AuBBoEidANGVQuBdUdgMkL7E6SuWTKvfZZu2nYyJmOVux3f2ppXX4WPeb6r/ehAYLQvljz66KPdj3/84x61s846q/vNb36zQZL//Oc/3de+9rVNiPr64kknnTTza3rf+ta3+r43v/nN3Qc+8IHuqquu6i8G3GuPr4997GMd39/97ne7L33pS5t8HOnGuL///e+9WuLN1wbFlnnQGcaa763Hh3jERpfdj370o+nqy8TI/lve8pZe749//GP/n7hvUqybQmAXCIxGaCR7//vf33/POOXnP//5ntTf+973+hAlcOq//vWvewLkX/9Q8F3vd7/73b1uTjN6SGssgp144ol9/29/+9ue5NptDkrfayYp+5stfiAhohLxq7PDh7hsQj/5yU96P1//+tf7uSAmefDBBzsbj82GmJc+l9izUYidvfiycbj4Ejc75nzZZZf1dupHIbAbBEYjtCBCipAkp1UCREj/Ckbyn3feeT1RJbqkjyDEpz/96Z4E9ELkJDzbdJDEqZwT9Zvf/GZvIv+QIva2Km08YkJaNtU9TThdMwfjzYs/vvQTcSVuxFTXbwOio06MY4sNoo8fcxOzjSJz6xXqRyGwCwQO7mLspqHI++1vf7s/dST4PEEcuiGDk7YVBDBewiNcHqO//OUv9+10jUcSJ6ESQXKit7aOVGcfMY1NPPyTEFLdJiFulxM1G5fSWLEipXuP0yFw9OjYNEJ68bvYKykExkRgtBNaIn/uc5/rExcZkFIiS+oI8jiREMnJnMfPPCIjryRHULp0kAXJjEEU/RkfEnpkRbrh5/T4nVeGUGIUi5jFrk74IZ4qxCguj9lp1ycmJ604zZdNJcISRKfj0dxY8xInP7DQV1IIjIXAaIROQBIWMXx+lsD+ykZOWcmrrh8ZXcOXS3QQgh26bCjphRwhHJ08HivdLyI5KY1JXbzqLdFCfHqImcdu95E8NouN/vClmE3AvCPs08umlPYqC4HdIDDaIzcyOaW82JK8SJHHV8mrz0mYtq2Cph9SJfERTZ04KX3OJh5liRNPe8SmQEc5T8SJUJ4uQq7WXsZ5Ugip+WifOqJzpBI+bIgT6XPS52Q/0vjqLwS2g8BS/sCBZCXtYyaiIw+iIo1yKJLd4zMCtRJSIrSTMKcgcuXxV1tOwDwRiCOnemsvdWMQymnKdyQfBzxmI2K7URij3ymdR/y8Ac/4thRzcFC6F5dNAR5I7pGdr5JCoEVgJ3/gYCmEboOaqm4TQJaWjFPFUn4LgZ0gsBNCj/4ZeieBL2OMk9BVUggcTQgcPJomW3MtBPY7AkXo/b7CNb+jCoEi9FG13DXZ/Y5AEXq/r3DN76hCoAh9VC13TXa/I1CE3u8rXPM7qhAoQh9Vy12T3e8IbJvQvnpZUggUAqtDYCec2zahTWMnDlY3/fJUCOwvBHbCt4UIfejQof2FWM2mENijCPja59IJzcELL7ywRyGosAqB/YHAkb7DvdUsFzqhGQqpOS0pBAqB8RDALU/Bu3kS3tE/zmgdHzhwYLwZlaVC4ChGAK92KzsidOt0jCBae1UvBAqBnSOw8CP3zl3VyEKgEFg2AkXoZSNc9guBFSJQhF4h2OWqEFg2AkXoZSNc9guBFSJQhF4h2OWqEFg2AkXoZSNc9guBFSJQhF4h2OWqEFg2AkXoZSNc9guBFSJQhF4h2OWqEFg2AkXoZSNc9guBFSJQhF4h2OWqEFg2AkXoZSNc9guBFSJQhF4h2OWqEFg2AkXoZSNc9guBFSJQhF4h2OWqEFg2AkXoZSNc9guBFSLwf2rvdrinbzR/AAAAAElFTkSuQmCC" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>点击【恢复提醒】按钮</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，toast提示：已恢复签约提醒通知。</p>

<p>2，在每个月满足条件时，会再次发签约提醒通知。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>1，医生11月份收到签约通知后，点击了&ldquo;不再提醒&rdquo;。</p>

<p>2，在12月份再次满足后，点击&ldquo;恢复提醒&rdquo;</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，12月份不会发签约提醒通知。</p>

<p>2，等到1月份在满足条件后，再发提醒。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177319" name="700和932的通知，不给有助理的医生发送推送">
	<node_order><![CDATA[7]]></node_order>
	<externalid><![CDATA[29389]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p>1，有助理的医生，当发送这两个通知的时候，不给医生发推送。</p>

<p>2，没有助理的医生，外面正常发推送。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite></testsuite><testsuite id="177322" name="收入页强提醒" >
<node_order><![CDATA[2]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="177323" name="劳务医生" >
<node_order><![CDATA[0]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177324" name="医生为劳务，基础绩效已经满足700元，点击账户余额，打开弹窗">
	<node_order><![CDATA[1]]></node_order>
	<externalid><![CDATA[29390]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>医生未签约或者签约失败</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>基础绩效满700后，点击【账户余额】</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，弹出弹窗</p>

<p><img alt="" 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" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177327" name="医生为劳务，基础绩效和综合绩效之和满932元，点击账户余额，弹出弹窗">
	<node_order><![CDATA[2]]></node_order>
	<externalid><![CDATA[29391]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>医生未签约或者签约失败</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>基础绩效和综合绩效之和满932元</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，弹出弹窗。</p>

<p><img alt="" 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" 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4Cd/G6kwM4s5lIy5HLRZeMll1zSLhMz49hLBEkmuSSWJElyStgkWGRltose5fhdvobIsxUVAgcTAmstkAhwM5ZZR5K4FLR3D+ZYYkmwkDKbxNHGpaTZ8ctf/nKToy1+dUkue3r27ds3+8Y3vtGSk7wk6TDR0i46a18IHKgIrJVs7rUya5mBzDZmq1zG2UtGfJl5JImkMvvhdR92wgknNL601c5MqR1+9PGPf3z2hCc8YT/ctLWgEsLfn6e89oXAgYjAWslmVlq2EphZLTPgSSed1JJqkeO//OUvZ1YuzX4ve9nLZqeffnpjjZwkXtrTLXEzmznvLy/DV/tC4EBEYPICiQR45jOf2ZLDsUtCM4u9zcxk5pFoY4sbZi/Jo43NTHfYYYfNnve857V7vdzHkYFPEtHzoQ99aHbMMcfsYJcFmp2COigEDhIE1logOUh8KjMLgQMSgbUuIw9ID8qoQuAgQaCS7SDpqDLz4Eegku3g78Py4CBB4BZLtqwgwqU/HuKUuuyH9eue93L64ylyFvH35f3xFJljPL2M/niMd0qZ1d3dEN2b0L8b3ZtqM9WHVX6mPvsp9q3iPfyMM874v9vd7nZTZDUeHZlnaFMa4bdc/773va89BnD+yU9+sq1E/vWvf23P3m5/+9s3UVYfL7jggvbc7k1vetNMubY2z++c4/nwhz/cVkVT94UvfKE9LP/BD37QHiM85CEP2THt/PPPb2+vaPu1r32tBRNZPVnx/PznPz/T3psu7LPXNm+09PznnHPO7NGPfnSzh5144kP4AI+PTI83bB6dHH/88WFpvliRzUN9bRz39u8wzw8iM7r7uv6YP2yi86Mf/Wjzm+9svO9979tYzz333LYi3Pfl5ZdfPrvssst2nptGZpJXezaQhe5+97uHpa0w//rXv246IjO8nqemjE3wDSbZ69dFfu8oGTmAqY1tVrnFwqWXXjr73e9+12IrNiZu9CvexKBY8Ky2142XHKviwzjMM2U83pgizzEb6LdyHl+H5k5ONoHNwO9///ujATgUnHOG3HDDDS1hdDRHyQKCTjj22GPDOhMAz3nOc2af+tSnZieeeOLsiiuuaAHBKUGqrTYC9Prrr595RxJINgHgWZ1jfIhuADgXRI6VSXKBkKTTRp3nfFdddVULhNjN5oDHPsFBHhwcsyfHfWLSYfOoQrlN4vU82sOGLeTERnw6j+4EC3/oVaZOJw+JHH3EF7qTlPZ8hJn2SHsDjESCL1s8vpFwHuXgRx7JGNzgDwfBpy1+OgQfHnLYKrn5qM5gg/cTn/jE7A53uEPra/0dPPp99DWla/yhH/7aw8ebR7BkqzgLTsrCy1/9YlDSDt7HHXdc0wrD17zmNS0W2H/yySc3OR5VwT2DJXk2SU2euIG7PoRh5PWuTH7OxgjP2fI8rBey7DgjgT3nPD/jaAI4bRmcEdTDcI4Y5fHR2/MbcbwiZs8evN7NzL/reFaHvIWSY+3J941MSdbLYxegJBOZbA1/nh+SR5ZzBA9+kCkxBeiQBGR8UkfHMvIa23vf+97WuXwPdn0bdsFqiAkedfClM88pBYj/1tCmfyEhvNoJeufs40sw46NgjQ/8gXO2t771rY0X/voMeVFBkLOfDXQ+4AEPaH2h3aaJf/rTRi9iN396wof4xke8cFHO/5CYEQN42E8u/8mDeU/pH7xwEn9kaTNGk5Ot76gxQYvKdJAOYDCjJElPeYMfCAJWx+FRjhguodJR5OUVrRe/+MXt1S8O4gmQ2uGjD8V25+TlvFXO/5jRTjvttAYu3eQBPMEXvoCqvcR0rrMArYOHxGYdFtJmEQlOBCdbOnLIzyadDoNeNr7YY28AYderX/3qFlgGmfitXlDBW73/U7QfkgDTJoGqH8kMxWeJFt2COEkWPu3Jwc8uhI+P/IldcE8/p+2qPR/IsNe3LmUds528kDqYiRH46efoVxZ6yUte0vpWnZhKHKo30MZW8aXPErcf/OAHW+zyjw+J68i1n5xsfaN1jik2sp111llt9ON0iEMZgextAS0ziDKGZ7QiT5nOtS0ifGShJKh2KIFKf87VAReYr3/961uyqRsGtMBh2zLdTej8j4BKoCpb1kZg0MUGNNTbCud/yDv77LNnZpVgkjrY8oMPSQpBwE+2uBRSh88AI/nxm6EFbPCJvHX2ZPKBHoOFwYp9/FGXgM4reeyPDSlbR1943SPxFbZ090R/iN/pC36q4zPbhpR6cvMyPAx7eYlDbSWvOnvJtqjv9nw1UmBnNOsd4+gQHLMaozmmXhA4N6KOBUKcSlINQcu5ep3tssEmKAKcveBgmxEaHyDJdqyTdkORSW62oQ/sgo9LPJR6gZPjXrfAhQnSsUnMngduCLbkJIntFxH7+LyKBJ++GFLs0G/wwkN3LjNziZl26ugcEszWpT/+8Y8tvsTOkOgZUvpd3xpUx/w2UJi12AhPsQDPMd/Jp0d9+kybXKn0+nedbIxm7CqAdLIA1xEJOvsYFmMYzEh7sr0z6VgwogRR+LMHBMfMnsAA4jrEDoGL2Bj9kZGBIuc6x0yrc21mizFiC98FX7ZhQKh3+ZZg5KNOg499TwLawhAbEZnkJdCVsd1llJmcbLzk4CG7x9y5Lf3nstLInxmRvCHRqU0G0GBNBh3a0w0TAwg/9I065Ujf0hXMex3pa2Xa9Oc9X3/Mz2CmX4K146EvBjeXzGwwq7tCoCcYkEsWXGGJxJd6fsC253WFo5w/FueQtnAYi4u1LyMzsuo40z9jl10GABxxtL9f41QCRz0nOJYES2DaJ/HwAYozgt4x8IAqYMlUlyDAH1IuUBAddIWMZCHJBTj2atMHKB72uLSw6qXOyEruUKeyPqByjxc99sHGsU6TTAYmcq0AIhgJVHqTlK1i/gcuOpouQQZDfcE/l4/kwwiRiY88ZfRZjNF/KHzO8aaf1TlWhthHDszTf3QqSz1e+EamcmX6B77kBXMyMqBFHn54wn8V8Z9N+iSJQK/EGPohAfVb7lHZYOvPteWbRMp9GBvg2/cx2+CrX/DCjSz3xnTog/gYHw7pF5H7zuZwAiblOQ8Yq/a7bbdKbtXfFAEDjABft49uKunAKTmkk+3AgbksKQRms13fsxV4hUAhsB4ClWzr4VXchcCuEdiTZMu9za6t2sOGbMu2h2pK9AGEwIESj5PfjYSdFZgEqheG3cRmswSLLNd60Gh1Ju+rKbdapf1wOVadckvFZFkydVNshapvj49MsrOqdfTRRzc+e6tC3o3riU4bfvXkeofS+4NW47y/R8cUstLFd3axcXg8vJGP7n6FjR7lVtCCW79nY1Yoye/9if5eDx7v4aVN/OCvtmnv3HuQsSl7Mof2RcbYHv7a8h+Ozr0T6P3AyOGPdzDzTqdnbd4nZIP3QGO/1VmxII7YyRabFVk84sh7nOpgbk939LAvfvDfS+M9lmRrI7bsvZwsThCb9b8VQ+9s9sfq8SPy9ZV+iX19nPX54D1KdvDLPn40QTf+mZxslDEKkBzxkrClbStGjE4SXXjhhQ0Qb01bKo3hDLAcC3DHPTn3gmpebJV4OpCzOkmCCSxgchafl0e1yR6QeNPGsY1ObfKyqiDggy93sSWdNwzu3j7HHlvkRWHto8sx/5O09MMKkelcu9Tz1cBkY5dHDJbCnQcXbfLfBAJPsMED/jqR37CAk2VmAas9XLyp47841MGETH0gcCVJv6lL8DeDV/zRD4JPv/L797//fbNF0NFPD9skomN+85HtjumDP356YXjttdfOrrzyyoYVHrazFZ8Ygq2+w6uvDS5iTd9973vfaz7jh7WXfz0SIt+L7MiAwGdxmcdDcEw/kd8f02uj753vfGeLb3LwkZEXsvt8oBs//7Ifw3ZyssWodJwg1bEA8WBWOaJEnQ3wPeExq+TN6dQBUKDY60idileHPOlJT2r7BBsgdDQ9nKTDXmfba6eDbQgoOiEdqJPyRnYGCHxGJm3xjZFkwa+tzvE2uGN6k0jaCcbYwh6d/vWvf711INt7YhtcezucSyQP6QVJcE9CspNMuJ9yyilNNx6262iDn+dJ3vT3Bj6sgyU8h1tvz6pjsw3d8Ncf9Elox3CDuT6EB18FOrv1lQTUlq0wwqMv9Dc56ZPEBll8UUcGPfra8zv+ZMA1S6VfPJv0HyPRyR96yEpMKkuceA5GLnk5xu8cvp5j2sOMX/1rfPyQtIkzbRKXBnh+DWnyQ23G5rmHh3hA4LiR2cgrwIwqeFD2vUKjLeMEa1/PcB0S4njO82AQv+Ckzz7l2rAFkQ3IEBlDXYBDkR9eD0aXER/Jjn6XCz15sCsYyWUbn0LPeMYzGkZ0RI66yOJPiBydLFAR33qs4rcXZtnDP5sE00chgaBdgjuy8CiDA7zwjAVG5PR7etLvZNBvn9hwrF58iA3lwSxy6FSHN7OQOuVsZgs9ZicDjnKXojCKv4k1e3Js8DJzOdbWnqz0c3Ajh43aInwZ7LTDnz50nsGJHXRox6/4Rga7eiJzjCYnGwOBQbCRg0CXVozgSB8QY4rw43Pp6Yl9z0+GDhJ8AtbIEIMBr3PUa0M/WwJer0t77YAEaCAq2wTFZ7O5hGBzKLaYkQVQT+wxyPABkRPiWwIzZVP2MMigkWDQLmXBkJ0oewOEY0EjOWN3Y5rwR995Y6YfHDSjV5kg7RMIP13sjf+xUbsMCHjw2mCin20pJ1c/mvHjS+IRvzK+kKdc2yQQPT1JEn2SDX8SL4lEF53O8ZFLR2KPPOV8cVmvD8ldRZOTjSAOJKsFGyM46XKnB3FMqUsHgOMjJ6DijaHkeKeQY+o5lFE3SR0btEtSAQYQsU3btMPXB6fzMTLjaN+36/l0vI5hv32IDd6xQ32ikYVXgLvMXjewI59vwxdgyWUPPDMA6XC200d3gjJyYDBGU7BJO4Mre/SBgISDc/Y4732MXHX6sa8jj90ZVOGDb9HAA2O+SjZkMJEIiQX+ig96kIGEvDFSri37Ej/ijm4DiT7EI14RH9neX8nANldziUu8kQcTg8/Q58lL/wkeQo3UOluy5ThAqB8SXgZEuekeYBkhGYk4iW+MEsjhkVDIvm9DJoDoJBfw7HTcJ8lQhw5YRupdBtIlqLP1utNeR/KPDTcn0cgTlLDlpw4WGIgvfFJOl8BznhE3dY15/gfP2EDCRoTftoxgSW/6QKDl2D7EXomJ1wajPj6iJy9rC3T28c0e8Utfsg/2YkcMuqSkl8zoxJv+zrE+X0TaWViiN7LJ6/tSQolTvPrducv7xHB/haJdBhe+9bb1NkxeIAGa5WM3kE984hObkQQxllHDxZAokYxuHn3uoCc38L5L8tCHPrSNJlaWrDYB3CIKINx4Kwu4gHRDC0g35KeeemrrECuj7HITrgOtNJIvUNmlI9zgDm3o7THK8msRZXHDTTgsBE+SgP/IuUUJ9rnRpy8BMZQrqPgmgGxD4jOdsOMHnXx+2tOe1ljJF4x8f+5zn7sTBLETk0scq3tGZW3jH1lW+OAFtwyk7M9CxdAewQRHev1HORnKLFQ4NrORpYzNSH95qVuM0KVPE5h4L5ivomqnDSxe9KIXtWV5NgtaCyrK6bBSaQEi/tmLLbZnocoxHokwhimb6KJXPIgfMSau6Xv605/e+os/YtNKKVl4PDqw0KUvYInw8TW2kaffYCuOh32/1ruROjeZTRnD0VBoK1zzzxRZRm3OoF6n8n5UGlNNft9mjGdK2VBOfz7Fh+iAJerxTN2m972NkT3UL9jMjsvsGZMTecP91D7pMev7Z4quYTyyYUq7IQ85dEd/b1P8GvIoXxSP6oY6lK2VbBoUFQKFwO4QmHzPtjvx1aoQKASCQCVbkKh9IbDHCFSy7THAJb4QCAI3K9ksRVuRseqEHPu8nJttS7RFhUAh8P8RmPxQ2+qKZOrJaozyLOlabvU8zFLvkLdvV8eFwDYiMDnZPA+RXD1JtH6J17FXbuzzek7PX8eFwDYjMDnZPN/yHCbkmYSHt2NvJSx7VpP2tS8Etg2ByclmZnMv5i0Dl4oSLw+Ytw208rcQ2A0CkxdIvKHh0tB9WV6ANYNlcWQ3yqtNIbBNCEye2QKKGc7s5h1Es5vFkSTd2CWldlYtkSTNKzGtoP4UAluEwOSZzQwmabyIiSyEOPbOmH9HWPRuokUU5JKzVigbFPVnSxHYyLuREjFJOIajmRDl32TGeKqsEDjUEdhIsh3qIJV/hcAmEJh8GbkJZSWjENhmBCrZtrn3y/dbFIFKtlsU7lK2zQjcIsnm9S0PxENWJcdWJnuefIsibfq9f4cfIyufFmtskU93FmjSBl/Kwpt9eIZ79pAVucN653jItUK7iPAsqlduIwOfbbe0Tls+8T8UHJ0vwhoWvY7+OHJqvz8Caz1nA2g6JQ+49xc3fiaJtPOI4IQTTmhMOlinWsUkS+f1QSjg8nEbjxX6V8C08Rii/+hKNJPpWR6dnvs5Z7cym4fynhV6Tpi3YpSnnZeobc57Yr9vm5Cb54XK2B3ybQ7fI/Ejeh6NkOGVNnryMoBvnZDTk297RD9b8mrcoscpfdscs4WctGEXXcixDw95JoqPPbAJvnD3ZSk20q9vtIHz2OCS/lRHB7zIjbxhf8XGbd+v9cEfCfC6172ufUxHsOfrtatA/NnPfrbzaTUfSPHBFAGrk+2REdTXm/KvOflYDR4fVOnfy/SxFx9p8bEgwREiOx8lElCCVtAIBB/+8QVebX1VWJDkAzXKtLX3kZkkoWDK5sMzvsiEzyag8nzRMV0+9AITcg0O9gLYB2v46cM75PHHB3DIgQX7fKCIj87JU8de5HgVSVY+0gkTAxFd9vwhFxZ08NOXhNmBx8dvfNSG3vgFd/3NNjyO7bXnk2MfNGLbgx/84OY7uRKRL32/rLJ9W+onz2zAS2LovHXIJ8DSaUZUx0b8yBMo6czU57uHAkQHDklw+1xaZKSeLJugMTLb6CM35Jh+PPYSg3/40nYoV3ANy8hjBxKANvrMMGO8fJJwSQS+hdgxFqCCm8xVRLf2Bily4SlhkFk2RA8fYYBfO35rE6zgos8Qe9MXkYGXHm3p0T/aOFfXX4WkTe1ns8nJBkwETB3gsmQK4dcZgpUMlzIhl1s6WDCceeaZjU8Q2Mxwi3SQh8flocBJkDqmx4zjt40lAn3KJEACV3Ah7dkU3/AhcszczgWOyySyel2Ncf6Hf/gSvI4T5OHp9waq2Jty/AI6dqXcfkqihZ8frhDsfbq7xzo8/PGJNoR3OCjwx8sHGeDSf/jJTULaq4MzXOHLd8dF4whMvozUXDAA9bTTTps8eglSHeCnedzPCCzJZRR0aeOySxD71RaXJEZKwe37kLkk7DtRBwsSlzDhybcOtXcZmHsICUCHyyTfVhQsLgdz2RgZLnN9q9C9FLvIIcPln3YJLKM5GSG2+tYh+/mpnZ8uMkgkodTBjU6by0c+w0EdfQLb5R9s8Si3GTT4M4Vg5HuIbHZJCCPEX3ayWx08EHuTVOpiC3t8e5GveGCTwUaiKsPDJ9/QfMELXtAuX/UFe+FRNI7A5JktI9zwByh0kjodsIwsSCRoBZrOSuAKTCN7zsnEm4CNXOX9rIonlzESy7HLJOVI+2y5tBFg7LXlksoeWbxRTlbIuRnC/aRkIDszK9mCXPssQCijC4/AzO8hsF2ZwEXkxt/ogmGvG38obckfI21zuQdbszZbDSDxna18kEguE+k3s+HvSXls0zZ49jz0sYU8ejOL8jM2xv7ep17Gth1PntksKOgsAW3TQWYUo3l+VseoPEb4jaq+3uumX6AZ4XWozhGURkULDFkMIRevQDZq6kALG+53+q8vs8EqIPm++GsW1Y6tgoq8BJMk15ZO9RZY1JHJdjOCpHKpZ9RGRnmzgXZmSEHFXvaYNehXbxY2e5uh+MYeQWZLgvFRcJMjELXls/awMBvBhk02mGdmU2f2zcw0xJlP5Lr85b+v8/KJTr7Chf8wojeY0mMghLcEcs622GDPl5zz3deB8eRT4Gzju1lNH9EFQ/rw918yHtq9TecbezdSQi160VhHLSIjZ5IuIyJewZMl+yyjK8soPZSXmSLBKsAFWU/kC6gkG1580etcgC/yQzu+ZHaUzOyJvMwAsHAcuWwgG78yAwif8SiP/2SzLySxMyuYQQwEy/zXvvcncqJ7rG1mn7TDK0kWEfvwxM6h772uyI4Pi2RuS/nGkm1bACs/C4HdInCLvEGyW+OqXSFwKCFQyXYo9Wb5ckAjUMl2QHdPGXcoIXCLJZtFg56G5+pyQx2+4bkbd4sAtv7Yeb8Yknpy3LA7H6PeBsdu9nvq65VbsBkSveSPbUNe8oc+hUcdn4bb0Kbw5zlazrPH3/s7PA+ffe9ff9zzLLI3PGkXPdmnfrgnbxXPsE3Oh9jkPPX2yshnl2NY2Pc09Gl4jle/9jE1xoNPfPV8yhbR5OdsBAi2OGMJe2x1a5EiK3BW8RidwFRmRS6rVeocA8pytCV9zljBsyKZZ1ZW6Zzbc9RKGll5BkiO5XxEl9W+IZGb1U7y6bPClhVE9WRGZ9p7oM+PrAx67pcfQ4z9eB3n53/jj/L45Jhd8Z0uW1b51MM6+LCnTyK8sRWvdjZL7nDRzmMA7chRR5e9cgQ7cvpj9b0/kjp6yVbfv3WS9vbkqbeHUc/XlMz/sCfJxv+pMaSNvkDw5F/8T1+o65/74SHfb7h7DuqYfn3DJ+ceU7DdxvbI4nfsxxsc6eht5gM8xWNfjm9Ik5MNgJbFPcCk2KtWCe6h0OG5gGRwglGnK8tDWPzO6ZAA9HCU4yjOOJZYOh3Q+AOIYwRs9Z4B0UNvdNt/5CMfaXyePwEIAXYIlM4VdALXg2H6tNeBWSbXVnkSRn1/rB7pyNgZn5SzNfzOye3PyYM18ryqHzQ8RujPgwdfYEGWASfBFf1kBff0h7L+OOf6gVxtIyeY4WF/dAlUvGyyj5/6DpYh/Db+6OsMiqlftI8d6g0ebFLWU5KYXbAjH7EpuuCTFxDY7Nyvo+ojmIkDvmbvWAwgyU5uErcVzv+wRbxlcE35cD852Tg2FZihEp0rmQSSfchx5CaJdWbPg7cHVZIDWxlwHAMqozF+4AEJkEbYBDBAkDqkTsd7j1BHpUNa5fwPucAVGPgc06s8A412OhfhyXF0tIoN/KHXRgfyHwjRYXTOYOHNEImDt8fRsYECFn78xDHiU4hfAlDwwJZcAfb617++segjckNkmanhmBnfQAcTAap+GDMw9q840R9Zq/b8JhfxOzikHXlsE/DqxUUSPjz2vT36Sjs+4g2G8CPfDCqu9H/iK/3by4xt9vBbRJOTLaOoGUGn9EYvEp5yIAGAoQl8dZzSqQiPLZc4uWRQJxlCEkkdAAQKsDiYQMEnIRHZPV86SxKqYw+AIlNwSUjnOk6HpY1znUFe6pw7FpwIf477QFfX++McDQMOHn3wC9zgg58uPAak6OEDu0PsFSQwCdawJzeBICFTp31kaRv9+oE++s2iXmVTRz+/tYG5viEDJUbwh8SLS3Sy1ZPHnqHv4V+011475Dh2RGfksU3/wi6Y6+MMjtqxWz8GW/JcapLFL5tBAQ+c4Ml3OvTxkAwsklybYDzkcT452SgBvo6yveENb5i94x3vGJO5XxlH0nGCJImCCQgAZGCSTBIL+Fzq7CdsfsIh7QLysN55Zjayjbrk0ZE2GSj4wy8dhPCkLv7iQdoGaPxpw78klg7JcQKjNZ7/SUDnfLjXqTpToJKtPdl957GBfYKFPIHTz2pwEWjkaKdeG3Iij15lsZPN8UuAJijJSHKln2Iz3WRql6Alkw68gjgDgFghR0Bqh4eN6xJ7bNGR/lTWk3p+IPHmuNfHNhub1PGDrezPAMSHDFj2iSE8KH3vmBx9Jk78NwVM+no8ocmrkQwQ6IiBLmMQ59JZrWDwhxESJzMCwzjJMYDZhyeBPRCxcwo8wOi0gBbQxy4Z0jAJlHN7dvejeuoACqxhJwI1Hd77i5d/NvU5TsdE7pS9WSCkPft6Xer46zLMpZ0+Ecwhdc7hqD2s4SVYnMen2GmPPzZHjr1+UQ5ns1p4Esh49AdiIzxh5D7P8Te+8Y1W1//Bxyb1yGCAxBNfppBBOXrDTy8ZCIbiQ5/DaMgPG7rMtnzjDxzICOEhwwY7tCyG0gf2rqpiS+RlPznZKJW5jDflRrlOBNowKKJguHfte8wxxwyLd845DYQxMqInyR0DxYjpUiaXDNpxOJc2ziU6ABIowDayD2908Ya016k6QvueAia/h7aqIz+6+EPGKqIPXz8qsg/W0QdjfHxlm3J+9IESXvpgLbD7MuXOySGvH831ZSg8ZCe4ezmwj63sdi5GBBy+fPpBvBik6UoCwoz+2A0vfMuIH65Q2BK9ysjVD/STyQfYSzoDjVjrdeFHbKQXv3oxxB7leMQX7DMg4Ite7fsYco7YIEHZGT3/q7nx71z4PH5vHs2d2zc3bqGQz372s/vmAbJTj3/uyL55J+yUhWeVHA16fZGbdvMRq9WHz17ZRRdd1PbO59/b2OFxjrQnd0iRS888sds21Jk26skIr/Lwhmdsr02PRc/D9nlQNbnzoGj6+3q+0BH7+Yk/pBzW5IRgzdaQNsriv72ynkf9fBDbT4727O79VcYm/MtIu9g0hZ+O3i9t2GgLxpGnbMgLO4QH/6KN73iCRXzAD8de15AnvGzr9ae8XkTeb+ipk1sDAbOJWeFQp8mXkYc6EOXfrYfANiQadCvZbr0YK81bhkAl25Z1eLl76yFws5LNiozr7Z7mN4Y7Zf1q05AvbZSTYysqBA5lBCY/1PZwb76y1ZaSLRfbJMp8VaktdwYkCWaZdL6S1V7lsSwskTwDsuSb5xbhn6/otOVV8izBWjotKgQORQQmJ5skmS9ptoRxQzt8A0EieQ4hIT2X8owHn+ctEk+y2ZK0PZh5vqEsidnX13EhcCggMHnpP7MYpyWWxEGSztsFIbOTOvy2rDR5OLjorWgPAfOaUOTUvhA41BCYPLOZcTwVd9nnybxzyeQ8l45mtm9/+9utzitFSbQeNO28q+bezuWmxC0qBLYBgckLJGYr91VelzFLSbQshtgj5S43vaeIP/dj6nOvptxMKNHsU05eUSFwKCMwOdnciyXJzFgWPiSfpLE3q0kke/X4zYQ2s5kXVN2vDUl9FlEkpXOkzRj/sH2dFwIHCwKTk83lnpko/1uWRDJ7OTYzSbaQF5UlXV5MzRvULjm9dKqd+z2LJ2ZCq5rqMktKVjySrqgQOBQQmLxAwlkzjeQwk0mGntyjuSTEY3YzC+JLAnoL2wyW8+H9nHbzlzx3FkoknwTu/4O211fHhcDBhsBayXawOVf2FgIHEgKTLyMPJKPLlkLgYESgku1g7LWy+aBEoJLtoOy2MvpgROAWTbZ1VxbzGKAHtpeR+ux7vhxbZLENeZwrDw3rlQ/b9brTbmw/bDfGM7Wst6t/NLKsfe/XVJvH5G3SD/KXyZvqW+y0cr0pujkYxYYpMia/QRKh9lYOrSwOVxR7nrFjAFnNzDctep68awn0vNblWyLD17i8feJxgtVO8tjBHiuh5A5tsmqqzM/V4sGPfAzGh2yQN2Loz3lWQK2OqrO6Csy849ka3fgnduDpE4Meq7FsG67cauqxhndIPVJhV157oycrto61zcvZdNFBl3bOBTD/6FMGPyu/eYUOXjnu7Z5y7BFNvqmR77CwW1lszJfLenls7HXGt+AAl+FL55/73Odm97znPdvHjHpZfIuulPORrPRlX853hEfb2O1dXXJgCpM8msI7xEhcwTbU94kybfHAgi904c93edJuuF872QjWCRKCM+sQh7VNwPRtBQowBHicxaczAabzONQHoHPO+mKTBEQeGXiAHsLPTps6D+HpwM8XCeo83/0TSPGLHHbFHuDm61H5WJC6PrCiN3uJZBsS29kyDBjlbJJQSSRt2QoPGAoObfF45ILYhgQbHyQ5P7QT7AkM/kwh7bSnI/hrxz529cSuZaRfYZ/AJyPH2tHlJXfPcB3zj58In/b80U/O+UInvxA7BTpM0heSOYNmY7rxD1lkiwt2IH0YWdqnT9iC7FNm8KVPn/p1WnJseCLDOXvSpgmZ/1kr2QjUmZkBImTdPdAERE9mDcYB0d42BCwzhWDMiIoHZaRU1xMg2a1tCA/AgOILSjqA/j7RdLhAMzjg18npSKBqHwrIOc+eTn7oVHYggTKcrcNvz4a8mC2oBVCIH/xUJngNMsgoz0b15KtLgPeDgvqpxP/4qF0fmL1N5PGxp/iqTFty2JVyuJKRwSQDRJI49dpHl/Z8pEviOU+fjuEf2WT0FD/SN+q0T9+GF1/kK2PH/ENAO8+Zlb3kJS9pPmTygTsbyRtign+tZNMBgkGy7IbS2YJ8CIZznQHEYV10aS8pkmAp7/d9YCsHGH09OQ/o/JFIzl1aGvWM/sCiKy9Uu8QxEAgElEBk77LkwctuerQdCww8IXKNijDoLyETnPjUSSZ+sJG9sUdn6/yM9Or7oImeZXtyk8jhS9D3s5j+Ips9PRn11SXgtLX5FCK8zA49CXT4wwkfHYmV6O354RI56Q/1fd/Tzw+46F8EE/aKY/WwQfgSU/1smHr+Oc5E0Brd+IcdMEdkOh6zWf3kZGMMQ3vnCFiHgMEYQBoFBGCIbOWAAaZjxnOUTu20F1icAaI6QAm8XE6RY+tHK7qGlPs+MhF57Ilc+4BHD71j95BswZcZJ3q017mhBI/OWUX8QQmW8CuHhWDV+fHfHglubeIbHMwCytYhetgfbPiYxIkf5DnmTz68yg589klW+wQfO4488sidc3z0hPilPTzZPkb6kjzYuirx9etQ+t65q4PESmwPn8GAXRJLn2ZWE3u9PYlPSeaYXb3/OaeXL87x5pYm+rKfnGyMMCIgoNkYwPHewAge7vEb2QSLjWHKdCxDTdEMdd2ujAMCuB9pJBQeOrVHzoFkD9RFttCB1OOLbm3plsy5fMMnSBMkCT482vUUuX1Hqx/OYAYQuslaRHwS4AJJUAWDJK2OtvE1fgj22MkW9qnL7KHj6Q7PIt2rynt/4gP7lLOP3swO9Mfm/ioo2AUzOsWQmdi98Pz7is1OfL2+JIN+EkMJZjoy+/T2s0Oi9UQnu1AuW+nT//wR2/ZiQx/oi94Gx0k0WOKjW0wgfrKH7tjbKro/k5MtQrXtk4ABRhj3BnGmk98OGa5NVhkVulwT3GnnP7olIT4AjJERSeBwFDD0CiqjZUYhunRKOgwv2wWvIAUIO7WXUDqODwDuO0g7RB9Z7E1ZZie6+jLyx0hQTgl2dugowQcDOuFBD2z4L2j4zEd7tvHFhrQRBJmF+Uo/Gekf8h0HszGb+7JFwUMmOwWagZAeW0+9jsyUQ54kZtoJ7DGddARvvDC1sSOkn81adNCXvlKuf4MBPOGAT3uJlxhN2dAGfPqIDfb0kEfPX/7ylxZn8CCn9zu2TU62NLDvBXEWWEaGjDg9r+Bg5PC+hpGc0VHkOWekgBUsAVAZSpIASYBJApcQzvFmViJH4vaDg/YSC696x9qjfvRyTha77HUUOdqhtMvn0wGuA+2NzP2I3Rrc+KdPNDw6WRsDTSgdm6RPUNEfW/OJCfjQG3/I5xeZ6gRl/FdmJOdLLrkkZPCN/rE9mYKUbz0p1x9sZTcd+t/ehtg0TKpexrrHYwOw2BALGSSd40scGoCU6TfknM381w82eLHVwGXWFH/BtbcRXrBI7MOEf2RrY7EEGRBhgD99GDn1InKQ2KL9WCBskfu3mquVbLca9KV42xC4RV/X2jZwy99CoEegkq1Ho44LgT1EYK1kGy4ADM/H7Fy0QjfGW2WFwKGMwFqrkVbRrNRYvbGyk6VTADm3ufm2GpOVqCxBH8oglm+FwBQEJidbv6RLsBnLkqslUA+iJSCylGp51JKo5Wb1XoNCloslZFEhsI0ITF6NlGx5iOeZikQyy3nDA+U5j2c6jm1muTzI9nxDQg6fPWwj6OXzdiIw+Z7Nw0K/iezBnoQxSynzMNlD1zwklIDIZaQHq7lnk5xFhcA2IzA52cxs3kwwY5mlJJmZy2WhGSuvDQFTokkySemVqiTiNgNdvhcCk5NNUuUSMPdeXtWRSKmTcJLMfVsuJd2/OUe5r3M8ZSUTX1EhcKggMDnZ4rAFD4nkPbIkjHMk6SSXy8skmATNu2uRYVZ0b2dmLCoEtgWByQskZi0LI0NyLya5JBkeSealTkkmCSWUy06XoVks8fKvOpebErSoENgGBCYn26bBMCtmRty07JJXCByICKx9GbkpJyrRNoVkyTlYELjVku1gAajsLAQ2hUAl26aQLDmFwAoEKtmWAJTV1iUsVVUITEZg8ruRJOZtEMfuuda578pnCyKnf9cyb52os6LpjRSrm2OU177olgzkaNOvbFrt9L7mMFk858On3r/G0+OxRD47gD+fQXDsgbzPOXhrppfVf4RozMa+jK6s1ObbKFZv+Uw3TKNfO3Yp8+/1XvT2TBPlXVPHfI495Aw/geCzANqmXBurvjCzOqw9HMjAl08y4FPGX4SfDJ8W6H3ubeELv7RLn8TmJqT+7CBw+BlnnPF/t7vd7XYKFh0A85xzzmnvRAruv/71r5OW7bX72te+NvvBD34wu/3tb986xSOEdPz111/f5AhKnXjBBRfMjj766Hbs3Eafxwko/2lw+eWXt7oERB6YCyQB9dznPnd23/vet7314s0XZQ95yEPag3UJK0gi8w53uEPT6TFGngmyVz37tc8mEfgRfYvwSjkZfDr++OObrKuuumrnPyfY9+AHP7j5kQ8PPfShD51deumlsyuuuKKJoJc+ONmz/cQTT2yPVtgtaUKeXaqDN1/5rA286f/d737XbOET/y+77LKGrXK8dMHA8dOf/vTZF77whdlxxx03+/73vz+7+93vvvNurONPfvKTjYedvo2CR2LaB8PYVfv/ITB5ZhPEnp0tmnFWAWpk1cF52C1IdCq5yOgqqWx5U0W5oM65EVY7ZQl2ewkXEnD4yYkunY8nbSQAvXjIYxvZmQ3xmm3YxEbBiTI7RNeqvcSkB2Z5N5TsyIvd7DCIkO/9U2SQ4Yf20YtHGdu0yQd88EsobfjKTz6yHX8w0sbMmX5Qn48O9bN3fE7iaYfs8ZtNycgViX+j4mv2jbn+3ASByfdsAgTYgtIlYTrgJhIHBQkoQe1Y4IyRoDK7qRcc2YzkSADYkI61sUm7nAs25ygP18kZ2upcOV1k4FXmuL+kI4e/ZLJjKEf9MhKs5JHPRnJgYHMceezIpZfZQUJIEkkavNgr0P3nBXKcxHQOX5+Fx0d2kltdBh3HSRK+aoMkTfrJuUtYAw1ZjmOLPYKFvtBfiM25nE0Ctor6sx8Ck2c2IKbzdZT/UXvve9+7n7BFJwLOKCxwyZAUPZGn4wSc0TsJ1vOkwwVSPvwpWAVPglinJ5C1FSxIfcixNnQKZJsye/wJwPCPlaVu1Z5MMw35Zs38x4R2MIAFErhmZBjDQaJ4LU6Cai/g8WvPP3IzCPCDnD5Z2Awbchzb8KHcj8W2fPOzVd74hz2RryiDQnhghCdXI/qXrfbkFo0jMDnZdJZOQzp2nRFMErnE0H6sHXkWIgSHzuoDfizxEqTqyMyI27tIpoAhs5cn0Xy3X2CoQ5LBsb2g6W0UaOTYS+a9IPa7Z3MpKICTEHBLEuFxzF/2qNMn/Ai558rAQZbZz7ktcjILwU6Z837mIysDm8RPkqZ9dNlLuNT35crG+HuebTxeK9mMgukcHYsEoQ5PAoyBKEAEuUsggYJ0tiBQh3ROgr8V3Mw/w8TI6JwA62dXdewb86H/uKy2bA7xxb3RWLKHx17gL/JNwNJvRkcC1awmmZJUyvHATDIitpDra9CIXfqBLTCVvNoo99I4PShJpj2K7XgR3XjZw2Y2hCcDkcFAnVVIq5QGSO1zvxjZktXxcOZtirbwz+TVSB1ohQuoEi2zhZUpnWB0VD9GLjkBro2gtiKXyw1yk3ACTXCEz2oZ2ToROcbDBoGWQLVySC454Yl8vFb3rF5akbM6J4Be8IIXNH4rbs95znPaCh7d2msrGekVLNk+//nPt9W2rGoK4lWrsoKXPKt6bIeDQccqHnvY7R6NTKuCkuHkk09utjmHwQ033NDsOeWUU1o9n7SVBHwPkYGXnezCR8aLXvSitpqp7thjj20DhJVMx2yysghLdmjHb33w6Ec/uuEMH3iTp5we+u3PP//81pYebcnhk42PdIqXJGBs3cb9xl5E1mmbALSXI/AT6DpHHVqmZ4yHHJTLQ0mVBG8V3Z/oH+NRZ4scCel+agppZzag1zHq/Ui9IB2W9+dDTKboXsVDZnwa8rKL/mU8wzY5h6H2GfhSvq37jSXbtgJYfhcCUxGYvPQ/VWDxFQKFwDgClWzjuFRpIbBxBCrZNg5pCSwExhGoZBvHpUoLgY0jUMm2cUhLYCEwjkAl2zguVVoIbByBSraNQ1oCC4FxBCrZxnGp0kJg4whUsm0c0hJYCIwjUMk2jkuVFgIbR6CSbeOQlsBCYByBSrZxXKq0ENg4ApVsG4e0BBYC4whUso3jUqWFwMYRmPyf2r3m6667bvbvf/+7L6rjQqAQmCNw29veduYfc8dorWT7xz/+0f4btxJtDMoqKwT+h4CvAdz5znee3fWud90PksnJ9re//W125ZVXzv7zn//sJ6BOCoFCYH8E/vWvf7XPUJiU7nGPe+xUTrpn86/tlWg7mNVBIbASgf/+978zE5SrwdCkZNOgZrRAVvtCYBoCEs5HkEIrk00D02JRIVAIrI+AS0m/04AmJdu+ffvW11ItCoFCoCGQ/FmZbIVXIVAIbAaBSrbN4FhSCoGVCFSyrYSoGAqBzSBQybYZHEtKIbASgUq2lRAVQyGwGQQq2TaD435Svv3tb+/3MHN4HuZf/OIXO3x///vf249mpG6494Mb69CYTjqUo/54mezY5YczbEW7R2Dy61q7V7F9Lf1IpHfj7nKXu8we+9jHzj7zmc/snCub/455A+Vtb3vb7KKLLmrHywIew89//vPG51dkhvS6172uFfnFG/LoRp/+9KfbL9i0k/kfLydItiQafudf/vKXm3y/npO2fRs/Pum3vt/znve031VPXe3XQ2DlD2t4KOenf+oNkmnASiwzgCQzcwlS+2c/+9kzyXXOOec0QYL897//fUtIPGeddVYrl4zKzz777PaTTr1WPzf1gQ984CYJQZaXXs8777zZaaedNrvwwgtbM8nkZ50kqJ+Hkix/+MMfGs9jHvOY2Xe+851Wx2b2oQsuuKDZ207mfySmNuQgtvoJqqJpCNzmNreZ3ec+92n/CVAz2zTMJnNJMoErSAWzQJZAzs8888wdOW9/+9tnL3zhC1tw4xfEr3zlK1u9pBgjPzk1nK3wSTYyJNTDHvawltASFm9k4pMkZlC6XvGKV8wknBmTbQYIvGOJ5LfsMkiQU7Q7BCrZdofbwlYuw1xGCmKBa6YR+EkgZYL91FNPbYnoklKgSxSXecPLuCiSUJLTJR0ZPZk5URJHco+Rtt/97ndbko3VK8MTec4NHnkDwnnR7hGoZNs9dqMtJYUZw2xhVrOFJInEk2zZ1DmWaK997Wtn73//+8O+354cM4/EpEMShPzUrnoJK1k++9nPtiq6zK4S3qWMS80TTjih/ZopBvXsRNoiP+7IHgOGdtpI3mUDQWtYf1YiUKuRKyFaj0HgC2zBa9YSzC7B3DcJ7ixwuH9zLnEEdJLP+ZDcR6knV8JKBMEfUi4hkoAWSeh81rOe1RZMlEu61OM3ICByyGZnEiqJZ2+m1S4LNNFZ+/URqGRbH7OVLQSpnwCWAI4Fce6V0tgMJhnVJ5DNXAJbEobMWC7rJBkiU7uXv/zlTa4kUZ9klLhj5J5OkiG80cM2NjjPJazZ0+KKAcGmrQSny3nR7hCoy8jd4bawlZlJgkiKLMlbaczSvqAWvJIls5EypK1Es0kAM5rj4eKEZEnCmcUkIl46zGYWNCSR5DCjhT9GS042kiEBk0AWV1yGSjb3lNqxA1mNtKjC9qLdIVBL/7vDbU9aSSyBLugzyyxTlMs+PNqZ1Za1y6Ui/sxyjlEv638lN/2bGfSmNVWyCIF+6b+SbRFKVV4IbACBPtnqnm0DgJaIQmAKApVsU1AqnkJgAwhUsm0AxBJRCExBoJJtCkrFUwhsAIGVyeYG77DDDtuAqhJRCGwnAsmfScl2xBFHbCdK5XUhcDMR8ClyG1qZbJg8vzn88MMdFhUChcBEBFwV3u1ud9vhnpRsd7zjHWdHH310JdwObHVQCCxHQKL5zv9RRx21wzj5dS2zm5/C8TllX0iuf7vYwbAOCoH9EDA5eRWvTzQMK98g2U/KjSf+e9tWVAgUAvsj4PfZbGM0XjrG2ZUtE9ix1WEhUAh0CEy6Z+v467AQKAR2iUAl2y6Bq2aFwLoIVLKti1jxFwK7RKCSbZfAVbNCYF0EKtnWRaz4C4FdIlDJtkvgqlkhsC4ClWzrIlb8hcAuEdjVcza/s20rKgQKgf0R8JqWbYzWSjY/xP23v/2tPSH3YHuR0DFFVVYIHOoImIC8WWXvw0t52z9+T062a665ZnbDDTe0lysryQJf7QuBcQRMSv/85z/bf8yEY3y+S+2Ne9kq0fy7QCXaAJw6LQRGEMjHcq+77rqd2knJZlbzFnNRIVAITEdAwvkPmdCkZDOz1YwWyGpfCExHQN7kP2RWJhvGRf8yMF1lcRYC24mA3MkPia5Mtu2EqLwuBDaDQD72Q1ol22YwLSmFwEoEKtlWQlQMhcBmEKhk2wyOJaUQWIlAJdtKiIqhENgMApVsm8FxI1J+9KMfTZJz1VVXTeIbY9L2N7/5zU5Vf7xTWAd7gsDk17X2RPuWCn3Sk540++pXvzoT+P1HPM8777zZRz/60YaKOuf2NiQx7n//+7ftzW9+80xynn766a3On6G8Rz7ykbN3v/vdrd3JJ5+8I1sbP3Lv10qRXy4t2nsEKtn2HuOFGvwkr+SSQEgyhSSOZFLfJ2Tq7R/1qEe1+rR7y1veMnvVq161wy+pEfnkSHBlzi+++OKWzOeee27jqT97j0Al295jvFCDBDDL2KNhUkkis9sYHX/88S1xLrzwwpakEkiCXnrppU2OWevXv/51K5NYyAxmhtMWr8SUoBKwaO8RqGTbe4wXapAgAj73asOgV//CF75wtH2fmI7vd7/7tSTTxjt5fT0BkjKXi9krl5xFtwwClWy3DM4LtSTBzDgSL2TmcZlodhsmhMTqE8a5JJNgEs1xSBneyFD35Cc/ufHSMUzKtKv95hGoZNs8ppMlukQ86aSTGr/7KYEvwZBEkESSxGVfn0ASUwK5PLRp9+Mf/3hnhnSufb8o0oTO/1hYUWffX8KmvvZ7h8Bt9k50SV6EwG9/+9uZxZH8z5Ok+MpXvtLYJR1y2ZfEk2j91hjmf8yKNjOi5CHDgodjCWffk/szM6VNfYiuor1HoGa2vcf4Jhosu0sk92qZfSST5JCE6sw+9pdcckmbgfrkiEBl2bQP5R6wL5NgElPCZQWSjsyOi+4NI7P2G0Bg/o+h819/Wkzz/9DeN++UxQxVs2sE5quF++Y/wbVf+5z/8Ic/bOXz2eomPPPVy5026snpaf5sbV/Pkzp8kavMMb7oDF/tN4fA/NMI++b/QNoErvzJKP/P5j+1c8mzgfwuEYXA1iDgP7X9m43fNqx7tq3p9nL01kagku3W7oHSvzUIVLJtTVeXo7c2ApVst3YPlP6tQWBlsvk60HwpZWsAKUcLgU0i4HuroUnJ1n+0JA1rXwgUAqsRsJpvJRKtTDZMhx9++Ozqq692WFQIFAITEZBo/fdWJyXbUUcd1b59139KeaK+YisEthIBP0Izf1lgv+fTKx9q90j5sQD3b0cccUSb7fq6Oi4ECoFZm5Suvfba9iDbJ/v7mW2tZAOmn8PxVLy/8SuQC4FC4H8I+AKyyahPsmCz9ovIhBx55JFpX/tCoBCYiMCke7aJsoqtECgEliBQybYEnKoqBDaJQCXbJtEsWYXAEgQq2ZaAU1WFwCYRqGTbJJolqxBYgkAl2xJwqqoQ2CQClWybRLNkFQJLEKhkWwJOVRUCm0Sgkm2TaJasQmAJApVsS8CpqkJgkwhUsm0SzZJVCCxBoJJtCThVVQhsEoFKtk2iWbIKgSUI/D97/6BQCbxdfAAAAABJRU5ErkJggg==" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177330" name="每个用户一个月只出现1次">
	<node_order><![CDATA[3]]></node_order>
	<externalid><![CDATA[29392]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>先满足700，后满足932</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，满足700的时候，点击【账户余额】，<span style="color:#e74c3c">弹出700的弹窗</span>。</p>

<p>2，满足932时，点击【账户余额】，不再提示。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>先满足932，后满足700</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，满足932的时候，点击【账户余额】，<span style="color:#e74c3c">弹出932的弹窗</span>。</p>

<p>2，满足700时，点击【账户余额】，不再提示。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>同时满足700和932时</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，点击【账户余额】，<span style="color:#e74c3c">优先显示超过了700的弹窗</span>。</p>

<p>2，再次点击【账户余额】，不再显示932的弹窗。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177335" name="老版本用户无法看到该弹窗提示">
	<node_order><![CDATA[4]]></node_order>
	<externalid><![CDATA[29393]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>

</testcase>
<testsuite id="177337" name="弹窗提示" >
<node_order><![CDATA[5]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177338" name="点击“详细了解两种模式区别后返回，仍然停留在700或者932的弹窗页面">
	<node_order><![CDATA[0]]></node_order>
	<externalid><![CDATA[29394]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p><img alt="" src="data:image/png;base64,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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>点击700弹窗里的&ldquo;详细了解两种模式区别&rdquo;</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，返回后，页面还停留在700的弹窗页面。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>点击932弹窗里的&ldquo;详细了解两种模式区别&rdquo;</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，返回后，页面还停留在932的弹窗页面。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177343" name="点击【签约入驻模式】，进入到签约流程">
	<node_order><![CDATA[1]]></node_order>
	<externalid><![CDATA[29395]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177346" name="第一次点击【以后再说】按钮关闭弹窗，弹出现在不签约弹窗">
	<node_order><![CDATA[2]]></node_order>
	<externalid><![CDATA[29396]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><strong><span style="color:#e74c3c">医生更新版本后，满足条件时，第一次点击700或者932的弹窗里的【以后再说】</span></strong></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p><img alt="" 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" /></p>
]]></actions>
	<expectedresults><![CDATA[<p>1，700的弹窗</p>

<p><img alt="" 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" /></p>

<p>2，932的弹窗</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>点击【去签约】</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，进入到签约流程。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>点击【以后再说】</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，关闭弹窗。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177351" name="第二次点击【以后再说】，弹出的弹窗出现“以后不再提醒签约”">
	<node_order><![CDATA[3]]></node_order>
	<externalid><![CDATA[29397]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>医生12月份点击账户余额，第一次出现700或者932的弹窗，点击了【以后再说】；</strong></span></p>

<p><span style="color:#e74c3c"><strong>医生在1月份满足后，再次点击700或者932的弹窗，点击【以后再说】</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p>11，700的弹窗。</p>

<p><img alt="" 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" /></p>

<p>2，932的弹窗</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>点击【去签约】</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，进入签约流程。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>点击【以后再说】</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，关闭弹窗。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[4]]></step_number>
	<actions><![CDATA[<p>点击【以后再说】，同时勾选&ldquo;以后不再提醒签约&rdquo;</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，关闭弹窗。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177357" name="点击【以后再说】，同时勾选“以后不再提醒签约”，不在弹出700或者932的弹窗">
	<node_order><![CDATA[4]]></node_order>
	<externalid><![CDATA[29398]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>1，医生12月份点击账户余额，第一次出现700或者932的弹窗，点击了【以后再说】；</strong></span></p>

<p><span style="color:#e74c3c"><strong>2，医生在1月份满足后，再次点击700或者932的弹窗，点击【以后再说】，同时勾选&ldquo;以后不再提醒签约&rdquo;</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>在2月份医生满足700或者932的时候，点击账户余额</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，不会再弹出700或者932的弹窗。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite></testsuite></testsuite><testsuite id="177360" name="收入页滚动文案" >
<node_order><![CDATA[3]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="177361" name="签约黄色滚动条" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177362" name="当用户还没有签约时，账户余额顶部显示签约的滚动条">
	<node_order><![CDATA[0]]></node_order>
	<externalid><![CDATA[29399]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>点击黄色滚动条</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，进入到签约页面。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177366" name="当用户提交了签约资料，但是还在审核中，还是显示签约滚动条">
	<node_order><![CDATA[1]]></node_order>
	<externalid><![CDATA[29400]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>

</testcase>

<testcase internalid="177368" name="当用户提交了签约资料，但是审核失败，出现滚动条">
	<node_order><![CDATA[2]]></node_order>
	<externalid><![CDATA[29401]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>

</testcase>

<testcase internalid="177370" name="当用户已经签约了，但是还能再签约，出现滚动条">
	<node_order><![CDATA[3]]></node_order>
	<externalid><![CDATA[29402]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>医生有两次签约机会</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>

</testcase>

<testcase internalid="177372" name="当用户已经签约了，无法再次签约，不出现滚动条">
	<node_order><![CDATA[4]]></node_order>
	<externalid><![CDATA[29403]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>医生只有一次签约机会</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>

</testcase>

<testcase internalid="177374" name="当用户已经签约了，再次解约后，出现滚动条">
	<node_order><![CDATA[5]]></node_order>
	<externalid><![CDATA[29404]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>

</testcase>
</testsuite><testsuite id="177376" name="绩效已满700的黄色滚动条" >
<node_order><![CDATA[2]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177377" name="当基础绩效满700时，账户余额顶部出现满700的黄色滚动条">
	<node_order><![CDATA[0]]></node_order>
	<externalid><![CDATA[29405]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><strong><span style="color:#e74c3c">医生为劳务，同时没有签约/签约失败</span></strong></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p><img alt="" src="data:image/png;base64,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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>点击满700的滚动条</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，进入到签约页面</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177381" name="当同时满足700和932时，账户余额顶部优先显示700的滚动条">
	<node_order><![CDATA[1]]></node_order>
	<externalid><![CDATA[29406]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p><img alt="" src="data:image/png;base64,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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177384" name="当下个月不满足700或者932或者700和932，不出现700的滚动条">
	<node_order><![CDATA[2]]></node_order>
	<externalid><![CDATA[29407]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>

</testcase>
</testsuite><testsuite id="177386" name="绩效已满932的黄色滚动条" >
<node_order><![CDATA[3]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177387" name="当基础绩效和综合绩效之和满足932时，账户余额顶部出现932的黄色滚动条">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29408]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>医生为劳务，同时没有签约/签约失败</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>点击滚动条</p>
]]></actions>
	<expectedresults><![CDATA[<p>跳转到签约页面</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177391" name="当下个月不满足932时，顶部不出现滚动条">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29409]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>

</testcase>
</testsuite><testsuite id="177393" name="老收入滚动条" >
<node_order><![CDATA[4]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177394" name="当用户12月有过老收入，次月账户余额顶部出现老收入滚动条（作废）">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29410]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>医生2023年12月是老收入，12月26号上线后，到2024年1月1号</p>
]]></actions>
	<expectedresults><![CDATA[<p><img alt="" src="data:image/png;base64,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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>医生2023年12月显示老收入，12月中旬变成签约，签约成功，26号上线后还是老收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>2024年1月1号后显示老收入滚动条</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>医生2023年12月先是老收入，26号上线后 ，签约成功，还是老收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>2024年1月1号也显示老收入滚动条</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[4]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p>点击跳转到老收入页面</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[5]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p>当账户余额页面顶部有多个滚动条时，老收入滚动条放在第一条</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite></testsuite><testsuite id="177401" name="签约立即生效" >
<node_order><![CDATA[4]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="177402" name="签约" >
<node_order><![CDATA[0]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177403" name="签约入口文案修改">
	<node_order><![CDATA[0]]></node_order>
	<externalid><![CDATA[29411]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177407" name="“详细了解两种模式区别”页面文案修改">
	<node_order><![CDATA[1]]></node_order>
	<externalid><![CDATA[29412]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testsuite id="177410" name="非港澳台" >
<node_order><![CDATA[2]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177411" name="签约立即生效">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29413]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>

</testcase>

<testcase internalid="177413" name="点击【签约入驻模式】，进入到签约流程">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29414]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>1，选择身份证，输入姓名和身份证号；</p>

<p>2，点击【下一步】，输入验证码</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，跳转到签约中页面。</p>

<p><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAC0CAYAAAATiCegAAAMO2lDQ1BJQ0MgUHJvZmlsZQAASImVVwdYU8kWnluSkJCEEoiAlNCbFOlFSggtUqWDjZAECCXGQFCxl0UF1y4iYENXRFRcCyBrQcTuItj7YkFFWRcL9vImBXTdV7433zd3/vvPmf+cOXfuvTMAaLTyJJI8VBOAfHGhNC4siJWSmsYiPQYIwAEd+AIjHr9Awo6NjQSwDLZ/L2+uQmtYLjnItf7Z/1+LlkBYwAcAiYU4Q1DAz4d4PwB4NV8iLQSAKOfNpxRK5BhWoCOFAUK8SI6zlLhajjOUeI/CJiGOA3E7AGpUHk+aBQC9E/KsIn4W1KD3Q+wsFojEAGiwIPbPz58kgDgdYhtoI4FYru+V8Z1O1t80M4Y0ebysIayci6KoBYsKJHm8af9nOv53yc+TDfqwgpWaLQ2Pk88Z5u167qQIOaZC3CfOiI6BWBvidyKBwh5ilJItC09U2qOG/AIOzBlgQuws4AVHQGwIcag4LzpSxWdkikK5EMMVgk4VFXITINaDeJGwICReZbNJOilO5QttzJRy2Cr+NE+q8Cv3dVeWm8hW6b/MFnJV+hi9ODshGWIKxBZFoqRoiOkQOxbkxkeobEYVZ3OiB22ksjh5/BYQxwnFYUFKfawoUxoap7IvzS8YnC+2KVvEjVbhvYXZCeHK/GDtfJ4ifjgXrFMoZicO6ggLUiIH5yIQBoco5449EYoT41U67ySFQXHKsThFkherssfNhHlhct4MYreConjVWDypEC5IpT6eKSmMTVDGiRfn8EbHKuPBl4NIwAHBgAVksGaASSAHiDr6mvrgnbInFPCAFGQBIXBQMYMjkhU9YniNB8XgT4iEoGBoXJCiVwiKIP95iFVeHUCmordIMSIXPII4H0SAPHgvU4wSD3lLAg8hI/qHdx6sfBhvHqzy/n/PD7LfGDZkIlWMbNAjS2PQkhhCDCaGE0OJtrgB7o/74pHwGgirC+6Few/O45s94RGhi3CfcIXQTbgxUTRP+kOUUaAb6oeqcpHxfS5wK6jpjgfhflAdKuNM3AA44G7QDxsPgJ7dIctRxS3PCusH7b/N4LunobIjO5NR8jByINnmx5F0O7r7kIo819/nRxlrxlC+OUM9P/rnfJd9AWwjfrTEFmH7sFPYMewMdghrAizsKNaMnccOy/HQ6nqoWF2D3uIU8eRCHdE//A0+WXkmC5zrnXudPyn7CoVT5d9owJkkmSYVZWUXstjwjyBkccV8xxEsF2cXVwDk/xfl5+sVU/HfQJhnv3GTWwHwLoVk1jeOZw7AwUcAMN5848xfwtdmOQCHO/kyaZGSw+UXAvxKaMA3TR8YA3NgA+fjAjzgfywQhIDRIAYkgFQwAUafDde5FEwBM8BcUALKwHKwBlSCjWAL2A52gb2gCRwCx8BJcA50givgFlw9PeAZ6AdvwEcEQUgIDWEg+ogJYonYIy6IF+KPhCCRSBySiqQjWYgYkSEzkPlIGbISqUQ2I3XIr8hB5BhyBulCbiD3kF7kJfIBxVAqqoMaoVaoE+qFstEINAEdj2ahk9FidAG6FK1Aa9CdaCN6DD2HXkG70WfoAAYwdYyJmWIOmBfGwWKwNCwTk2KzsFKsHKvBdmMt8DlfwrqxPuw9TsQZOAt3gCs4HE/E+fhkfBa+BK/Et+ONeDt+Cb+H9+NfCDSCIcGe4EPgElIIWYQphBJCOWEb4QDhBHyXeghviEQik2hN9ITvYioxhziduIS4nthAbCV2ER8QB0gkkj7JnuRHiiHxSIWkEtI60k7SUdJFUg/pnZq6momai1qoWpqaWG2eWrnaDrUjahfVHqt9JGuSLck+5BiygDyNvIy8ldxCvkDuIX+kaFGsKX6UBEoOZS6lgrKbcoJym/JKXV3dTN1bfYy6SH2OeoX6HvXT6vfU31O1qXZUDnUcVUZdSq2ltlJvUF/RaDQrWiAtjVZIW0qrox2n3aW9ozPojnQuXUCfTa+iN9Iv0p9rkDUsNdgaEzSKNco19mlc0OjTJGtaaXI0eZqzNKs0D2pe0xzQYmiN1IrRytdaorVD64zWE22StpV2iLZAe4H2Fu3j2g8YGMOcwWHwGfMZWxknGD06RB1rHa5Ojk6Zzi6dDp1+XW1dN90k3am6VbqHdbuZGNOKyWXmMZcx9zKvMj8MMxrGHiYctnjY7mEXh73VG64XqCfUK9Vr0Lui90GfpR+in6u/Qr9J/44BbmBnMMZgisEGgxMGfcN1hvsO5w8vHb53+E1D1NDOMM5wuuEWw/OGA0bGRmFGEqN1RseN+oyZxoHGOcarjY8Y95owTPxNRCarTY6aPGXpstisPFYFq53Vb2poGm4qM91s2mH60czaLNFsnlmD2R1zirmXeab5avM2834LE4soixkW9RY3LcmWXpbZlmstT1m+tbK2SrZaaNVk9cRaz5prXWxdb33bhmYTYDPZpsbmsi3R1ss213a9bacdaudul21XZXfBHrX3sBfZr7fvGkEY4T1CPKJmxDUHqgPbocih3uGeI9Mx0nGeY5PjcycLpzSnFU6nnL44uzvnOW91vjVSe+TokfNGtox86WLnwnepcrnsSnMNdZ3t2uz6ws3eTei2we26O8M9yn2he5v7Zw9PD6nHbo9eTwvPdM9qz2teOl6xXku8TnsTvIO8Z3sf8n7v4+FT6LPX5y9fB99c3x2+T0ZZjxKO2jrqgZ+ZH89vs1+3P8s/3X+Tf3eAaQAvoCbgfqB5oCBwW+Bjti07h72T/TzIOUgadCDoLceHM5PTGowFhwWXBneEaIckhlSG3A01C80KrQ/tD3MPmx7WGk4IjwhfEX6Na8Tlc+u4/aM9R88c3R5BjYiPqIy4H2kXKY1siUKjRketirodbRktjm6KATHcmFUxd2KtYyfH/jaGOCZ2TNWYR3Ej42bEnYpnxE+M3xH/JiEoYVnCrUSbRFliW5JG0rikuqS3ycHJK5O7U5xSZqacSzVIFaU2p5HSktK2pQ2MDRm7ZmzPOPdxJeOujrceP3X8mQkGE/ImHJ6oMZE3cV86IT05fUf6J14Mr4Y3kMHNqM7o53P4a/nPBIGC1YJeoZ9wpfBxpl/myswnWX5Zq7J6swOyy7P7RBxRpehFTnjOxpy3uTG5tblf85LzGvLV8tPzD4q1xbni9knGk6ZO6pLYS0ok3ZN9Jq+Z3C+NkG4rQArGFzQX6sCN/HmZjewn2b0i/6KqondTkqbsm6o1VTz1/DS7aYunPS4OLf5lOj6dP71thumMuTPuzWTP3DwLmZUxq222+ewFs3vmhM3ZPpcyN3fu7/Oc562c93p+8vyWBUYL5ix48FPYT/Ul9BJpybWFvgs3LsIXiRZ1LHZdvG7xl1JB6dky57Lysk9L+EvO/jzy54qfvy7NXNqxzGPZhuXE5eLlV1cErNi+Umtl8coHq6JWNa5mrS5d/XrNxDVnyt3KN66lrJWt7a6IrGheZ7Fu+bpPldmVV6qCqhqqDasXV79dL1h/cUPght0bjTaWbfywSbTp+uawzY01VjXlW4hbirY82pq09dQvXr/UbTPYVrbtc624tnt73Pb2Os+6uh2GO5bVo/Wy+t6d43Z27gre1bzbYffmBmZD2R6wR7bn6a/pv17dG7G3bZ/Xvt37LfdXH2AcKG1EGqc19jdlN3U3pzZ3HRx9sK3Ft+XAb46/1R4yPVR1WPfwsiOUIwuOfD1afHSgVdLadyzr2IO2iW23jqccv9w+pr3jRMSJ0ydDTx4/xT519LTf6UNnfM4cPOt1tumcx7nG8+7nD/zu/vuBDo+OxgueF5o7vTtbukZ1HbkYcPHYpeBLJy9zL5+7En2l62ri1evXxl3rvi64/uRG3o0XN4tufrw15zbhdukdzTvldw3v1vxh+0dDt0f34XvB987fj79/6wH/wbOHBQ8/9Sx4RHtU/tjkcd0TlyeHekN7O5+OfdrzTPLsY1/Jn1p/Vj+3eb7/r8C/zven9Pe8kL74+nLJK/1Xta/dXrcNxA7cfZP/5uPb0nf677a/93p/6kPyh8cfp3wifar4bPu55UvEl9tf879+lfCkPMVWAIMVzcwE4GUtALRUuHeA5zPKWOX5T1EQ5ZlVgcB/wsozoqJ4AFAbCEDiHAAi4R5lA6yWEFNhK9/CJwQC1NV1qA6e1RTnSnkhwnPAJic56ux5Dn4syjPnd3H/2AK5qhv4sf0XVqx6uI0+XTgAAAA4ZVhJZk1NACoAAAAIAAGHaQAEAAAAAQAAABoAAAAAAAKgAgAEAAAAAQAAAKCgAwAEAAAAAQAAALQAAAAAEUQK8QAAERNJREFUeAHtnU9QFckdx5torVYtYK2WJryU1ppdwKrdXMScIeeA5wXPi3sWva6Q6yLniGdhrxFyXjhHvGSrXNAqt2LlkdKKWwJaaizJ79OPHw7DvGcezHuP7vn9qMf86+me+fZnft093TPT9m7z3aYzMwVapMCvWpSuJWsKeAUMQAOhpQoYgC2V3xI3AI2BlipgALZUfkvcADQGWqqAAdhS+S1xA9AYaKkCBmBL5bfEDUBjoKUKGIAtld8SNwCNgZYqYAC2VH5L3AA0BlqqgAHYUvkt8cMmQXUF3r596168eOFevnzpXr165d68fuOnrE/b0aNH3eHDh91HRz5ynZ2djuWPP/44HcyWUwq02YDUnYo8f/7cra2tubXna475/RhAAuHJUyfdsWPH3JEjR/YTXZT7GoCSrXi01dVV9+w/z7zHa1ROAyEwnjp1qlFJBBdvoQF8/fq1K5fL7umTpx7CZuUenvDUr095EIvuFQsJIB7v8ePHbrW82izmMtNREE+fPp25vQgrCwcgRe3jfz5uqsf7EEiAePrM6UIWzYUBkOL24YOH+25YfAim/WzvKnU5vCGNl6JYIQCkNbv80/KB8nrVAMMbfvn7LwvTYo4eQOp6FLkhGR7ws88/cydOnAjpsPd0rFEDGCJ8yVw8+7uzrqurK7kquvloAQwdPiWNxknMreQo+4JjgQ8IqT48efJEeYxuGh2AMcGntB301rse516mUQFIaze0Bsf/m2m04rmVFJtFA6De54stg/R86L25f/++LkYzjQZAPF+MHiJJ2ssXL92jR4+Sq4KfjwJAKukxV9STlNF/vd9hYsn4Wj0fPIB4vVjrfdXgoKEViwUPIMOpYi9607AxWDYWjx80gIDX6iFVaTiatRyL1w8awFgyYS/QcvHF4AWDBZAMePbs2V7yLpp9DMAWZiUtwayn01p4SE1POo8Hp5p+0KkEg/WAPMdh5vyDVCHrECSAFL8x3QvbD0BPn4Z9IQYJoMH3HlmqISHrESSAVvy+B5A56oKhWpAA8roMs/cKPF/b3xsc3sfU/LngAAS+ord+05gwSCFUCw5AXhJktlMBLkgaZiFacACGfLU3EpBQqyXBARjqld5I+Ij79SvzgI3W2MdvAGbLHGq9ODgPmC2/rX31Osy6sQFo7LZUgeAAtFZwS3nJPfHgAOTdy2bxKBAcgPFIn++ZHD4U5ivdggOw6K+0rYZtqO8UDA7AQ4cOVcuDQq8/cjTMN/AHB6DVAbOvs1BLhuAA5EMwZrsVCPWjOMEByLc2zHYqgPezOuBOTRq2hNChFjeNEqW9vb1RUTc83uA8IIocP3684cKElMAnxz8J6XB3HGuYAJ4wAJO5GHK1JEgAqXCHWudJgpPHPFqEXCUJEkDgs2K4gi8ftwnZggQQwfnqpJnzn4ENWYdgAaTeE+q9r7yA4SIMufhFh2AB5OBDL344h/3YmTNn9rP7gdg3aAD58HPoHmCvFMTg/Tj3oAHkBD49+ymTwlkM3o9MCx5APujXeayzUADy/bhYPH/wAEJed3d3Ye4LAl7pt6VoLrgoACRTYv6gX5K2s2fPRuP9OK8oAOREaBHHXhRzkR2PrBsyGgCB8Ny5c1F5B85JjfuefLo1NosKQLro+Nx9bP3EVDE+7/48Nvb8+UQFIGdEZn3x5RfRQMj5cFExjdGiA5BMoosuBghjh4+8anu3+W6TmRiNV5b9dP+nIN+dVwT4YC5qADlB3qb14z9+DApCGhy953qjqUaQD9UsegA5cV5d9vOjn4P4tBW3WmJs7RYaQD15Pm11UD9sTZFLSzfk4fWqcz3TQnjApCAUyUB4kL6zhtfjRnpst4+SulebLxyAKgQgPnzwsKUfeWFIFaNaYr3FolrXmhYWQBWFrwzx4ZtmeUS8HOCVSqVCg6f6Fx5AFQKPCIx8ALsRb5ynbkc/7smTJwtZ1KrO6akBmFZElhXGX5794ngj616A5GY4gyOY8gRfEet3GdLuWmUA7pJk9wr9EAwwvnnzxr3979tdgXg9Gq+O4zUZRa7T7RLmAysMwA8IZJsbq0CUfcGNlcxiz1MBAzBPNS2uuhUwAOuWzHbIUwEDME81La66FTAA65bMdshTAQMwTzUtrroVMADrlsx2yFMBAzBPNS2uuhUwAOuWzHbIUwEDME81La66FTAA65bMdshTAQMwTzUtrroVMADrlsx2yFMBAzBPNS2uuhUwAOuWzHbIUwEDME81La66FTAA65bMdshTAQMwTzUtrroVMADrlsx2yFMBAzBPNS2uuhUwAOuWzHbIUwEDME81La66FTAA65bMdshTAQMwTzUtrroViBLAifHxHULcujntlpaWdqzThe9nZndsI9z83Jxu3p6uLK+4WQmbtOnpabe6uppc5ed5v8zCwsL2+qx9dSPpJcOyvlq8S3eXXLVf1nFoGgd5evggH9xejg145ufm/a9L3kDV39/vFhcX3exsBZ72jg53ffy66+vr8y8impmdcTcFJPYDBjKyXC5vQ3l9C+ZZCcf2xS2wvhoZdoB9T6BQuz4x7viO2/T0Tb9qYGDAT9m3vb1Dg+2YAvXAQL8/lqWlu37b4g8Lbn1t3fX29sh7A0vbx3rt6lXXL2GxxYVFv769o12O654bHR11g0ODfltI/6LygOvr65L5t9xtyfCenh43OTnp+i70+Yy5PTPj4bgzd2c7Qy9fvuyujI35/NKMBqBSVyXTgRRTOCdv3HDl1bK7cnXMraysuK8vjzpAJF2Fj/AeCIn7xuQNH47l7+UC+EPfBf9TD42nXFlZluO54L0ggOtF8G+5EPxyAnDi7pJj44f9Ro6V+Q55H02oFpUH7BDvdnvmti8qzws8FG1k/J8GB92ceDjW4eGAbFky/srYFbch8EwJKN0CLLaxvuGBKgscGKAByPXxkocaj0h4QBwZHhHvNeDf9UecGEV6SeZnb8+I511wnXJMfX3n3XUBH1OYmcdTDvQPyPGKh+zEM4+z2n0zetmDrReAX7n1ryRvUlXjo4XAx3mHalEBSCaQGZVM2p1R4j+28wlw8EB4wZsCwtLdSvGnGbwsdT6fwRIfcFEs47ko+gAXKAHo4tCQL/4IQ9p3xYsxpcjHE1NM4ymzjPRX2ypFPtUAwCtv1Sknxif8LqTFsWLq4XVe66RcRKFaVG/HUqCSmbEq4FC8Jm14eNhnKvCx/e9S95oWUJKmnnPk0oj3pPN3Kg0ToOQVbGp41A6p31Fc/lW8HPAB3Wab82AS7urYVdcrHhYQ1QOqtwNqPN2ggOzrn/8qa9R+2tPb4+Pk3LgI1CYmJrbBZ12HeFC9CDRMCNOoPCAv+qYIphhN24wUc9jIyIh/ITjAjI5+LV6t4mnYhocBoLQBLD+KdLazL1PqmZUius99u+UBAYxW7FcS/uLQRe9dx6SeeUnSPS/10aQlW+d4VhpIxE0RjhH3dzcmfZ1U6426nmNVeH1g+QfgWcW2bj+I06gAROBFgYRWcNq0aHsgmfoXKTp9RonnUQCHxANdlgykKMSTzM/PO7wf82p/FljZF4+3srzsoQQ46mHAqAZ8NH5GJT4FGpCYT960wUsOSz0SL8fxcCzJ1ixFMsaFRboYdcxuCQ+wtHofSFXhW2nVazo+UED/omoFoztFGcWbtkzJOH6D0hDhpxmZziMymRax1gXT21nGwxAvGQ+EFIt4rL4LF7aDUzcEJu7XXZOil+0Y64CUxo22YocGhwScdrfww4Kv/xGO+H3dUMIljfgAksYTHhXjosGr4l25EEK06DwgmQBM/X8ccNxPo+XLfThuBvdvVearZRSVfYrFS+KVqNhrXc9nvtQX06b3Fi8KSKR5Z6v4ZV+8VLJIJF5aztqIIS6KUPbr6en13nLqxpS7JR5Y46V++rWE88Wt1PmG5ZYPVYGk+fqstKSpz1L14LZQSBZVIyRLeDKPuhSGB0oXVd6DCaRqhGWfrLAaZi9T34gQAEk/WVwn4yLtZEMivZwMmz7u5LaQ5qMHMKTMKOKxRlcHLGImhnzOBmDIuRfBsRuAEWRiyKdgAIacexEcuwEYQSaGfAoGYMi5F8GxFw5Af19QbkrTc8DNaWxBuu9Y73sgtkajsE7vHxKGkSeEybL0KGUGFWSZ3mNkG/GnjXXpfbmBHbMVCkAAmpJBpZUeiJIAtuy7ygBxY2PDD6/SzKbPlVEsdKcBH33Ml0Yu+eXkyBmgZeTMqtxk5jc/LyOrU4NINU7GEZIORvxpoFk3J6Nukt1q2pWnccQ2jbIrrlom0QtBP/H2KBL6bLf6atmH/lp6IlhHf68O4wIU+onZn75YHZ+n6TCYlT7oWgZ8dM3p4Abm6Xrj8QAMkOmWG7pYiQf4SQ+vySAFugXHZCR2bFYoANUDAhgQ0gd7T+Z5rmL6pgxKlaHzgASICwKdjqph5AswAgQApQGsBYWmSZz81JinrxcPyxB/fR6E42AbgxSA85vRsp9yvDFaoQAEoFEZUcIo5r7RCgwMVtC+WbwQpoNMGT2D3RJQdAQMyxSxDLfC1jfW/bTWv2EZrUIxPifDxPwgBzkOjOH6+kxKBfwL/tEB5pOeuVbcoW8rFIBkFs+GAJOOD2zbBLjyjnxk5HFyHeEB528CEMOfKg8BbQG4tu49444IEgtAzw9vRnFKHU+L0kpdtMuHpgGCx8UryjBBP7KF7ZUieNwX0Yloo5ktFIBkps9dyT4GflLZx9MIg960UUAROCHb0gaY7csy+LS3d3sTcTKgNMtorDAoVY2HjxiAqqYel2WK9V6pEnCBUD8ESNYxBpB6K8sxWqEApKjll6xPaZ2PzE3eAiHTeawyOSoaoGgkaEMCgGgdM04vyxh9rQbsDLlXWNlXn8TTMDqliAe+pKWXk9tCni8UgLUyijoaxV/SeH4Ej8SgT0BLAkU4bunwPHDSaKxwO4Xw2uhggCnek5HMgMioaLan96U+SRqVJ/MqRXwy7hjnCzkekKKWepkWuczj/bjVwXzaCEdRyzZtsBBG40mHTy8nwzHPvcBqaaX39UV8T096dTTLhQQwmtyL4EQK1RMSQX5FdwoGYHRZGtYJGYBh5Vd0R2sARpelYZ2QARhWfkV3tAZgdFka1glFdyM62ZsRVlbsPlrtcdm9JZ41UQFI99bU1JR0cXUHn0OL8vIh3vQVu0UFIJnFO5R1GFXImReTJ6+VD1YHrKWObWu4AgZgwyW2BGopYADWUse2NVwBA7DhElsCtRQwAGupY9sarkB0reA8FOMl4wxCpSWqQ+EZx8crcRkPyABTltPGAFQdhJreZsvZChiAGboAGvfhMObTN4R5kF2f503uDrgGYFKRD88bgCmN8GwMn+exS57N4PMOOmK673zls1/sQjgeLOdhct7NzAdlzOpXwOqAVTTjWRBeKl6SZzza5A8vqM8CswvQ+U8xyNN1PNhutjcFDMCUbng7LUbxctQFN+Xvnrw1IV0U4yErz/Jmv4woFbUtZihgRXCGKIDHDy93S76+CZQUsTQ+ABKj6NVnfpOeMSM6W1VDAQMwQ5xrV69tf5eXzZUvI1U+ocAyrWMaHGb7V8AAzNDwu8nvvNfzXnDrdWrJYHjD5OOZuq0oAwj0fPOYGoAZKlLkYkx1PhksCz62p+uIyX1sPlsBa4Rk62Jrm6SAAdgkoS2ZbAUMwGxdbG2TFDAAmyS0JZOtQHSNEFquMbRGOY8iWFQA0iVGxtGNFrpVa2mHfl7p47e3Y6UVseWmKmB1wKbKbYmlFTAA04rYclMVMACbKrclllbAAEwrYstNVcAAbKrcllhaAQMwrYgtN1UBA7CpcltiaQUMwLQittxUBQzApsptiaUV+B9hDiqYp7rsWwAAAABJRU5ErkJggg==" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>还停留在该页面，工猫告诉签约成功后，页面自动刷新</p>
]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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6XvqpeYB5YiwjzAajTop59+6q7+79VlJ0Ayfw88+IBTD5FEJf1ZREjHZUGuTHb/cukvSzoEWkjG1m9Y70qlkibXs4AnIswCzny8xsfHQy+w2AnwfNKcT1jmDZt/slnzhzqgiQh1gGnUGcMf/XB01fUC9fJP77B+/fp63oV1FxEWUfUMhT747w9WfC4w3yKU2kpu06ZN843W1OFFhAVW75dffuk+/J8Pc0cCKy6bc5s3b9a8YRoQEcEsYx5XSPDnD/7sVut8oNGiiAy3kdKhu9tYNHTHcKgZSEBhv/ryK/fBBx80VO5mDyQizKOGbU6Q954gLjJkuHTpUuxUyHsRYR7VnseJcSPF++zTz9zVq1cbCdq0YUSEBqv28uXLuZ0YN1JEdsI5E1VUEREaqHmOTIyXxxsIme8g7Io307BvPrUhIsyBFvMCWssiSChrQYdIIsIcFl4uL//p0TmytKTe9HxFHCKJCLOYFS1kEYZESQiKOHEWEZJWED0XZUgUFTnc8gZd0XoFESFpBdPP9AZMkosqResVRIQ6ll7U3sDgKFqvICJYzUdXlhB5yb7oUqQeUURIsXZIUNT19BiOL659URgcRIS45qfv1RtUgChSzygiJIgQKv9zDYsMlqKsHokIVuPTV941kNxGgOFREURESNTyNfUGNYjQQ3711Vc1bs34ICIkarUIlZ4o8pyPk5OTc4bJewARIVGDGholAPGPX042/3BRRIjqnWEAH0ktAv/4xz9qHZrwSUSIKlW9QQRGdKuhUQSGbouLwL/+9a+mL7x6hKiKOWgnmYlAEYaLIsLMepdLAREQEQpY6SryTAREhJmYyKWACIgIBax0FXkmAiJChIl+eywCI7otAi4iQlTh/HSrZCYCRcBFRIjq/Vvf+lb0pFtDgN94bnYREaIapsKLMAyIitzQLT9w3uwiIiRqWD/cnQDEP97Tcs9MxyZzERESFcqv2UtqESgCJiJCbZ2HX69POBX6ERIUYbgoIiTMnIovwuQwUey6j2vWrKnr10weIkJKbT7wwAMprsV0Wnf/ukIUXERIqeaiVH5K0WucGBIVZfFARKip+soDlV+ECWJK0WucHnzwwZrnZn4QEerUbpGMoA4E7sF/FxHqYVMY9wcefKDQk2bKX4TVIjNo9QiGROLKylGpVEq4Fudxw4YNxSmsL6mIMEt1l9pKhWoVDYqi9QaUW0Sw2k+50its3LQxxad5nRgOFa03oDZFhDls+v777y/UbvP6DesL2QuKCHMQAe+HH364EBNnhkRFXS0TERogAsOFH/zwBw2EzG+Qog6JrMZEBENijitDpPXr188RKr/em3+yuZBDIqsxEcGQaODK+LkZhw4/fPiHhSYBVS8iNECAOAirSM10/IJerhnJHddZI/ciQiMoRWFYUv3x5h83BRkgAb2cxLk7bk3dmhIQ80eA7wO9cvlKbn+UfNOmTY4NQ0kFARFhkZbAD5Pn6Vfq6dE6/rOjMMerG61eEaFRpGYJxw9z0zus9m+Nvvueu92PfvSjwk+M06pSREhDZQFufKX8pUuX3M0bNxcQe+mjcIBw0/c3LX1COU1BRMi44ugdGC6tlt9a4CWjZlvpyrjKgjoRYQlQhQSf/p8nxNWrS6C9MZXsFDMh1munjeElIjSG04JCGSHoJZarh6AH+N7672kyPM8aExHmCdhCg3/++efu75/93XHNWlgJ4sDcunXrRIAFgisiLBC4xUS7ceOGu3btmvvqy68cv+Q539Umhj0tLS3heDjfO9RMO92LwXUxcUWExaCXUVwjA8Onb76e+YOGd/3bXY5v6sbgIQE9gCRbBESEbPGUtpwioLNGOa04ZTtbBESEbPGUtpwiICLktOKU7WwREBGyxVPacoqAiJDTilO2s0VARMgWT2nLKQIiQk4rTtnOFgERIVs8pS2nCIgIOa04ZTtbBESEbPGUtpwiICLktOKU7WwREBGyxVPacoqAiJDTilO2s0VARMgWT2nLKQIiQk4rTtnOFgERIVs8pS2nCIgIOa04ZTtbBESEbPGUtpwiICLktOKU7WwREBGyxVPacoqAiJDTilO2s0VARMgWT2nLKQIiQk4rTtnOFgERIVs8pS2nCIgIGVbc4UOHa7QNDQ05PmnS39/vJiYmql4HDxyoea56JG7GRsfc6VOng956uuMo6JXMjYC+O3BujBoKMTgw4N4eHHSXxsZC+M7OzioJ/uANF+nq7vKfbjdeHneE7+3tDe5jPs7IyIhrbW0Nz/E/wsZSHi+HuHv373Mv7dvv2o63ufaO9kCOmFg9O3uCvsGBQdcnMsQQpt7rKx9TYZmfIwb49M6nHcY3NjrqSqWKcR45fNgd9y3/0z07HYa7bdu2YJy00hBlcmLSPeyNGFJgsLG8O3I+PD7fu9uVx2+TYdKnRXqltrZq8HMD5wIRLngylctlt2379pAO4V736T83TTgIs937SWYioB5hJibzdqEl7zvQF4yb1n3g3ID7zYGD3iC3BV2vHD7k2tvbg3HSwg8PDXtSbHf9/a+HePQG5wYHPIEqv3L5X52P1uTBdOOI/v379jmMf9wTxOJUeoCW0LP07u4N5Ip7CHqqcd+biAg10FYfNEeoQrG4Gwz99eP9jhbc3eHcWW+o7R0dbrd/psWfnJwMCYyOjQZS/OZghSgYNkMkvua9nhC/3+tmboDh05MgB/sOBMNPi8cQrNt/ICnEMFKmhZWbcyJCBlZAy/tE9+OhtYYQDF8YFjFMavO/ZYyxQwhaflpkxuwtrS2BAD09Pf6+1Q+tdtadLLf5oVbrmlZ3+vSpYNhkGV3MFxhi1ROGSdZj1Asj9woCGhplYAm0uvQADHswTogw6o3fhiGs9DB0QQize/duh3Ez2X3KuxNu2K8u0aMwl0jK1kc7Q/jTp04Fr63e+Im7d9/eZNDwPHJ+JEygISDzAsncCKhHmBujhkJAhiFvzBg9k1UMm96B3oKhjQk9QWfn1hCm7+CBKln2+nF/6T9uT4AtPMbc5ifGtO6QByn5XgZh+IPRkwbDpkG/asX846AfdjF/OH369Kw9RlCifwEBESFDQ6DVZ1IKKSADwtKp9QbBwf/r6uoOt0f8vgMGjBCHYRKGb4aOkTO0GTl/Phg3y6/0GpCM4RQEw+iZf0xMToQJ+O/98ImJNMMy56YCWdA/4ecVLS0zl2fxk/hp3a2pW1MCYvEIJFd60jS+1n88tN4YM8ObDj9ssaVOxvyQhtYdUrDSxAYdYWj5EZZd6XEOHTkcwu33w6NWP8nG+GOxOcvLfiWLYRpLsxCMoZTpisPrXkRYNTaA8WKskIBegKuRwjKZ9owfYZOCLhua2X1auGS8oj6rRyhqzavcNQhojlADhx6KioCIUNSaV7lrEBARauDQQ1EREBGKWvMqdw0CIkINHHooKgIiQlFrXuWuQUBEqIFDD0VFQEQoas2r3DUIiAg1cOihqAiICEWteZW7BoEVJQInJyWrB4Hh4WF38eLFkCGuHCvnc+XKlXll0uLaNS3ymTNn3MdXPq6mdfbM2bRg7uTJkyEceagXhnQItxhZdiKQ6V88+YvwAeRfPfur8MENOXHiRDhaHBfqsccecwCXJM6Wn25JdUcXupPhcb9+/Xqsunp/9uzZkKeqw/QNccjzXP7JePZM3p999tnwMV34HTt2LKSHH+48J+X9i+/X5MnKBEZxeMoZG0LSH70hjaPHauKZO5jseXGPP9160O3ZsyeEwUj5UO5YdzKPac/o4GUjrsS18oMFglGT/8tXLof6II3rN66HOqOMCGUifcIihBkaHnInT5wMn7get2zZEuqIelqwcAx7Of/+9M6fpt448caMNHc9s6vq5t+vnbrw3oXw7F9cn3r11VfD/Y4dO6aIT35fPfrqVF9f36zuL7z4QjX8G2+8UQ2fVl78165dO3Xti2tBJ2FIC7d33nlnKs3/vffeq/qn6cTNf3NFVd9Hlz+aomykQbnQa/EoI272bFfcKavF5YqfYcQzuFh4u+JmYdFL/i1emjt+hInzhBsYpOXL0kleqUfSJt+kw8fiWx4Iwz1X0qMsPPPhHp3EuXz5cvVqYX/3xu+mqNe4nghPXVjcZJ4aeV6RVzVpsXiTKpb3Lr5XfXzrrbfck08+6TwwoZXwYAU/D4Lb/th2d+atMyH+H9/6Y9Wd8Pfee6/zJHMX36u0DJ4oQQ/uJ06ecKanmlDiZseTO0JLRTyE1gw3k6T/0WNH3Yt7XjTvOa8bN250L774YmoL6yvX0cNZ2qYMd1pz8PLG5dCBGEbcgxMShhsff+xeeOEFd+TVI27vnr3hSqtqegmb5k6rTQs85f+2nN0S9Fmru91/40ajsmvXrlA+8k2rvuOJCn70AE888URVjTfscE8PQH49eSrPvtVPCnVHGbyhu+tnrzvyQ53GQm9w3733hR4m6ReHq3e/IkR45plnHIDFQkWYUBDA+dljP3O+RTLnUPgD/psb0typ6Me2P+ZiQqEnzb2qMHFDd844FAMwIzDDI2iq/0MbE1pmf/Q9TFV3MuR9a+9LOoXnR7Y8EoYDDAFMKJvlza742z1XvkcJ8tJwmNRzpz7wg/xgRn0YwQwL0zHbFYzQgYHfu/be6pwD/QyVTCdD4gsXL7hjrx4LYSAKdY7BJ4VybPQ4oxOyG6njcJAF3ehJ84/Dpt2vCBHm6hHIKC0EhaJyYqnnTgXQoibDJ92pVCoklril+vULvw4VSQtDxTA2jQV/8oWeZ3Y9U604xq6MYWOxSo/daHWp1CsfX4mdw/19980kAoaBAdDCk296BYT00MPYGuMAl2TZn9jxhHv//fdnuNNanzl7psb9t8d+G9J468xbbmpqKqRh/2jZLV1zm+1qeNLqk08z8FgHvTt+CPmBeGBKq27CHIJ5EjhTj/SMa+9dW5NvwpI/wmz0toIOMON+PrIiRJirR5hPAeYblpY0zUCtUgCc4c5Pt/zU0cImiYA/wFNhdNVXTlwJWaDSrbuvlycMmpaLIRo6TKg8ns2AzJ2rtehULKs66ODe9BCXYaH1FhDYhhmxnrnuMR4+T+54MrSox44eC4sY6H/ooYdCdPzn0g9eN67fCLiBFXkGF/TEPQK6ILGJ1QmGjkBySPDQxkraxEfQHQv5uf7FdberrzLCoDcAD4aO1HWjsiJEoEegQmMBmKTUG5tm5R6nZ4DjtueFPaHl4f6RRx4JgMb+tD5WYbjPBjgGasM+KpcKMr0YMx/iM5aGWLFQyeQFw0eoZHqjj/08wAyHuLS0DOmIHxsKfgwr0iTGEOwZfmG0GB91wzOfWAj35sk3ZyUacclnWOXx92HOcOJkKOOWR7Y4q2eGT6SFG2Luln9rVGgg6Gkp38t9L4ew4EmZ0eEn1O7o0aPBnX+UGWxsjmnYVQPUuVn2VzUpMOy2FszyZd27Peu6fAhQH3wwGoyTezNMywWGCTExdCb89YS4GCN6CG/CMA13BL80krEggHtsG6SH4GbxLW+kFYcNAaf/WZhVS4Q4s7oXAqsFgTtXS0aUDyGwkgiICCuJvtJeNQisCBFs/AYKYdbvx3oLlXgc2oiOOG0LH+sw/9jNwtnVxtBcY7G4XO0+qYc4cTzTFevR/fIjsOyrRhgIs33WljESViowBpYOmQwx+WFVwCZuv9z1y7ACYRMlIIrXo1lNQAf6kmKrNaRpu8rsqrKGHeuzTRjyxTo6S4h2tY2mWDf5ZuWGZTsmdywTIqxwkDeuCKsn6IwndOQ3nhCSd7+ZG8obIunfiiCwrETAIDE6DAlD5BqW8R5yYXv/zeE3g5GCBEaEIbMmzlIchs7SGhtBsfgzKcHw0A15YoFcGKGlyabRR1c+CuvjpE8arEqwG00aPGOUXPE3cmHY6DchH19c/yKkhyHH6aIPf5ZdP77iD615w4foEArCsBTIMierZOfOngu7q9/f+P1AGJYHY9JYerouPQLLvnzKEhnGjGFgIBinnRmyJVR2EGk1MSoMgzV2zsDQumKkseEBke0Uxz2FuROe7XxLA6OGfLZmTx7oAdjbQA/pmmDI9B5JgRSWF/ODbAhlIH/kG93cE558nDxx0rGjbO6soV98/2JY62dJkbCWL9Or6/IgsKw9AkWyjSm2/jF0egUbwuBPD8BmFZtWGAetKEaGGy2tGQxhTWi9ccfAuDfhmY9tfpl7fMWfPLCxVU/IZxjCTAegp4EksdADQDLISO/CsIm8QALSQKok8z2gCWnjz2abZOUQWNbJMpXOGB0jwphomWkpbZfUrsBBD4ABY1BsxhCO+UK8LU84a+HtDBBuJuin5YZADFEgHGN/iGW9CP4cY8AQjaQYL4JxI7TuEBNCcKXl5hxMLLhBWgjJh5YffTER0APhcKcc+EEWiJAsV6xb90uPwLISAUPg8BgtY2gtvbFgMGbMVlwzYMITFoPBYOlFzDgJizsfhhMYIQLZYsHILL2w9e6HQYz9bRhl+iwMcRm+IbGxGkm4kncMPxjwdGvPsMfSIi5hyL99cLNhE0ThZCbzBfJCo5DMN+Ely4fAshIhWSxaeYyHVtrdUeuLceCHwSE2cQ0P/h+GQwtvBm1haOkhh8UlDYyy3vDIDqhhsJYf0kZ4Jn3SwtDpyUiTe+Y49CwQFOJwgpIxP0MoyAIxCU8+zMhxC3Mj3xswN7DeBXfIL1k5BJaVCBgFQ6ONfhiCETEpDhNGXqTxqzU2V2D4gGESLrT4/uCYrRxhhAjxkycMMXhaffy4p6fgHkNFD/ppjXHjHjcTDBg3Jub+jbCQNq8WEoZ8o48lWPRz7gbjxZ0XgUiHYROkoaWHSOSTuJQB48ef4RnpQ2o7bEb6pA2hSEOyMggs+6rRyhRz9aUKiRAZ/+qoGxFhddSDcrHCCCzr0GiFy6rkhUBdBESEutDIo0gIiAhFqm2VtS4CIkJdaORRJAREhCLVtspaFwERoS408igSAiJCkWpbZa2LgIhQFxp5FAkBEaFIta2y1kVARKgLjTyKhICIUKTaVlnrIpBbInCac3x8vFqwkZGRmmfzwH1iYsIe3elTp6v3aTeE57MYGRwYqOZlvDzu4k+a3kbTRK9kaRBY9lc1syrGH7xBt7a2upbWFtfe0eHGRkeDwZlb34EDISmMx+7HxsZcuVyeNQvjwf8O5zpnDTarZ2fno+7IocPuZf/FAgOR8V7wBHtud6/r7KxVXi/NsdExd/r0qWpaIyMXaki6bbt/j8F/JItHIJdEwLi3PtoZDOqSN5bvlkoBib379rkjhw9XDZ+WuNTWFt4FgCDWoh70JKE36erqdl3dXTNQhFxpgr5h3xM9tbMnzTu4HTxw0PV6Y8fgJycmXXd3d3CvpxPPCR+uvaM9hIv/0ZNBqrQ8khdIJiLEiC38PpdE6Jo2Lgxl+J0hNzpW6Q0wCmv9gaS//7hraWl19B4Yb4snwz5PFmTkfPpQatQTC0kzMIx5yncWjQj64yFZbOgYMXkzoaVvbaFnu02Gnp07wzO9GMRNk97e3WnOclsAArkkAsYxcG7AMdTo8QZOq4nR9R+vGNc2/9ojPzEFYSAKLWqb7xkwQHqC0nQPkobXJa+b3iNNcO/p6UnzmuFGmvQIJqW2kh++VUjGfUzY571Bozt2s3iUz4Rwr0UEMnddF49ALonQ6lv57se7XYdvQcveuMvlyiSyVGoLBLCWuM0/+zdAveG3BaQwzpf27XevHD7kCVH2brXNO0MnwjCcsl5koRBDVnoFE/KbJoSBGOSRSfPM+cO4dz8folIuG94xL2pvv92DpOmWW+MI5HLVqGI4pdDiMh6nFeeKEdFTmDH19/e7yckJh1HSC9DqMnZPWxWitxgcGAy9CPEJE69KASlutMpzSSCiZyB67FP+BOLNlNd9Hnt37w492+vH+2uGU4RmOAYx+cBbrswpaAwk2SGQSyJQfIyauQFG9/B0yzg4OOB2Pr2zig5fB8kEGhIwyUUwTBv/QygEEjAO7zt4IDzzj3gH/Q8XxmQgLr1JI0KPk/zE8cg3aTJ3MZIyNPqNn2zHaVJOIxPGz32rJ4eVJ9ap+4UjkMt3lmnhT586NaPUjMGZcDIkouU/7Jcw6REwHpYaMarQ0vslUvYTDh05HJZTaYkhQXLuAEH2e0JgoPFEdkbCkYOtGiV1ka4Nt8gfJEhfSr1NSpZ6bShEEkyqOzu3htQmJyfd1q2doSeJktftAhHIJREWWNYQDeMu+9aa8TXEyFogadrYnXQnPCnxC0Mnn3C99PGv55d1fqWvgkDhiKCKFwJpCOR2jpBWGLkJgYUiICIsFDnFayoERISmqk4VZqEIiAgLRU7xmgqBu/JeGlZjWGJkKbKesFTKUQW72jKmhSd+56OP+nNJ6evztvTKak7aMe7O6QOApk/X/CGQ2x4BAjzdszMcXmM5lHX55/0OLbvDsWDkbEBxlMEOVCR3jTF02zyzXdyyP5PEDm7Y0Z1WyNkhdrE5LmGfNr8pFx+liNOe7R4ysku93x/54Mh2LP1+XyMpyTCUP0lK8jE0vXFo8Xm2M07mRrx40w539lySkuaWljewj4W8JfNb2fupfRcky/yaPcT5mM99rnsE1trtHBGFjg+58Wwt+O/9mX6MznaO6T2oKNslRg/3XG0Nn3cEIAGbcbGwycUxDhN2j+M84G6bYHZK1sLalTQ4Qk2+EAzONvra2zvCjjRGwr7D37xRbfMHCLnHrXWN3xT0Vzb4bMPN3sdAF+TF0OmleEdjwm+8IexEoye4+fTJAwcSH/Z6Jm5O+I3HyUCYMb9bH8jPIS0vlo9JH55yEi92oycN56QS+eWkr+WXNNFJXPLGzr6dn+LcSN38+nDkh3iVdM9X9CTyS5k5gGllreR8fv9zTQSOVsSH2aw1pAIwBN5NQNg5Dofppk+dsqnF+wyQAeOgF+EY9N79+4LBxL1ADCdHMtiNTgpDqlg4DVvtfmKP6XsIF58iZfcbIR4E4fccbDd8sn3Snfr9qUAUei4IQNnYWYc8nLJlFxtDsbNKlMM27vr9kY027w/5za3SI5TDuSrc0MOHcoQjKp4EGOofTldacHMDX9zW+PxzNISGh0YBN3pG8jfeNh7yOzw8FPJpO+zkjSMx7NLb+SnrNZL57fB5Qn8gu29ohofowcp+eLszlJW8Dvu8WH5Jg6Hv492PTyM8/0uuiUArYEZE0enuOXZAJQaD8a05XSagYuwMpTiOjUAiKgDB6JLdO+4MX2jdOXcE8FQAwwx0pL1oY8eo7QwTOuoJZECfDeWs52HoxZttpEMYG46h+4InOK0pbrxngWHwYhJxObbBtcX3GCaQgwYAQRdCeIyGtCkH7rhxLovyYly4jZ0aCz0WBmxu9EAQmJ7E9FEH9KaV4+7dM/JLnsgveNP40NPiRvzQ0/k8msT5tXqK80scPriRpuXN4i/qemsqf38fjn449corr0z1Pvfc1GuvvVb97Nu7d6qr6+dTn5Q/qZaKMFbCvd6f+08++STEMXeufX0vB79z585OvXv+3Sm7xmG4R8e7775b8yE/cbgbN2/U5CH24x5/PuZOGUiPZ/LG1XTGYc2NMFbG2M102tV08WzhYz+7T9MRu1k+TZ/54Z7UEadl4eL8mg67xjrMLdZhblwtLeqHeLEbz11dXcGd+/n+5bJHoCuMT5nSEoycP+8GBwcdb21Zdxy3EPQMNlmmZUsTG1ql+ZkbLSzdtAnjUsbA1hvgTj4YatWbIzBxHPKt6r7pHslaV+Jab8KQBYn9zM3C4J/mZnEsHM/mZlfzq6cjTa/FMT/imj5zi9MyN4tHeLu3a6zD3GId5mZXwtOjILFbcFjEv1wSwYDCuDFeumcmfb29z9WFgjF1/GPeVoEWgXE5cwPG07MJQ5NYMGomm7HM9RYbFUm+GY4xxPmbH9LZMC3Wo/vlQyCXh+4YS3Jun5f2mSxiWIzlmQRiUNZiACOrRUwUGRP39laOZjMOj49doy8YtL8yTk4KvUCydceQ3/bzDuLGupJxZ3smTQiZ1oPNFk9+2SOQSyJkD4M0Fh2BO4sOgMovBEBARJAdCAERQTYgBCoIqEeQJQgBj0DTEIHVG4kQWCgCudxHoLCswXM2h6VHO4iGu23icB4HIRzfG0Q4W3a1w3YhwPQ/zr1wsC0pHK+wPQeWYjliwFItew4cF4iPSMx2FDypl2f2QcgTx0FiwZ3dv+SyKscu2ESy/BCH+IRPusf64vvZ0kzLSxzX7i3NZL5xj/Nm4fNwzSURqEzOr3CmiFOOHNIa9uv6W/1+Al+YVTlfUyEClcBZGSqJMFztKDF7EEYc1vTjg3DE46tZOJVJ5WL8hIEMEIazPZyfsT2EtLNK6KgnnJPh+DgnN4lL2qTDPZtsnKHq8CdROSdFeXGnfOxqp7mzqWiH1+ZKE3++I8k28fj2P/ZkSDN2T9MT5yV84fL01+Bw0PHgwYPhzFK8j5OmYzW65ZIInGKkEjFwjJsv7sVg2PXFYG3zy+4xOjtlaq02rSsfI8JclYNOvjkPkrE5xzOVz1EJ3neIhWPVHBqLv7c09oeM6IiJF3a2vTEidvQCA/25T4/Nu3hTDzJS3sN88/e0IWKgGGZab4dO/OM07eg3fuy4G2aQn8OLyd6IcAhfXmxp0jDwfbMcaxm5MOK2bdtWCZTD/7kkAgaPMbELTGVAisrx5aEwDLJ6GPLHJjhfxElRhjEYT7W18keNky+nYNixECcWWkuGRCVvKCaQIBzb9oZtwtdPzjVEeM7vcpvQyjOUI30zSPxopTFghiB2GpNnyo5ANDNYzk+lnYgNAf0//OlRTPjeWBqCQFbvjk50U2bTaWHja0wSGhEbrrFrbz1tHD4v97mcLNNCcsSCoQXDk/CizPSLJLxpZm9WHfJHdfFnjoCB8XIJvQOSnA8EQ/D6MEr7JCuROPQyHDk24cWUKrmmHeciAf42h2FuApGSOlBFONLED+PEUBki0SIjFgcC2XeoBo+Uf5QpFnvJxtzoLfhRkjl7yGmcLd5cZbVwq/2a2x4BI6B1oiIgBr0ErR4tmrWqGD1jZ4zcviae4QSVDinit2fQY/Gs0viKRZOQlu8R+HGRoZbK64/oxZCTLTH60TebUWHUDGU4o2+H9IiDThOMt7Vle3gMBPQ9nA1LLAxlvOnJwpCI+OiNf3uBcIFInmz22w+40ZOG8B5Dhpjgx4dGhFaeMvB2WCwsHMT5i/3yfp9LIhjoGAEGwAsrGBNHsWPByJgbxAZJF84EGMIkDTiOm7wf9UetGaJgICacGrUxOS21Cbon5iAC36nK227xMAT9GDwGicFh1LhhmMwhLC1Lh/LzwyX24ye4s3oUHwm3sOgjvAlGTk8JZny1PsM5JEyY/cs99eY3vIUGBpCL+VGWR6EtbytxzSURqFRWjagMjIQJJVdOnx7yrSz+oXW9OREqC4O1CSHufHg5v9O3kibEiY0Z97hHYKWGOQlGxiQWY022mKYr2bOYu11pjXmP4YAfxpnY19pjZOind7MhEPMfnnf7SanJcT9pHUWPz/fu8xV3Vs9sJcjC2ZUyM0dioo3QQEBC8kovSZroMneLl7xCECbUkAqdvE1nwnNeJZenTzEkWqN6wvuzVPCQHzJ1dHTUtLq40bo6/xMiccvJECdpRKwS0dNQwbEuWupTfjy9078qiYFiFPGqTr18yX31IpBLIqxeOJWzvCJwZ14zrnwLgSwREBGyRFO6couAiJDbqlPGs0RARMgSTenKLQIiQm6rThnPEgERIUs0pSu3CIgIua06ZTxLBESELNGUrtwiICLktuqU8SwREBGyRFO6couAiJDbqlPGs0RARMgSTenKLQIiQm6rThnPEgERIUs0pSu3CIgIua06ZTxLBESELNGUrtwiICLktuqU8SwREBGyRFO6couAiJDbqlPGs0RARMgSTenKLQIiQm6rThnPEgERIUs0pSu3CIgIua06ZTxLBESELNGUrtwiICLktuqU8SwREBGyRFO6couAiJDbqlPGs0RARMgSTenKLQIiQm6rThnPEgERIUs0pSu3CIgIua06ZTxLBESELNGUrtwiICLktuqU8SwRyOVvqGUJwGy6BgcG3fDwcPjVydnC5cGPH1B85dArecjqiuRRRJgD9r379tb8BtscwVetNz8AKKmPgIZG9bGRT4EQEBEKVNkqan0ERIT62MinQAiICAWqbBW1PgIiQn1s5FMgBLRqtMSVPTEx4d4efNs91fOUGx8fdyPnR9zE5IQrl8uut7c3pD48NJyai23bt7nW1tZUPzlmi4CIkC2eM7RhyDcnbrqxsTE3MDDguru7g3GXSqUQdrw87kbHRt3OnTtr4kIY4nR2dta462FpEBARlgbXGq3W8uM4NDQU/Ogdenp6XGtLayDG6OhoMHw820ptrtRWIUoIrH9LjoDmCEsM8cjIiHtp/0uOK73D5MRk6BW4tre3V1On9ae3gDTl8XLVXTfLg4B6hCXGmaENwx+Ea9+BPvf87uddV1fXjJTpFZg7MK+QLC8C6hGWCW96hPaOdnfk8JFAAibM9AImNnfgOTlfsDC6Lh0C6hGWDtugmbkAk2EOvTEUYpLc0dER/Gj9mSNcGLlQkwtIQ7y0XqMmoB4yQ0BEyAzK+opo4SFAMHA/PGJFCKGHaGltcRzsi+cL+DE8gjyS5UFARFhinG2ZlGTCUmjKamjaXgFuae5LnN3CqtccobBVr4LHCIgIMRq6LywCIkJhq14FjxEQEWI0dF9YBESEwla9Ch4joFWjGI3EPed9OCjXDKKzS7PX4h23pm5NzR5EvkKg+RHQ0Kj561glbAABEaEBkBSk+REQEZq/jlXCBhAQERoASUGaHwERofnrWCVsAAERoQGQFKT5ERARmr+OVcIGEBARGgBJQZofARGh+etYJWwAARGhAZAUpPkREBGav45VwgYQEBEaAElBmh8BEaH561glbAABEaEBkBSk+REQEZq/jlXCBhAQERoASUGaHwERofnrWCVsAAERoQGQFKT5ERARmr+OVcIGEBARGgBJQZofARGh+etYJWwAARGhAZAUpPkREBGav45VwgYQEBEaAElBmh8BEaH561glbACB/wedGBJW+anv7AAAAABJRU5ErkJggg==" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p>点击返回，回到首页（逻辑不变）</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177418" name="签约成功后，发送签约成功的通知">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29415]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p>文案里的时间同签约详情页时间一样，是签约成功的时间</p>

<p><img alt="" src="data:image/png;base64,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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>点击该通知，跳转到签约结果详情页</p>
]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177422" name="签约结果详情页，增加起始时间文案">
	<node_order><![CDATA[1003]]></node_order>
	<externalid><![CDATA[29416]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>原来的签约详情</p>

<p><img alt="" 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" /></p>
]]></actions>
	<expectedresults><![CDATA[<p>修改后的签约详情页</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>自YYYY- MM- DD XX：YY起</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，是签约成功的时间。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p>上线前已经签约的和签约中的用户不需要显示起始时间文案</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177427" name="港澳台" >
<node_order><![CDATA[3]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177428" name="港澳台用户以签约成功为准">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29417]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>港澳台签约成功后，需要等待签约状态，以三方返回的签约成功状态是否在当月为准</p>
]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p>点击返回，回到首页（逻辑不变）</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177432" name="签约成功后，发送签约成功的通知">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29418]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177435" name="签约结果详情页，增加起始时间文案">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29419]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p>上线前已经签约的和签约中的用户不需要显示起始时间文案</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite></testsuite><testsuite id="177439" name="我的绩效页面" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="177440" name="公司比例" >
<node_order><![CDATA[0]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177441" name="公司比例还是根据当月劳务和签约总共的上海和银川订单统计">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29420]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>当月只有劳务模式，有切换过公司</p>

<p>上海劳务订单80，银川劳务订单20</p>
]]></actions>
	<expectedresults><![CDATA[<p>上海80%</p>

<p>银川20%</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>当月只有签约模式，有切换过公司</p>

<p>上海签约订单80，银川签约订单20</p>
]]></actions>
	<expectedresults><![CDATA[<p>上海80%</p>

<p>银川20%</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>当月有签约和劳务，没有切换过公司</p>

<p>上海签约10 上海劳务80</p>
]]></actions>
	<expectedresults><![CDATA[<p>上海比例 100%</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[4]]></step_number>
	<actions><![CDATA[<p>当月有签约和劳务，有切换过公司</p>

<p>上海签约10 上海劳务80 银川签约 20 银川劳务30</p>
]]></actions>
	<expectedresults><![CDATA[<p>上海（10+80）/（10+80+20+30）=64%</p>

<p>银川 36%</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177447" name="基础绩效和总绩效" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177448" name="基础绩效根据到账时间入劳务或者签约账户">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29421]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>医生当月有劳务和签约</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>医生在<span style="color:#e74c3c">上海劳务</span>的时候入账了一笔100的患者问诊费用</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，该笔钱会进入到<span style="color:#e74c3c">上海劳务账户</span>。</p>

<p>2，到账后检查医生收入表（t_income）<span style="color:#e74c3c">上海劳务</span>账户金额增加是否正常。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>医生在<span style="color:#e74c3c">银川签约</span>的时候入账了一笔50元的诊金</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，该笔钱会进入到<span style="color:#e74c3c">银川签约</span>账户。</p>

<p>2，到账后检查医生收入表（t_income）<span style="color:#e74c3c">银川签约</span>账户金额增加是否正常。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177452" name="基础绩效和总绩效包含劳务和签约">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29422]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>基础绩效和总绩效的统计：</strong></span></p>

<p>基础绩效=咨询+诊金（含收款码）+门诊预约+平台活动（邀请同行、新医生认证/购药、抽奖）+补充问诊记录+历史绩效+<span style="color:#e74c3c"><strong>基础诊疗服务绩效（新增的）</strong></span></p>

<p>总基础=基础绩效+综合绩效</p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>当前月份只有劳务</p>
]]></actions>
	<expectedresults><![CDATA[<p>基础绩效和总绩效只统计劳务的</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>当前月份只有签约</p>
]]></actions>
	<expectedresults><![CDATA[<p>基础绩效和总绩效只统计签约的</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>当月有签约和劳务</p>
]]></actions>
	<expectedresults><![CDATA[<p>基础绩效和总绩效统计劳务和签约的和</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177457" name="综合绩效" >
<node_order><![CDATA[2]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177458" name="综合绩效根据最后一天最后的模式，进入到劳务或者签约">
	<node_order><![CDATA[0]]></node_order>
	<externalid><![CDATA[29423]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>医生当月有劳务和签约</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>医生1月最后一天的模式是<span style="color:#e74c3c">上海劳务</span>，没有再变过，2月6号<span style="color:#e74c3c">综合绩效</span>到账后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，该笔钱会进入到<span style="color:#e74c3c">上海劳务</span>账户。</p>

<p>2，到账后检查医生收入表（t_income）上海劳务账户金额增加是否正常。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>医生1月最后一天的模式是<span style="color:#e74c3c">银川签约</span>，到下个月凌晨之前没有再变过，2月6号<span style="color:#e74c3c">综合绩效</span>到账后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，该笔钱会进入到<span style="color:#e74c3c">银川签约</span>账户。</p>

<p>2，到账后检查医生收入表（t_income）<span style="color:#e74c3c">银川签约</span>账户金额增加是否正常。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177462" name="综合绩效的扣税，根据最后一天的模式扣税">
	<node_order><![CDATA[1]]></node_order>
	<externalid><![CDATA[29424]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>医生当月有劳务和签约</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>医生1月最后一天的模式是<span style="color:#e74c3c">上海劳务</span>，没有再变过，1月的劳务基础绩效入账已满800元</p>

<p>综合绩效有1000元 2月6号到账后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，我的绩效-绩效明细里的综合绩效入账为 1000，扣税后<span style="color:#e74c3c">实际到账800元到上海劳务账户</span>。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>医生1月最后一天的模式是<span style="color:#e74c3c">上海签约</span>，没有再变过，1月的评级为<span style="color:#e74c3c">A</span>（按4.5%纳税）</p>

<p>综合绩效有1000元，2月6号到账后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，我的绩效-绩效明细里的综合绩效入账为 1000，扣税后<span style="color:#e74c3c">实际到账955元到上海签约账户</span>。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177466" name="切换过公司，综合绩效根据分配比例打入到各个公司账户">
	<node_order><![CDATA[2]]></node_order>
	<externalid><![CDATA[29425]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><strong><span style="color:#e74c3c">上海劳务基础绩效 80，银川劳务基础绩效90，银川签约基础绩效10，上海签约基础绩效30</span></strong></p>

<p><span style="color:#e74c3c"><strong>上海总共110 银川总共100</strong></span></p>

<p><strong>先统计上海的比例&nbsp; </strong></p>

<p><strong>1月的上海比例为（80+30）/（80+90+10+30）=52%，银川比例为48%</strong></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p><span style="color:#e74c3c">医生当月有劳务和签约</span></p>

<p>医生1月最后一天的模式是<span style="color:#e74c3c">上海劳务</span>，没有再变过，</p>

<p>1月的劳务基础绩效入账已满800元；</p>

<p>综合绩效有1000元 2月6号到账后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，我的绩效-绩效明细里的综合绩效入账为：</p>

<p>综合绩效（1/2）&yen;520 （上海劳务）</p>

<p>综合绩效（2/2）&yen;480 （银川劳务）</p>

<p>2，扣税后实际到账520扣税20%后（<span style="color:#e74c3c">416元</span>）到账<span style="color:#e74c3c">上海劳务</span>账户，480扣税20%后（384元）到账<span style="color:#e74c3c">银川劳务</span>账户。</p>

<p>3，检查t_income上海劳务账户余额是否增加正确；t_month_income劳务税前和劳务税收增加和变化是否正确；t_trade_log该笔订单该字段employ_type是否为劳务，税前和税后金额是否正确。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>医生当月有劳务和签约</p>

<p>医生1月最后一天的模式是<span style="color:#e74c3c">上海劳务</span>，没有再变过，</p>

<p>1月的劳务基础绩效入账已满3480元；</p>

<p>综合绩效有1000元 2月6号到账后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，我的绩效-绩效明细里的综合绩效入账为：</p>

<p>综合绩效（1/2）&yen;520 （上海劳务）</p>

<p>综合绩效（2/2）&yen;480 （银川劳务）</p>

<p>2，扣税后实际到账520扣税20%后（<span style="color:#e74c3c">416元</span>）到账上海劳务账户，480扣税16%后（<span style="color:#e74c3c">403.2元</span>）到账银川劳务账户。</p>

<p>3，检查t_income上海劳务账户余额是否增加正确；t_month_income劳务税前和劳务税收增加和变化是否正确；t_trade_log该笔订单该字段employ_type是否为劳务，税前和税后金额是否正确。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177470" name="如果上个月没有收税，综合绩效打入到老收入账户">
	<node_order><![CDATA[3]]></node_order>
	<externalid><![CDATA[29426]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>医生12月是老收入，1月6号打综合绩效800元 时</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，打入到老收入账户，检查老收入账户的入账金额（增加800元），是否正确。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177473" name="签约税点" >
<node_order><![CDATA[3]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177474" name="签约的税点仍然根据整个月的药费决定">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29427]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>医生1月上旬为劳务，药费达到了7000</p>

<p>1月下旬转为签约，药费为1000</p>

<p>1月份总药费为7000+1000</p>
]]></actions>
	<expectedresults><![CDATA[<p>医生1月份签约的税按照4.5%纳税</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>医生1月上旬为劳务，药费达到了7000</p>

<p>1月中旬转为签约，药费为1000</p>

<p>1月下旬解约，药费为1000</p>

<p>1月份总药费为7000+1000+1000</p>
]]></actions>
	<expectedresults><![CDATA[<p>医生1月份签约的税按照3%纳税</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177478" name="绩效明细页面" >
<node_order><![CDATA[4]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177479" name="绩效明细页面点击可以查看绩效详情">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29428]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>选择某条绩效数据，点击跳转到详情页</p>
]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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8qyZct0nteJ5rWhd9w744wzpHnz5g1CoMnI8I9//EO2b98uCxYskPz8fHnhhRc0YSh3t27dZOLEiTJgwADNdI8ePeSPf/xjbcKnT5+u53feeacUFBTUuttJaiPw7rvvysMPPyy33367vPrqq3L99ddrhiDH0KFDZeDAgfLrX/9aiouLZfny5XL//ffLk08+KWvWrFECuHl08u9//1tJFAuJrl27yoYNG/S3ZcsWjSeWvxO5NRkZrrzySmUomfHy5ptvqttZZ50lI0aM0BmXL774osyePVs+//nP6/UzzzyjszBLSko047/73e98cDumKAIzZ84Uantm1z7yyCO1JPDZKSwslJdeeklef/117QWUl5erIv/gBz+QYcOG1c5G5qvx1q1bfbCo48aNG9WN2csQqKKiQvr37x/l70QOTUaGWM3Yz3/+c/nJT36iaVm0aJG0adNGawO6RrQSdJ3mzJmjTeevfvUr+fGPf6zkOVHizT25EfjFL36h5Ttjxgyt8CjPEwmtwty5c7UlQHfoEiG0GI0ReiMdOnRoUNAmI0NkKmB9Tk6ODB8+XG+999570rlzZ60taBq/8pWvyKpVq6Rfv37aRL7//vvy2GOPRUZj1ymEAOU3cuTIeqf41ltvlb/+9a9y0003Cd3syy677Liwubm58qlPfUry8vJirv9o3769rj2he45u+bHGcZHUcVGv9QwNZVjweWSKGp8uUrt27VTZg/c5p4lE+UePHi2DBw+WxYsX64zCM888M9KrXacQAi+//LLQj2dCHF0fuiy0/JdffrmOIVHsWAo7f/58Ofvss6NyyguV1atXa1ycxxJaFUjBuKMuYZwSOVGvyclQV4LsniHwcSEQiwz2nSFBpfGHP/xBB4mMiXg1zPG5554TQGd8xJsxBpGIHzfphf1LGgSMDAkoiieeeEK7d0TVvXt3jZEjr4whwJ///GfhjQlHCOLJwblJ8iBgZEhAWTz//PPCDyVft26dxsiR/jHjHojwzW9+U4mBG29VcLvqqqsS8HSLIlEIfGRvkxKV4GSMB0WHDCg33SLfOkAEvqGg+AjfXmgpIAT+TJILAWsZElAedH8QFJ8WAeXnlSJvxThCji996UvaSnzrW99SQvDWzCS5EDAyJKA8aBn4MUZg+gitBDW/n0pCC8E97w5peNVoklwIGBkSUB5+YIyS0xrw0Qg3zhlH8PaIcQKtAS0Ec6+YmMYbKJPkQcC+MySwLGgN/PiAaE92ncBHW1QNRICyifzoZi1DA0Gsy3uQCPg72XVdcdm9jx4BI8NHj7k9MUkRMDIkacFYsj56BJqEDJjuq2ve+UefTXuiIXByBBJOBhZU8CaloUvuTp7U5PaxefNm/ZjGBzU+rDGHnzdGyIEDB2oTz6CN1V5e/vSnPx1n85NFTYRHZs2aJR9++KGeP/TQQzo9mYv9+/frtA7iZfXXBx98IFOnTtXz4LM0oP2rNwIJJcOOHTt03fO1116rC3fqnYo08PjUU0/pa9T169crBqzV3bNnjyp2cFHLa6+9psrLkkYWNVFxMNXZKzHfJn70ox8J5OL7xLRp06SsrEyWLl1aO4d/3759upyW45QpU2Ty5Mm6DoBzllaaNA6BhJGBj0gUytixY6PeojQuaakVinn0rNwLtojvvPOOfP/73xeWL3p58MEH5eKLL9b14azsYsE7Cu9bEdaOYEihVatWMmnSJCUFX7GJnyWTrAC77777lFDET0uzc+dOXeLIopY+ffr4R9mxgQgkZG4SzTZrnW+55RZdhdTANKSld5QWax8sfaTW91+jN23apGu7OVLjswOSn9xHGCxGoOCsEmPhPJUMRMFCCAtlGIvxyhbrD1geYV0w13379tXzV155RcaPH5+WmDZ1phJCBhLJIuyDBw+mHRlq3jogR+7ectJyuHHPhVKYXyi79+yWUdJX9rouTPY/2D6rVI64/4dPqdA4Xs1+TAoXHp24V76nXAoWFsjuA9dJ4fhD7n6Z3CffltJNpXJ49GqpKdwmCy5YrARgpSArAWl9hgwZooRiTTlmdljvCyEYa3z961/X59i/hiOQEDKwJpXaiH7zZz7zGTnllFManpIkDZExIley/tztpKmb8afX5cjhKhkwsL+8/fY7kuM2eBn9qUsVk2A3qXTxLimt2SFLFi9RJR996WjJbNZM8vt1lOauJUH+8pMn5I5v3iF7lmfJkA5DtAVg7ThjBFqAQYMGKRnwCwGwNILYGzyFodH/EkIGns7uPhiGYkE3C7mLiooanahkC5hRFL2ZY2QaL/niZ7Qvv7e0Qj7/jbFKguziHCkY0E7e2rhQMI/z29/+VrtGhF25cqWOA8pmH53KnfefPJ2/xL031i2QdrOeFhbAV+2oEl5MMCD3rQJ+gsJ4wiR+BBJGBpKC9Qv6towfLr300rRqIU4GNa9UqQAwecLrUnYQ/eUvfym8WWOi3rPPPivf/va3a6P517/+Jbx5uvHGG2vd/AmL2b/4xS8KOyZVVlbqGyIm+MUSZsPytoq4MKoQaxfWWOHMLRqBJpmoh4k/vjfQfQqL8CqU7iG1NANhXqvSl0ehuY7cCgyLb4yxUOZIAT+/FS4DZMzqBNc/8MKitLRULY28/fbban6HN0lYk2M8YXJyBGJN1GsSMpw8KebDEPh4EYhFhoR9Z/h4s2ZPNwTiR8DIED+GFkOaIGBkSJOCtGzEj4CRIX4MLYY0QcDIkCYFadmIHwEjQ/wYWgxpgoCRIU0K0rIRPwJGhvgxtBjSBAEjQ5oUpGUjfgSMDPFjaDGkCQJGhjQpSMtG/AgYGeLH0GJIEwSMDGlSkJaN+BEwMsSPocWQJggYGdKkIC0b8SOQUDKw2ipSmDeOoSv/Y2FKpHCPxSksdokUrEicaJvTSL92bQjEg0Dcyz5RZBQWQfGx4YOwFy+mTVil1bFjR3Xj38aNG3XXdxa3sw4YwWQK1h0gxAUXXKAGs1gxxuJ3VnRhZgWzK1jgMDEEmgqBuLULRUdRIQTGrjCPiEAEL5F28HGHDBjMwt+KFSt0/TA2WjGeBQlYNolwhCzYDrIljQqJ/WsiBOLuJmEgC1uffiE6io+isx4X6datm9burOXl541p0fVZtWqVYA8IMmHmBCsQQWnXrp2uHWadMNY3TAyBpkQgbjJgzuScc85Rs4oLFizQhezYCO3cubOaRoQc3sgV4wWIgtAKnHrqqYLC00LQZQoujqc1YCG9Hy+wSN7EEGhKBOImA4lD4enOYB6FI10a+vcoOcqPktNSnH322bXKjbJjBoVBM+YVsVGKxQi6W4wTaFEgD2RB8GtiCDQlAnGPGejaMCimn08rgWBGHUL06tVL+vfvL2vWrNH+/pIlS6Rt27bqh7ECrQcEouvUu3dvHWwPHTq01gAZ8WJDCMvS6WSUTAGwf0mHgJmKSboisQR9FAiYqZiPAmV7RsoikJAxQ8rm3hJuCAQQMDIEwLDTcCNgZAh3+VvuAwgYGQJg2Gm4ETAyhLv8LfcBBIwMATDsNNwIGBnCXf6W+wACcX+BDsSVcqezZ8+WtW5PNKaLMOPWJNwIhLZlYGspfggbk59om6hwq0e4ct/o6RizZs3SHSfZyZItl5hhygZ+11xzje5GOX36dGHfMibxfeMb39A5SpHQLl++XPc/IyybI7KwB2Gy30MPPaS1NpP72N8skZv40RpcdNFFOmfKp6lnz55CnmglTNIfgYROx2AjP5QHpUeef/55Wbhwoa5w4/z++++XSy65RIYNGyYTJkzQtQtBiJmh+tWvflWV7xOf+IT89Kc/1RVu+GEjQAhx1VVXCZt8P/HEE8GgDT5H8SPlpptuinTS1XZRjuYQGgQaPWZgMz9aAXa2ZO9nuho333yzzkR94YUXZOzYsTJmzBgFkmsWADEz1QtK3qVLF7n99tvViRmqU6dO1bUPzFJ98cUXdbkoM2F/+MMf6j7TjW0daAmCQu0/adKkWie6S4wZWHpqEl4EGkaGvdVSPXNvLVpfKLxatm9dI899ebKct2OwXN3sEql+rlx+e/6PpJnb6JtzavjB63pL3w86S/WR8tqwBXOayXW5Y9QPjhcfOFvmzpsrZc1Wy/9kXyrt32gh1VIug/b2lPN3D5GKp7dFr3brki2ZbtPyWLJo0SLhhzCd3LcuKL3vCtFUQgTI8vjjj8eKxtxChEDDyOCAqX6rQuGpqjoiW9atl//pMUZWLlspV3a/VHa+tkk6duokreToJuL/WTBHtrnlnHeOmiA5u/NqwxJBp40Fum+0j6/zpkIZUj1A2q9tJcMzBh3zu79ChlYNlCP/2SfVeTX6bP8vUzJERvirhh0hwNVXXy10l37/+983LLD5Tk8EnHWLmpP93NLLKHHLMGvcGKHmL3/5S40bF9S8+uqrNW7Zp/rjntsQvObiiy+ucWuco8LiwP3vfve7tfcefvjhmltuuUX9u0FzjVsBp/eWLl2q8btlorV+G3riWoKoILiRfpNwIuB6C1F63+hXq6xJxkyMX9PMOW+FEMYRM2fO1Bq3T58+agIGwwGsirv33nvVH4Prt956S9dJ011hXDF69Gjd/Ju+++uvv65LRF966SU599xzdVlooqojvi/Qdbrzzjv1rRIDbH6+W5Wo51g8qYVAo1+t+mxiF2n8+PEyY8YMHTzjPm7cODX/4v1wvPvuu/X+xIkTxbUCcsYZZ8hjjz0mjz76qL6apS//s5/9TNdOz507V3hly2tZTNHcd999uiY6GJ+dGwLxIBDr1WrcZGhogjAXw+DaS0VFhRoFaNOmjXfSI2ujy8vLBXe+Y5gYAolEIBYZGjyAjjdBQSIQV05Ojv4i48W6hreMEXnPrg2BpkDAqtymQNXiTEkEjAwpWWyW6KZAwMjQFKhanCmJgJEhJYvNEt0UCBgZmgJVizMlETAypGSxWaKbAgEjQ1OganGmJAJGhpQsNkt0UyAQ90c3TMq7qV5NkTaL0xBoMgRi7fcRNxlsR50mKy+LuAkRYLMcpgYFxbpJQTTsPNQIGBlCXfyW+SACRoYgGnYeagSMDKEufst8EAEjQxANOw81AkaGUBe/ZT6IgJEhiIadhxqBuL8zRKHnPsBVVVcJHzX4GJfBX0aGZGXzKGfaxcQQSFIEEkYGFP/wwQNypNp9jXbKn5FRo5ua5+XmOVKI2+/5sCNEc13wn6RYWLJCjkBCukkQ4d3//Z2snTfzv5W/ax2OVMmvfv5ThddxwxGiWg5XHnIWLypDDrllP1kRSAgZNr0zTyqdlYtmmc7qBQ2D+8tqliWHKo9ovrFex+ylGvdX6T6DH3EmYEwMgWRDIG4y0CpsfHuubFv2rlTuxZZqjWzatEEWL1koZdu2Cta2S0pWScUBZ5bS+cX/oUM2uS/ZFMHSIxL3mIGxQH7nYjmENT1n3sXpupxySldn6yhLOnTsIFs2b5ZRo0Zpq+CsTurAOjMzQ8cQ2W4MUR/BGh/WuGPJ/v37JS8vL9YttfZHOLO7FBMec4xAIG4yMPOvYvcO2b1mpXQ6bbAqfaYbJMx8/VX5znfvlgfuv0927y6Xcz95nutGOVPB7h6tA+Gyj9onjkhS9CUW+DAF6WXlypWC1T1kyZIlujkK8WImH/P4XjAXWVRUJL169fJO8uCDD2oaMF6GzSYvWAW0GbgejXAe4yYDTUF+jz7SxY0T2g4YrIPk95YslsvGXC5z5syRr3z162pz9bTTT3fW8QodWUQyMzKlOmL6bCT8KLy33bpz505hzwYkPz9fbbcOHz5cbb0WFxere7Zj1lZn8RvBlGXXrl2FPR9oNbDKh2n8733ve3rfGThWcjnDyPp2q4fbr8GIoNCE+l/cY4YM1+UpGnae9P/cF6Rl+06utm8hmzZvlbXr1kqle3u0bs0a6dO7h3vNuk+BptVATtZ1Yb55ZWWlKjSk8teEY6cflHfZsmXy9NNPqz1W4vTbYNEasCvQZZddJtdff72eB7tS8+bNkzvuuENKS0u1VenevTvBTUKOQPwtg2sRqh2IjBUQanG6LAcPVui2Vj169JZzzztfunbrxtjajRnchzj3DSLSzOTR0Mf+n+5aEuSZZ57RXXboVn3yk59UN8YQbJnVv39/obszbdo07fJ4Mqxbt07dVq9erbvxtG3bVlsRDez+kT624Fq8eLG2DFzfdttt/rYdQ4pA3C1DVla2o4N+Z1MI27ZtI+edd54scf31ha5rs/Ddt6SgoFAVEA80DPCmmQt3MtnsBt+YsWcATrcJY7EIXR7eUqHE7du31y5R69ata6Nj+yxahSFDhmhaOKdL5AUT97QsuNH6nHbaaf6WHUOMQNxkoIY/ptiulXDTMHZsL5MWLVroFIzsFs3lmb9Nc4Q52j0C6+bNW5y0m4Ty33PPPXLDDTdo8XB88sknhVqfZ2ClmzHChRdeqKS48sorZfLkyeoX8/atWrXS8QLdI85xQwj7wAMPqBvdoxEjRsg777zjXgdv0vv2L7wIJMQkPW+HDrgxAYrGOKG0dKOak5//5ly5ZuwNMtkp8aiLR8lppw/Sj3E5booGtXpdQr+eQTKk8kItTveI7XDpNrFBCpucsB0VLQTpCMbLxz5ajKA17+DA3MfLkU1VGJybhAOBWCbpE0IG4EMRGSfwdVmV0rU5W7dslU7udaf2i5wfzMy3zMk9TmHDAb3lMtkQiEWGBAygj2aTGjnHKXpV8yr3erXSzVw94nbqKXI33WDZvfasT9co2QCz9IQLgYSRwcOmY4jAxyzvbkdDINkRiHsAnewZtPQZAvVFwMhQX6TMX9ojYGRI+yK2DNYXASNDfZEyf2mPgJEh7YvYMlhfBIwM9UXK/KU9AkaGtC9iy2B9ETAy1Bcp85f2CNTro1uVmxRnYgikEwJMGYqUepGhusrIEAmcXac2ApguihTrJkUiYtehRcDI8BEU/Y4dO/UpB5y5HFbmNURWriyJ8u7ji7rhHILx1+UvVtiwu9WrmxR2kCLzj5K1a9c20jnmNQSYv2C+jLxwpB77unUTWOVgjcXfn31WunZxhgvcWuyuXbpo+BUlK+ULbiETK/wQrH/k5LTUMMwKVnFLQWbNnq2nKD/pueiikdLOLW99cvJf5Qs33iDz58+XAxUH5eyzzjppWme7uLYTx0gXRz3zdTQh6fW/XmRgCnaqy4rlK5xyHJD+/fpLTm6O+OszzzzTrczbocrHfa4xeLZwkVtj7fy2a9/uuGtwePmVV3QpKjaZuL9h/QbpVtxN4+F60cJFauepX/9+8uprz7t7xfLKa6/pWr8t28pk+fLlMmbMZW4lXiupcLullrpVdpluxSBE6dC+g1S6FxZr1q0XTN2QHsJwroYQWOzkpssPGTJU0wyxIMShysOyy5nkufzyy2X+W29JcY+eUuMWW612BhkOuSn1pM+LGnRzF+Dw5ptvSv+BA+ViZ01k2rS/ybXXXuO9pfUxw1locesej8tjvbpJmc5sZCr/Sks3OUXZ7axodJL/c4YA5s9foMrH9axZs+U/rhY96KxxHDpU6WripfLCiy/KwIGnau178OAhvc81YfPcEtJct5S0Q8eOer1r12556eWXFR/uE1/HTp1UwUtKVjmFc4RxrQAK286txhs8eLAaMgBPlLqVW4nHWm2MHEAM3CAJio8hA/wj1157rRIjw1kHwUIILQMEIu3ejeuSVatk6NBhsmLFCr3v0xosP1oiJaBLA6QqLu7ulr1ulg4dOqR0OQfzeLLz4IpIz4h6kcF7TtUjNfj27du1RkbpNmzYIP369VNDArgj1MC4cR8LH9TeKDG2l6h933jjDT0nruAPpSMcNTdKTXzYbMLYAEtUEeLhxzOoiRFvwKybsxqC0hMH94NyySWXyIwZMzRNhA+K72qRFi/ExTV+OZJPhDx44fn8yA8//HFNfoNGE7z/MB1DQQYUFgVBSRGUZubMmaoAQXtKvuBRNPxADM4JH1RU3OnTY6rGd19Yi41CsxYbJSR+4qBFIDxhSAMKx7lXYoiAH//zaeAIsfDH0Y8h/H2eTbw8Iyj4xZ2WBSEc6fKCOz8shPCDCKSXeIKk8f7DdEzYGuhkBw2lRVF9jYrCICgKCoOioqQICoh/FAR3lEW7Oe6ca6+Y/pwjiuTJFozbx+OVkmt+48eP11qfsEEhHvr9kAmF94qM0vKhyBPMuxMvflFsnk/c5BODCrQskfHzrGA+Ce/zQ759HoJpSsfzWGugQ0OGdCxQy1PjEYhFhlB0kxoPmYUMEwJGhjCVtuW1TgSMDHXCYzfDhICRIUylbXmtE4GEkOHwf/dow8Q7wuDE75VQ59PreRO7qpik58e5iSHQFAjUazrGyR6MwV8sWfPKDhKwscgVV1xxsmB13n/NTV8gHojWxc3b4QgRMFE5YcKEOsMm282ysjJNe+fOndUMvv+qjL3YVe6Lcd++fWXXrl2KH3n1X0exQr5v3z41tsymLLhzxMbsQfe1mtfEfCDEojh2bgcMGKBZ52MfOHEf6d27t4bF9ixh/bcLdjrq2bOn2rMlPr5sN2/eXLcsxhic38CFMsWdTV+88Jp3/fr1+tWa+LimMuS7CdepKHG3DOyu8+lPf1oLgnfh/CgglDkegVg33nijvjMnnoFu/kxwO6rGxB25oAMFCkpd97nn7/Nhy7eCwfDBc+8XAkPqkpIStfTtKwv2huD5KA95/eCDD5T0bM9FWOLnh+FkFBbl9Bu88F2A7w2kA3eMJrO3HbLGzUWiTAoLC7UCgWSeXPjBnD9pQvk59xjQ6r799tsaB2QiXuTDDz9Uv3z/COaZ7xmQhXwQHxMKSR955ToVJe6WgdoBU/FsEcXHnltvvVVxePTRR+PGY8qUKdrlorCxxk3t1FjT8e+//74WEl24888/X7/S8iGNFodpFLPdXB/ST40K8TBTz9ZY1HKd3FwjanAUpEePHrpXBMpDzU2tDvnxy4/ano90nKMs1Mp8yCLtKC8m9MkL8RMHSobCE/d7772n4TC7z5dxlJd48E+6aSWoEFBgFJNncY5lcczuI8RFetnViLzQWqD0WBgnDVgy5xxC8UxaLVqbgoICfQ5KTYvBcxHcadHIq/9Y58nEc8gDBCettHg8k2tauFSThHx0e+qpp3RjwX/+85+1+yew78HIkSMbjcdzzz2nJumZmwPAFCKKS9Pf0G5S1QM7ZP+K3TrBrrx8t+Q5Bd+2bbsUdSlSRaFGq3C1M5Pvtpdtl9b5rdV4MpPotpVtk1a5rdxzW6ry7XUKiaKyn3XzFk653OS+SpcuDOyjXFVV1e6YKflOiSBJ61atpcwpR7X7YwLf3r37ar9i83WY8MQTFCyZZzllLHNdGtKEbNyw0SlYkU7K2+XibeNaFI67y8s1XS2coqO0ax2RmHDHPty5blYq6Yf0OhnPEai9uwdJ9+7Z69wPuBakTe3z9+wpV8IygdGTy6cLMnSgsnDpwrD0Xkewtu6auJUc7kha2ZKACY+QEskc4XZbvSr5TP3H+ugWd8vgwWL+PLUQtQr9Us6pNYL7K3i/9T2+7GaDUoOhfOz2iXJNnz69vsFr/WUOz5EtB9a57kR72bZ8vfTs5WaRrnMF1SdH9m7YocpfseuAZPbIkfIS1xfvVCgHKzIkv2OOVG/Klm2H9rgWoa0cckTYt/OwZOY71a7Okvx2hbLZ9cOz3S5E2dlZsscRCoWna1LYxcW9plIKi922vJtzJNsRJaNdrnTILnQWyqtl/8Yq6dA9R7au3y6tXP6otVu3bqUtxSlOqZmBemBtjaaJjFR3bC7Nuh/d4vfA+ippV5wj+9yxebN8ObBvv+Q6cjTvkC/9zh2klQYzU3v2aC+t9nWQfLfvXpbbEyNzY6606JwvWxw5i0YUya6166RljwLFqdp1zap3HZRDm9y2xEVZktn26HiDVgrF7jKil/o7fKRKWmTlyPoV26R9P5f+NZsdNj1l28pV0sldb1m7VYrdJjB+7z7pkjAV0+c35b+EpBSlp2/JLEh22pw6dar+xo4dq7VVYzLQ0dUy7OtGc/2sWwRDU79gwYLGRCUZZ+XKoZxsWZG9WaS/65L0KZTWZYdladlayT0tVwp6dZE9G6qd4hVI9uq27rqrrF+6VHZkbpQO57pa1invip2bNC3NmxdIoev20M3JH1wkmZvypY2rIemDt6oukNaODOuX7ZT3azZI3uACqSnKk/dnbVBlP+ecYqly+aFrtKd3tRzsly3bl1VIy67tZLnrhtF92Zrn9rS4oI/scsSTQa0ks3eB5n3XysPSa9hRxd258IiccmpL2f3+0bdsdF/Kc6ulcEg37c5Qi5/+6dNlu6utS0rW6STDDNeiVq3NlQ/3lUqzgc1kf7Mtsq/bYTll4NGuIIPH9lIoZR9USPuBPWpx3rvETfar3CFr5eg4pdy1RD1cV7HNucWyuHS15A7Mlaz+hdK2rFgWbVgleQPz9Lo2ghQ6SUg3iWaSPdb8mwT69RQQff14ha4RA0L67gzaeGvlm+B44/6owpMH3wcHKxQKxWegTBeNvj9CK+rvBcMwBqF/7ltZiMf4ARzAhn49cdD9ofWkHBDGA7jhj/i4h1/cEPr5dEF9vOoYkn+xukkJIUNI8LNsphECscgQ96vVNMLHshJyBIwMIVcAy/4xBIwMx7Cws5AjYGQIuQJY9o8hYGQ4hoWdhRwBI0PIFcCyfwwBI8MxLOws5AjE/QWajzl+5mPIsbTspxACsXQ2bjL4L6sphIMl1RDQCYb+y7+Hw7pJHgk7hh4BI0PoVcAA8AgYGTwSdgw9AkaG0KuAAeARMDJ4JOwYegSMDKFXAQPAI2Bk8EjYMfQIGBlCrwIGgEfAyOCRsGPoETAyhF4FDACPgJHBI2HH0CMQNxkwS4KFBi+znWW6oHAPsyoc8YsE/XAP8cfgPb3x33+E5ef9Be81xbm3HtcUcVucyYlA3BP1UF4s52G6BBMxWNfDNElRUZFuIMjGf+xRhtsjjzyie5Rxz4snCuGGDRumRGFPtNtuu62WPPhlN0r/DPYzI77GCiYxmWCIBTovEA2LCbiTPmyfYmaSa5uM6FFK72PcLQM1PkrOD0GRfGvAOUqLonGfcxTd1/6YjvQ1PQqOckIsSIFgCNf/8Mc5fnwY9dSIf9gWJU1BQeExy4hgE5Wp6f4Y9Gfn6YtAXC0DCoVy+50nOdI6cMQaM4oLMfyR2h7xxBk+fHhtS0JcvrZH2SEEu10SHoFYPOuzn/2sXsfzz3eBUHaMDSO4QQhMWZJeDGxBGpPwIBBXy4DSoPieDL7L5Gtub/WNa/zedddd+vNKT8tASxAkFP74IRCB7hPiiaYXcf6DBNiCDVr0xtIcrQFudKPwQ1fJEyfOR1rwFEAgLjKgxIhXbo7XX3+99u1xhxwoNrU5P85Ravyg6L475C0+458WwndhuE+c/ujd/ZFnNFQwpItZR8xVYv4SG7EIZh29Oy0CLQZjhlTdeKOhuJh/Z4g6HhBQVH7U/Cg3tTzilRylhwD4oYb3LQgk8l0h/PtwEIZ4fFeI7hQ1NUeIQnwcaVEaIyg8tk67OyvRCIpO+mgFIACWsPnRImBqnSP3TMKBQFy2VqmhqdVRdpQUpUaZ77nnHt1DAUVD8Tmi/NznGr++peAcYXyAP8LzBsq3HsQdFIjAWAO/JoZAYxGIZWs1LjI0NiEWzhD4uBGIRYa4ukkfd4bs+YZAIhEwMiQSTYsrpREwMqR08VniE4mAkSGRaFpcKY2AkSGli88Sn0gEjAyJRNPiSmkEjAwpXXyW+EQiYGRIJJoWV0ojYGRI6eKzxCcSgXpN4T5y5HAin2lxGQIfOwJMyoyUepGBjbtNDIF0R6CeZGiW7jhY/kKGQEZGRlSOrcqPgsQcwoqAkSGsJW/5jkLAyBAFiTmEFQEjQ1hL3vIdhYCRIQoScwgrAkaGsJa85TsKASNDFCTmEFYEjAxhLXnLdxQCRoYoSMwhrAgkhAyYewka9uIckzCYfeGcI+LtK9UFtg+HH8J5G0nE438+vrrisXuGQEMRqNd0jLoi9Yo/Z84cmThxoto8wlgY7tg8QpmxcYSpSUjDPZR50qRJal/JK/aECRP0MRAGPxgiI4wnAEaHEW+yEsvejRFMR2JHFUNiGBGLvOZ5mBEpLCzUdGNErKysrNZ/5DMxP4lxMvLIEXutsazw+edgxQ8/JSUlas7Sp8PHS3z8sOhHWjB76ePzxpB5lk+XT6cP75/j4/X5waiytyvr/drxeATiahkAesqUKWo+HqPCGP/yys1jKDSUG6NfQXfC8YMskAIF99a2aRl86wCRMCbmiYDx4QsvvPD4HDTgCmVFoTAb6e2o+mvMTnKO4nOf9HGNRT+uvRnK4OP8ffygnD7OoB/OuY9CQwRIgMKinMS7ZMmSWu+QgHSQBuIjDbh5ISxx8VzuER6/XvDLPdx9Wsgz1zzTpG4E4iIDUaPImH9EqbGYFxRfy/sWAeVHofEHUSAIYbHKhztW9oYOHar3vSU9/PAMCEU88Qi1LGYkURqUkxYANwQlosZGcTin9UCR/H1q1aBiEgb/KDjCfX+uDoF/xMN9/BNHZWVl4O6xU9LkTV/inx+CIhOOtCHEM2jQICWEOrh/EIXw5I/0YyaT6969e+v1iZ7pw9sxTlurKDQ/WgVvXzUSVG8/1df21GxeUHhvph43Pz7w9/0RUnEv2Lr4ew09olTUvigudlcjBUVaunSp5gel8+KVCcX0P/zGEmp174dzxPv1Cg8OKDAm8E8mKDjhvBAXP7AnjZx7IpI/WgWsjCNc+/z48HaMjUDcLQPRoqwoKoUTFPr+2F2NdMevV2zCIt7SdjC8P6flIA7fWnj3hh49Eah9vTKhrJx7pVq1alWtIqGAe/bsUYXCH9copv8FyRJMCzW698M5XSIISAvB1GHSQVy45+fnB4PGPPdpDN4kncRD2hHfpfJEx537kBJieH/BOOz8eASyjr9s3BVdnHHjxmmXh5reKzjdG4RWga4RyhxUek8IjA4j+IlsHYjbD64jxx4aqIH/GHCiXCgyBENpUSRfs9It4j7CPboZXJ+o5cOf79oQNpbS+e4OZAjW2CirD0s8COkiz4gPpxf//Yd//JA20kW6uYZcHIP5I3xkfoJx2fnxCMRteBjF98qPMtP8o/y+e+RbBdyCXaRYlrQZP0AYBs0IYwTi9AJ5MG3vLXh7dzsaAg1FIJbh4bjJ0NBEmH9DIBkQiEWGzGRImKXBEEgGBIwMyVAKloakQMDIkBTFYIlIBgSMDMlQCpaGpEDAyJAUxWCJSAYEjAzJUAqWhqRAwMiQFMVgiUgGBIwMyVAKloakQMDIkBTFYIlIBgTqNTfJrHAnQ1FZGhKJQKOtcNdUVSUyHRaXIfCxI1BTUx2VBusmRUFiDmFFwMgQ1pK3fEchYGSIgsQcwoqAkSGsJW/5jkLAyBAFiTmEFQEjQ1hL3vIdhYCRIQoScwgrAkaGsJa85TsKASNDFCTmEFYEjAxhLXnLdxQCRoYoSMwhrAgYGcJa8pbvKASMDFGQmENYETAyhLXkLd9RCBgZoiAxh7AiYGQIa8lbvqMQMDJEQWIOYUXAyBDWkrd8RyFgZIiCxBzCioCRIawlb/mOQsDIEAWJOYQVASNDWEve8h2FgJEhChJzCCsC/w8SmkHRz1JTMgAAAABJRU5ErkJggg==" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>收入绩效明细详情页</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，顶部标题：绩效详情</p>

<p>2，显示交易成功</p>

<p>3，显示纳税模式：记录该笔钱去向&ldquo;劳务&rdquo;或者&ldquo;入驻&rdquo;账户。不收税的不显示这一行。</p>

<p>4，显示创建时间：入账时间。</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>退款绩效明细</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，点击关联记录跳转到原账单详情页。</p>

<p>2，退款里面的纳税模式根据当前的纳税模式显示。</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite></testsuite><testsuite id="177484" name="账户余额页面显示" >
<node_order><![CDATA[2]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="177485" name="劳务、签约标签" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177486" name="当一个月份内既有劳务又有签约，同时显示：劳务和签约标签">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29429]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>2月是劳务，2月中旬变成签约</p>
]]></actions>
	<expectedresults><![CDATA[<p><span style="color:#e74c3c"><strong>即使当月没有收入也显示</strong></span></p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>2月是劳务，2月中旬变成签约，2月下旬解约，变成劳务</p>
]]></actions>
	<expectedresults><![CDATA[]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>2月是签约，2月中旬解约后变成劳务</p>
]]></actions>
	<expectedresults><![CDATA[]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177491" name="当月只有劳务，只显示劳务标签">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29430]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p><span style="color:#e74c3c"><strong>即使当月没有收入也显示</strong></span></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177494" name="当月只有签约，只显示签约标签">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29431]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p><span style="color:#e74c3c"><strong>即使当月没有收入也显示</strong></span></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177497" name="劳务/签约 税前，税后总收入" >
<node_order><![CDATA[2]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177498" name="当月同时有劳务和签约，月明细中显示劳务和签约税前，劳务和签约税后">
	<node_order><![CDATA[0]]></node_order>
	<externalid><![CDATA[29432]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>没展开前</p>
]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>展开后</p>
]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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8lPfnKq99/+9rdOv+c///lTx4MPPljapgZtsOLuu+8ej6jPx5X/O1mrrd93s9e21BuhjfbfCO/WtyEwhMBcK/jvfve77uKLL+7e8pa3dGeffXaXa/dfrmtyD92v027MvtDNN99chr/rXe/qPvShD02dn3TSSeVHHw2XXXZZd8cdd3Svfe1rSz//2Dkce+yx4+tFnLzzne/sLrroosFdCR0kGUH96U9/uuj2kY98pHvpS1862H+z+sDF3MjpJxC/K+S3hc9//vPjfrWsWZh85jOf6S688MK6azvfhQjMtYJ/5zvf6U444YRx4ArsN7zhDd0tt9wyNWWBfN11100dVvZ9IcGSgBk6D29BtGfPnhLccV51yyBy8O4HFlmSyyWXXFLE0vdNb3pTSToC33kS1r7qJZFJemQISvrg71xQh9QL9i984QvdueeeW9rX0mNR+kV+K7cHgblWcKvyWWedNaGhLfcsGlqtbd/3hf7617+WQLJa/fKXvyysXve6143POa9A8wWqr3zlK2UV//73v18c/9prr1346p25kCuY3vGOd6SqlAJJkEsydhdWcUEjKSbwJwZs8sIuAl8y8Lbq0sdOIYlHIlKvpKf+dJAc4InUST70zbUEgCQP+qetVLZ/dgUCcwV4nCAzEsB+TLviiitSNS6t7rbyfRq6Z+/3WeuaMyYwOGOtkxUpDnvAAQeUFY0zPu1pTyvOyXEFAKdXLoo4PqJPP8C1kUX2skjAJqjJqG9LJBg6CXIBTxfnbimitzH0C67asi0X3II6fcpJ+2fXITBXgNezsv0WrIL4+OOPr5uWem41FEiIw9aUe3J1gphjc3ZObvXm2K4XTfQQEIKMbnXSsbILErJtlekisFwr6bivyUZASmTZ0dAFf+RcGxKodCWT7F/84helH2xs7xutLgIbCnAr9ne/+92ycs8KbvfaQz+y2dK7b98sCZ4EKSeO83LcBJa6rJj6uq63mbbuiyKB4rD6CVS7CKXARtlR6OP2Yllb9Mznwx/+cOeWBJk7uSjBDTP34bDSF26SZhKCvnYESaLKYIdfVnb9Gu0iBHw2eR4ardh7L7300r2jRyVndh8F0N7Rr+2D7Z/4xCf2Otaie++9d63m0jZyzr0jpx33G92D7r3//vvH105GK9TekSNP1I3u1yeuczF6km3vn/70p1yOy1//+tfj8/5J+CtDt99++97Rilou6UMveo5W772jlbLUwweGs2iUCPbSZxb9/ve/n2rCcxSYYwzo1JcBMzrQi47pAxPnSGkOoczFNRl9jNWvhZH2RtuPwFwruG25lXnkOJ2VOD+wPfrRj554dtpW1RZ5GWRFsQLhP3K+su21+lhdsmrqYyusvt6aq7NaLYKsjLk/zS4CX6s33dLmtoE+Vkpt6ullvIM+fiRcBFmRR65UcOnzI/PEE08stxHsg+BFB9iF6rmkLmV2SLlu5e5BYK4A96OaLbkAr0mdv48jv5L7c9rQD2z1mH05H62I42DmkAnk8FRna5yA1+4QTItyUrwlj8iIbKXE0w9a97306ieYofE1r3nP8ZFM1ppftti24PRxO6E0TuJxvtb4eXVp/XYeAgfYRCxCLffmVvp+EvCDnHqrvuBby5H+8Ic/dE960pMWoc7cPDyH7vBGWU2/+c1vuqOOOqquWvq5N8U8G//IRz5yUNboFmaul00ktX1NIFZ4iWkt2g6M1tKntU0jsLAAx9oqvtbrjtPiJ2tagC8mwCdRXd5VC/DlYbsozgcuihE++xLc0WN/fkNpvbmv1x4Mt6rsv0O/VXKbnPkRWOgKPr/Y4Z4+suA97K0kTvrEJz5x6jVMuxG3FVsZVHRZ6/1q74PDaCt1WssWhx122EKS+loyWtu+IbCjAnzfptJGNwQaAn0EFrpF7zNv1w2BhsD2ItACfHvxb9IbAktFoAX4UuFtzBsC24tAC/Dtxb9JbwgsFYEW4EuFtzFvCGwvAi3Atxf/Jr0hsFQEWoAvFd7GvCGwvQgsPMD9RwKh+jx1rdw8Ag3PzWO3v448aPRyyKVrTX70rnR30003jT8i4EUIb409/elP76688sruBS94wcTwj370o92pp55a6j772c92Rx99dPkveSY6jS7w9V/1hDivFy36pH70rnKprvvfc889nZcvnvCEJ4yH6Dt6Z7rzXyDVfcOj7jseNDpJu7p63JCMetwyzr2We+ONN3Zf+9rXCh7mnv+YwVtsXj1F8POBh9E72cU2t912WylvvfXW8jScp8xq6uPdv05f9Xiyc22PISyC2zx9w18ZGX17DMmox7XzjSOwboBj6fHJH/3oR915551XjM6ZQr62ymDXXHPN+P1ifb2iqJ7RnPcDXdLQrl75qU99apwYwjv1RxxxREkyhx9+eAlosjy2ycHi9P/+979LwuGUX/3qV4ueT37yk4vs66+/vlynb+24tQzBIcA5Xi1DopLI6nHRcdGlYPnnP/9Z3hpL8jQfesLanJDgNn+J1iHw9Xf0g1t/ydh488PLG35JFtoRm3z7298u5zDTbs6+5KOMXdXXuME1vPGVlHzFhp/0ZWjPe+i1PYZkFEXaP/uEwLrvgwuk0Zc+SqAKACuMABC4Mr1r74Vbte+8887xiuqzTRyQQzFqP1ufccYZ3eWXX14cAN9TTjllaiJXX311d/7553dPfepTiwx8nOOZr7ySQQ8Ohwc9lPnQAqfNO+vGcTqyQ2R4j5t+5jEkA284GL9sgiccrdoSG33ohcxFQgyWbGD+Q9T/bJbrPaP3wWGhNOc+scP73ve+Um2uApEO8EqgshmiV3Cjj10HGfQP3pIk27BZqG5fT0bGtHLzCKx7D+496ay+sjRiSEeMro5T6ifA8m0wBkYCpE+My3H0EXTZ1tf9yIhzcIzoIbg5NgdUz8HIP+aYY8pwvIccX6AIiprISMDgp4/xtQxj+u+L1zwWeU4+fZ75zGeWuTsP3gn0yIMHmwwd6ZMyfAW3cZlz2pU+/hCCp+A2Lis2fGJzNg0PfQQynGodyfnVr34VlqWUsEOzZNQ80nd/Le2EJPbN0roBztkZjkEZ2LXtlC2fjF+TdnVDwVX3c84h9JMMGLTPSx8OgkyQM9QrrxUuicO2FqUsF3P+U8ugU51oIsOct4rIkrTgYtdAB1g71IdgR3e2gU19JPDSVxnbSaa+8VHzSj/JFF9JN8GdNlg79vX7IPPI2Iwdo+cqlYL7i1/8Ykn2mw3ydQOc4/jWuCBUug9nJJncylJnW+cCZMjB+sAzIifSl6M6HyIrDsqWkpNl1Rbw5MV5E/D6JygFSMirqEPOk51Gvhzal2GuZGwF2fqS5zZD8NIJ3g5b32BLR3X0gkEO865xiM7q4ay00wk+aVcal1ub3ALBWuJjW3jrE/5J5K7xY8O04ae9L0e7ZGWOtQz1QzLw2R8pwf2a17ym2Os5z3nOplbydQNcgMQQL3/5yycMCPja8TmDlbg28izjCLQkB44Xx637c3YOwhnw5DDGqc81+RxWn+wCrFLh54OD0VH9mWeeWcYmIwpuPNeTkduTWr9lnJ988sklcPEW5FZy+IQyR/NP8JhrjtSlf0rJAN7BfeiWQzIVxHgFX+NrmeqDVzDUDmfjsuthK7gH19jA7i+3RbWM8FLnwGt/JngIbj8sI58y20yQr/sren61ZSAO4pfPV7/61cUIVkQO6Jdbwc05OaNfUa0ozq1CVgCGrsmvspxRiW8mUvexRfXrOB4Of/7CU7AJcr/q+pLpcccdN3aIG264oew0XvnKVxbe+vpl+Mtf/nLR0y/OiE7OfQeNMw7JEPzmRUYdZLWOiz73CzgHFyjwMc/Xv/71RQ87KHYQYP4cCFOOAG/1Dvqacz9Agjd9n/3sZxds+ronuIKF/6+cbWDkV/Wf//zn3TnnnFN4w84nm+DNR2CE1Mc2+poPO+KpDdbkRIZvx7FfLcN9+qxE1dd5Fa9ty1/84hdP2fDQQw/tfMn4G9/4RsFynrnP/cEHjmMVYCwlQwlujsQJtDtnOMT5BJFr7X2Hm0e5/bUPbAW4QzDDTlDAGJYh9VZPyTQE84xJXSt3DwKeMTnkkEPKaj1La98u5AunnXbarC7j+rkDfDyinTQEGgK7BoF178F3zUyaog2BhsAUAi3ApyBpFQ2B1UGgBfjq2LLNpCEwhUAL8ClIWkVDYHUQaAG+OrZsM2kITCHQAnwKklbREFgdBFqAr44t20waAlMItACfgqRVNARWB4Gp98EfeuihztGoIdAQWBwCHhX2qPFW01SAex1wp/zndlsNRpPXEFg1BNoWfdUs2ubTEKgQaAFegdFOGwKrhkAL8FWzaJtPQ6BCYMMB7nXEH/zgB2MW3/zmN8fn9Yl6r5bOIq9C4vOzn/2s++EPf1hejdT35ptvnhjineNaxpe+9KWJ9naxNgI//elPOwfq264e2ce9bnPudVX2Yo/Yn31r29Rj2Ddj8HbdaOsRmPqRbZYKDMtQjMpYghKpF6TeTX7Vq141rrvllltKfan4X7/3vOc95fJb3/pWcRLvLfuYQXg/4xnPGL/oXzuS/kkWzkM+PFGTTy+/8Y1vLO9D609f/GtSL0mYw1FHHVU+XqFdX/NAL3rRi8bv4+pLF19ACS88Pve5z031LRWjfzYqI+MWWbJPAhLOwTC2805/PtIgSLWbJ0owvvnNby7XsMHPhyAd+sFKANfv+esXHmTmvXRj+hSM2Av1r9MfvyR1XzRhG1Tbi13YJzz6toVD/CZ9w185S0Zsr8/QOPU7neYOcMHAGMBwvPCFLyxzE8hxFBWchTMwLoNwJMEQQ+qj/hGPeMQ4aBmAcRhBkGtnMOcogY8nA+s7RHRkeIFPD7L75BvndMGfXmTrZ05x6A9+8INFB7x8WUQ9Y+NJfs1DUqEf3ULqjIkMweCvE5HBASMjYxZdwtARW9CxbzsyzfH+++8v+udLPb7S0reXvuZId5ghdsDXgbThYd7rkT74wcZ4+PYTNh5sBEt94c5WdiK+Ha+eDukTHjXuzvno29/+9tKXbbLQRMeMJ+NjH/tYSWJ2PbE9GWTjsdto7gA3YYaP8bLtM2GTB44s99znPrccjHDVVVcVo1vZBV+IUTkeh7ACKBkLMZJrcsiL8xhz7rnnljb94lzOQxxE4NBBsrjkkkvSNC7pkTko87dJuofMBdExRj399NPHDmZceNCPw2dlMS4Jyrl+5kNuZOCf8fosg+gEg8xFcgppo7c5RW91sEMXXHDBhH6xF505PZ5JAGxfk2CJzLpeXeafevYyPlikTDvc2LLmp86OIHVKdYhPhIdxmSd7IG3sUPczFgbhp09fRhm8S/+ZO8AZFhBZuRmyNpgsiRLsMq12gFk5ZE4g4gFw4APSOedLwgB+TTGYOv1r49T9nGc1kIXpSW6dWPSJzvgI4Kzm2gSEFY3j9ymO5HNKtU5xjLp/ViLy6yShDxmSWPSoxy3yXOKih/nDDd4J5qzkMEhACho6CXw4xl7qjEuyxa+2F94h5/rX+KRtqGRzYyQWu8C+bWGb3aG+2pPw8WMrfpdkU8ugA96O2kbqazna4tMw0lb7DFux2ZCMWt5OPZ87wE2a4ZOxswKbGBCzAgsOxhAIADMOiEpZVQlExFiMpD4Jos7O+tT3eK7XIrwZkG70qA1bjyPTXLL1ixMwtINzSzzq+yTR9evV9YkMgRRchmSY/ywd+/w2ek1/zkkPsmFuzqE4rH7a3E9z5Dg7LAU2/QS0a0mDTWGsr/klmeGLj7bLLrtsIhCDg7aa2Bp29Iysuj3nkhDZfSzZ2DgJ3ba7tkvwDo+UdZ/UKSMjO7b8vmB+5ERGPWY3nM8d4CaTbMrgjBNnEBChBBkgE2jaBL1tu3ZOZyyHENzqObsxHK4msuYljsQw+JBnF0FeTZypdhZtkcGQNdEJTzzwy9zoHRI0cXJyBURkJIj0JUMbh9wqil7ZbSXAkqTpAX96m5Mj+rGRa2OU7CLZwkCQOzenJIjwxhNu9dzhMUQwjVzn/eRuDN3ZMb6mDj969xMkHWIDPmWcPvpnXuSpS79ZMiw4tYxlJWLyl0kbCnCKMITATTbtKwcI4NrS6RPDAxTgyDYOH6S/1YAzJtAYNQ6SUgY1nmMJ4iFiOAfZMWi/H8Nxyji5c30lKcEcPekl4PXDUyDTRT1HzHj6mCOnNw9z7svgnLUMTmYueC2bBKpVMnYwx1qu89jL/NIPDkmOtW30N08rHXvpR4b51WNrG+kzRAIIFvxpyF7GkaWMv9Cltov5ZKw2dqQ3vvFRNmIvfNgOCXr1bLsRGUPz2Ml1U19V9e1xR5+AAyQAZSUXiIAEbJxBHYfSJ87AOMYHcLwZxlh9BI8f4gAtUBheUAhqjkQunn5k40wcQpKIzL6um72OPnSqSX2cN/Xmg/p90z6rnCVjVv/N1pPDFpw/qyynpnfuk50LiNjUXODLHhJQ/uxJB5hrz7zxlMjYlgz1ggVO/b8QJDn2Mdzs3DJuFpY70V4+hWznuNU0d4BvtWJNXkNglRDYrgA/cJVAbHNpCDQEJhFoAT6JR7tqCKwUAi3AV8qcbTINgUkEWoBP4tGuGgIrhUAL8JUyZ5tMQ2ASgRbgk3i0q4bASiGw4QD3905/K51FHnDIkT7+tt0nfPwN1d/DHaE+b3/TrMfnYZj0b+XaCMDP37CHiA1iK+ehof61vWIPdUN9wwdvD9HkgZjUt3LrENjwk2wedvCqnkD0RFFNDO5hFeThhjzXK4A9OJEHHfRhdNd4GOchDA9K5GEAjpmnl/KkEb4ergjlCaZce7DDQxwhPD2EUxO+dFfmKTbtnJaz0qV+cAcP+tMt8zU2D43UfSNnHhl52CRjllXC2HzZzRxqmmUvttHXGGQ8bPLwC6w8eCSAY6/0Y3cy8TY+T/oVRtU/MCIn9ulfp+ssLOmUhQGPyGQXY2rb6qc/nYZw1z/2zINBmU9fRvTaLeVBl46oVtYXVdf7qirjX3fddeWJM5+DDTlnYIFw7733dq4TIOp//OMfF4M/61nPKgbhAM6B/5Of/KS7/fbbuwceeKDw9TQd5+FInrRSOvRXr73/JNvdd99djH7ssccWuZyr38dTcRziJS95SUlG0f/GG2/sLrroos7Yj3/842UOHJAsTvG9732v6MbJPf2l7nnPe155ys6Td+EDC+3nnHPOlIyvf/3r5XFXMjylB6etIPLYi741wV/yNBf2SeL2H8zHXrB3IHwOO+ywzjzYUtDHhtrVveIVryhyYMJWxhx55JET+OhrnGSNn+CUnI1xXlON5bXXXlt0kfi9w05v9jDW3K655prutNNOK7jizV/IYXOP4ZpH+vZl4MUn8KAHez/44INjGXj0F5Sax3rnBx988EQyXK//oto3vILXggVA30llQ6AqJQKHfnnu1/is4M4FkMyal/CTSRkaqDE4foykr48neFutT3QROAzJQbM61P3oFp5K/BADI3Vpp2d2IXjRJzuR9LFSkKUMSSppV0ZG9FGX9oxZZkm+lYie7FETPLTRx+PBDjbgzNFRAoaFa85vTB47hklNAkh7n4zN/NMGc/0jp68bm7Nl2pXq+BI7IHXBV1sSOv3tNPgJ29Aph37h6bxOLOrhgX8SW8ZF791UbirAE9i5F+tPWDtQAA9gpe3c4x73uGIcTpTtt3N8cg3wmrQjL5DgURun7uecHAYW5MYN9ZUkkDYrUP2CRRLPUKau5xPnwEd9P9kkWWxUBn7LIAEqIAVuP4g4c7Dv20siFUwSJ6zM2/jaXsaEnJt7jU/ahsrgZpX27kLfXvjkeXh6Omr9zYtfxKa1DGPp42CjkPpajuu8WwEHbbUMmNkNJKGFz24pNxXgWdmAJ5jrgJAN1SMrhh9ZGAbIwOMsAR64jGR87q1lzdogVvh5CV+8OCM9ZhGd+8Gtr6Tg4HCyfuZR87HtG6qv+zg3L/OvE4j6vox6rtoXTTAnQ+Jz1Kt48CIzmAle9kLsw17wQmzhXD0f0K9elRM4733ve8crqXHq7YSMqwk/9hJEEsksLIJldlPhQTd2HrKXuQ3xm2U7Mmz7+4FsfnS0U+nLjx47udxwgDMGYFGCIdsohrTKMjxjAhhAnKLeouORLS0DGSdrAj/1RcDonzhXrtcq8ZFQkGwcveoxZHOs2pCMS1eGDNFFQJiLEj+leZETEjDBI3WzZMCgP7+MWVZpC5wdBT05qnmYb42Xeal30B8WCUjBz9b01y4JOGebJEL8HEhdvariN0RJ/rCGr/H41zSEpTnxGz4TPzPGOV744G2bjV/tQ/2kZBx+5uNtxRCc4GV8+KZtN5UbCvCAXTsp5wEGgwIW8IDRNw7SB8SYbIeMEWBJBPoCPA6S0rabEayg2dr1+dLLYXWpV5a6nzaOQWekP2e2CnB4DkIO3fHQT/+sxvSVONQ7p0+cHm+Jw24E38gQHJHB8cjhfMYvi8wDjnWgkmdO6tnANVuZq/nPInNKkBgj4Os6tsYnRLZEH3I9RHSDxVDQ6W9cH0v6kxW7GM8eKPXswV71ihtb6GsOMDBv/sputb0iQx+2J0O/3Uhzvy7KqCaa+5V6suoZWTAyivOAEsdIf+ABrQ7w3/72t+P3wdVzfnIENSMxjkDK++AcgnPgM0Rkz0ou2mpibAfC13k91nzCL/30DZ9+X33Sph9Sl7Ecz5h63P/3Wuy/kiYchzAyT3rkvldfu5p8+bXWRCLIKijxSVBKASH42IvzS7pK85r3k02RE3xzXZfrYUm3YGtc7KW+plm2ncdefRk133nPt+t10bkDfN6JtH4NgYbANALbFeAHTqvSahoCDYFVQaAF+KpYss2jITCAwNQW3X1Yo4ZAQ2CxCPiNYzto6lf07VJkOybfZDYEVh2BtkVfdQu3+e3XCLQA36/N3ya/6gi0AF91C7f57dcItADfr83fJr/qCLQAX3ULt/nt1wi0AN+vzd8mv+oItABfdQu3+e3XCEz9HbyPhpcL7rnnnn51uT766KPLCw1pvPLKK7sLL7ywvJBQv03kgf7jjz++u+mmm9K1lCeffPLE+InGdtEQaAjsMwLrBvgsCYL+vvvuGweob36dccYZ5ZtWSm8cqTv77LPLm2DeBnOolxh8+0oSuOuuu0qd8w984AMT4vbs2dOdeuqpJTlouPzyy7t3v/vdhU86GodX6Lzzziv8JJM77rijvGl0xBFHdOoRnsbQJX0zVklnSc3bUeZx0kknlf5DMupx7bwhsBMRWDfAvf4nkDl6TeoFJxJInoDTT0C6TpDceuutJUC9uiio7rzzzvJKn1Vd8OsrkK6++uqafTnXLiAvvvji7rbbbis64FFTkgj+9PHxxPA1DgnO7EQkFx9XFOThHX50U/+2t72tVL3//e8vMul2/vnnl8QRGa4bNQR2OgLrBrj3awVhP7AETMgKKQEItmOOOWa84p5yyilltRbkIX2t4kgpKSBy+pTVXlDhkYCt+51wwgnjXUSeo6drglRfQSuh2HVIQCg6lIv//XPooYd2Z5555rgqc5YQco6HJNGoIbAbEJjrRzbBJ0jqg8O7h0ZWc6uhditoglVi6JOA1i/khX6rs3v0PiWJuLdHdaJIX0kE6Xv99dePA5R+EkPGCmjbboE+i+wCHPqZj50FwksdXnhKKo0aArsBgXVXcJPg9AmkoUkJAKscuuKKK8ZBJCj6VK/g2rI9H1qdJQ7tVk3bbnoMkfttfazaCUZJRtJw2FkMJZshXpKP4CYvSUdQO8dfuy1/vUMY4tPqGgI7AYG5VvBZirpnzS/jgkIgSQSCTCDnzbR6S2sFFSSCxuE8K35fjvr0EcDO+2T116/eRruufxQLf7cR2QWQm2063kideQjeBLd6c9SG1tsFlE7tn4bADkFgrhWcc8fBa70FXLarfpG2hRVoAseKeeKJJ5bgcN9rvDqrsvt0Qa+fpGD1tr3OL92RoV3CkEgEZwIy7cr8MKZE9DnrrLMKf8EquMnKj4R0zrY98gSwe2+Brn/a8aOb1bxOGBmnvVFDYCcjMPXBhyFlrZL5Maxut1LnPlW91U0QqxfQaRPEgqSmrPxZ8XMfPhTE9bh23hBoCMyPwFwBPj+71rMh0BDYSQj8HwYWhI5gWSlnAAAAAElFTkSuQmCC" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p>检查劳务和签约税前税后是否正确</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177503" name="当月只有劳务，原逻辑显示">
	<node_order><![CDATA[1]]></node_order>
	<externalid><![CDATA[29433]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177506" name="当月只有签约，原逻辑显示">
	<node_order><![CDATA[2]]></node_order>
	<externalid><![CDATA[29434]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177509" name="次月结算税费" >
<node_order><![CDATA[3]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177510" name="月明细里的次月结算税费区分劳务和签约">
	<node_order><![CDATA[0]]></node_order>
	<externalid><![CDATA[29435]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177513" name="劳务和签约次月结算税费显示">
	<node_order><![CDATA[1]]></node_order>
	<externalid><![CDATA[29436]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>医生当月有劳务和签约</strong></span></p>

<p><span style="color:#e74c3c"><strong>入账到当前模式和公司里</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>劳务和签约都没有次月结算税费（次月结算税费为0）</p>
]]></actions>
	<expectedresults><![CDATA[<p>月明细收入里不显示次月结算税费</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>劳务和签约只有一笔次月结算税费</p>
]]></actions>
	<expectedresults><![CDATA[<p>次月结算税费-劳务&nbsp; +&yen;0.01</p>

<p>次月结算税费-入驻&nbsp; +&yen;0.10</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>劳务和签约各有两笔次月结算税费</p>
]]></actions>
	<expectedresults><![CDATA[<p>次月结算税费-劳务（2/2）&nbsp; +&yen;0.01</p>

<p>次月结算税费-劳务（1/2）&nbsp; +&yen;0.01</p>

<p>次月结算税费-入驻 （2/2） +&yen;0.10</p>

<p>次月结算税费-入驻 （1/2） +&yen;0.10</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[4]]></step_number>
	<actions><![CDATA[<p>劳务没有，签约有一笔</p>
]]></actions>
	<expectedresults><![CDATA[<p>次月结算税费-入驻&nbsp; +&yen;0.10</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[5]]></step_number>
	<actions><![CDATA[<p>劳务没有，签约有两笔</p>
]]></actions>
	<expectedresults><![CDATA[<p>次月结算税费-入驻（2/2）&nbsp; +&yen;0.01</p>

<p>次月结算税费-入驻（1/2）&nbsp; +&yen;0.10</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[6]]></step_number>
	<actions><![CDATA[<p>劳务有一笔，签约没有</p>
]]></actions>
	<expectedresults><![CDATA[<p>次月结算税费-劳务&nbsp; +&yen;0.01</p>

<p>&nbsp;</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[7]]></step_number>
	<actions><![CDATA[<p>劳务有两笔，签约没有</p>
]]></actions>
	<expectedresults><![CDATA[<p>次月结算税费-劳务（2/2）&nbsp; +&yen;0.01</p>

<p>次月结算税费-劳务（1/2）&nbsp; +&yen;0.10</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testsuite id="177522" name="劳务" >
<node_order><![CDATA[2]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="177523" name="劳务没有次月结算" >
<node_order><![CDATA[0]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="177524" name="没有切换公司" >
<node_order><![CDATA[0]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177525" name="当月只有劳务，没有切换过公司，公司为上海">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29437]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1000，总税后960，劳务税前1000，劳务税后960，签约税前0，签约税后0</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>综合绩效为1000</p>

<p>&nbsp;</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效税后800，入账到上海劳务账户。</p>

<p>（1）综合绩效 1000</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177528" name="切换过公司" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177529" name="当月只有劳务，切换过公司，上海：银川 0:100">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29438]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1000，总税后960，劳务税前1000，劳务税后960，签约税前0，签约税后0</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>综合绩效为1000</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税收金额为800，入账到银川劳务账户。</p>

<p>（1）综合绩效 1000</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177532" name="当月只有劳务，切换过公司，上海：银川 40:60">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29439]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1000，总税后960，劳务税前1000，劳务税后960，签约税前0，签约税后0</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>综合绩效为1000</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税后金额为800</p>

<p>（1）综合绩效（1/2）400（税后320）</p>

<p>（2）综合绩效（2/2）600（税后480）</p>

<p>2，综合绩效320 入账到上海劳务账户；480 入账到银川劳务账户</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite></testsuite><testsuite id="177535" name="劳务有很多次月结算" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="177536" name="没有切换公司" >
<node_order><![CDATA[0]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177537" name="当月只有劳务，没有切换过公司，公司为上海">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29440]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1000，总税后800，劳务税前1000，劳务税后800，签约税前0，签约税后0</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>综合绩效为1000</p>

<p>劳务次月结算为160</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效税后800+160=960，入账到上海劳务账户。</p>

<p>（1）综合绩效 1000</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177540" name="切换过公司" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177541" name="当月只有劳务，切换过公司，上海：银川 0:100">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29441]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1000，总税后800，劳务税前1000，劳务税后800，签约税前0，签约税后0</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>综合绩效为1000</p>

<p>劳务的次月结算外160</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税收金额为800+160=960，入账到银川劳务账户。</p>

<p>（1）综合绩效 1000</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177544" name="当月只有劳务，切换过公司，上海：银川 40:60">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29442]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1000，总税后800，劳务税前1000，劳务税后800，签约税前0，签约税后0</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>综合绩效为1000</p>

<p>劳务的次月结算为160</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税后金额为800+160=960.</p>

<p>（1）综合绩效（1/2）400（税后400）</p>

<p>（2）综合绩效（2/2）600（税后560）</p>

<p>2，综合绩效400 入账到上海劳务账户；560 入账到银川劳务账户</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite></testsuite><testsuite id="177547" name="劳务次月结算为1分钱" >
<node_order><![CDATA[2]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="177548" name="没有切换公司" >
<node_order><![CDATA[0]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177549" name="当月只有劳务，没有切换过公司，公司为上海">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29443]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前800，总税后799.99，劳务税前800，劳务税后799.99，签约税前0，签约税后0</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>综合绩效为1000</p>

<p>劳务的次月结算为0.01</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效税后800+0.01=800.01，入账到上海劳务账户。</p>

<p>（1）综合绩效 1000</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177552" name="切换过公司" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177553" name="当月只有劳务，切换过公司，上海：银川 0:100">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29444]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前800，总税后799.99，劳务税前800，劳务税后799.99，签约税前0，签约税后0</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>综合绩效为1000</p>

<p>劳务的次月结算为0.01</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税收金额为800+0.01=800.01，入账到银川劳务账户。</p>

<p>（1）综合绩效 1000</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177556" name="当月只有劳务，切换过公司，上海：银川 40:60">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29445]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前800，总税后799.99，劳务税前800，劳务税后799.99，签约税前0，签约税后0</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>综合绩效为1000</p>

<p>劳务的</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税后金额为800</p>

<p>（1）综合绩效（1/2）400（税后320+0.01=320.01）</p>

<p>（2）综合绩效（2/2）600（税后480）</p>

<p>2，综合绩效320.01 入账到上海劳务账户；480 入账到银川劳务账户</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite></testsuite></testsuite><testsuite id="177559" name="签约固定税收" >
<node_order><![CDATA[3]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="177560" name="没有切换过公司" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177561" name="当月只有签约，没有切换公司，上个月是上海公司">
	<node_order><![CDATA[2]]></node_order>
	<externalid><![CDATA[29446]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>医生1月上旬是<span style="color:#e74c3c">上海劳务</span>，药费达到 7000，基础绩效达到2000；</p>

<p>1月下旬是<span style="color:#e74c3c">上海签约</span>，药费达到2000，基础绩效达到800</p>

<p>1月总药费9000</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，2月发的 次月结算税费-<span style="color:#e74c3c">入驻</span>&nbsp; +&yen;12<span style="color:#e74c3c">（入账到上海签约账户）</span></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>医生1月上旬是<span style="color:#e74c3c">上海劳务</span>，药费达到 7000，基础绩效达到2000；</p>

<p>1月中旬是<span style="color:#e74c3c">上海签约</span>，药费达到2000，基础绩效达到800</p>

<p>1月下旬解约，变成<span style="color:#e74c3c">上海劳务</span>，药费达到22000，基础绩效达到900</p>

<p>1月总药费 31000</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，2月发的 次月结算税费-<span style="color:#e74c3c">入驻</span>&nbsp; +&yen;36<span style="color:#e74c3c">（入账到上海签约账户）</span></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177565" name="切换过公司" >
<node_order><![CDATA[2]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177566" name="当月只有签约，有切换公司时，检查次月结算税费到账情况">
	<node_order><![CDATA[3]]></node_order>
	<externalid><![CDATA[29447]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p>医生10月在<span style="color:#e74c3c"><strong>上海签约</strong></span>公司产生的支付</p>

<p>1，诊金 10元</p>

<p>2，患者修改订单地址补差价 14元</p>

<p>3，患者修改煎药方式时补差价 13元</p>

<p>4，方案订单支付金额为 50元</p>

<p>总计：87元</p>

<p>医生上个月在<span style="color:#e74c3c"><strong>银川签约</strong></span>公司产生的支付</p>

<p>1，问诊费10元</p>

<p>2，嵌套问诊 10元</p>

<p>3，门诊预约10元</p>

<p>4，提问费10元</p>

<p>总计：40元</p>

<p>&nbsp;</p>

<p>11月份1号凌晨计算出上海和银川的比例</p>

<p>1，<strong>先计算上海的比例。</strong></p>

<p>2，上海签约的比例为： 87/（87+40）约等于&nbsp;0.685，<span style="color:#e74c3c">68%</span>。</p>

<p>3，银川签约的比例为：<span style="color:#e74c3c">32%</span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>医生1月上旬是<span style="color:#e74c3c">上海劳务</span>，药费达到 7000，<span style="color:#e74c3c">基础绩效达到2000</span>；</p>

<p>1月中旬是<span style="color:#e74c3c">上海签约</span>，药费达到2000，</p>

<p>1月下旬是<span style="color:#e74c3c">银川签约</span>，药费达到2000</p>

<p><span style="color:#e74c3c">签约的基础绩效达到900</span></p>
]]></actions>
	<expectedresults><![CDATA[<p>1，2月发的 次月结算税费-入驻（1/2） +&yen;9.18<span style="color:#e74c3c">（入账到上海签约账户）</span></p>

<p>2月发的 次月结算税费-入驻（2/2） +&yen; 4.32<span style="color:#e74c3c">（入账到银川签约账户）</span></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite></testsuite><testsuite id="177569" name="签约特殊税收" >
<node_order><![CDATA[4]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="177570" name="没有切换过公司" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177571" name="当月只有签约，没有切换过公司，检查次月结算到账情况">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29448]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p>医生按照3%扣税</p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>医生1月上旬是上海劳务，药费达到 7000，基础绩效达到2000；</p>

<p>1月下旬是上海签约，药费达到2000，基础绩效达到800</p>

<p>1月总药费9000</p>
]]></actions>
	<expectedresults><![CDATA[<p>不需要退税</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177574" name="逻辑同固定税收">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29449]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>

</testcase>
</testsuite><testsuite id="177576" name="切换过公司" >
<node_order><![CDATA[2]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177577" name="当月只有签约，切换过公司，检查次月结算到账情况">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29450]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><strong><span style="color:#e74c3c">上海公司比例68%。</span></strong></p>

<p><strong><span style="color:#e74c3c">银川公司比例32%</span></strong></p>

<p><strong>医生的特殊纳税模式按照3%纳税</strong></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>医生1月上旬是上海劳务，药费达到 7000，基础绩效达到2000；</p>

<p>1月中旬是上海签约，药费达到2000，</p>

<p>1月下旬是银川签约，药费达到2000</p>

<p>签约的基础绩效达到900</p>
]]></actions>
	<expectedresults><![CDATA[<p>不退税</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177580" name="逻辑同固定税收">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29451]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>

</testcase>
</testsuite></testsuite><testsuite id="177582" name="既有劳务又有签约" >
<node_order><![CDATA[5]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="177583" name="没有切换过公司" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="177584" name="劳务没有次月结算" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177585" name="上个月最后一天是劳务，没有切过公司，上个月是上海公司">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29452]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1400，总税后1342，劳务税前1000，劳务税后960，签约税前400，签约税后382</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>11月签约的次月结算为18元</p>

<p>11月综合绩效为1000元</p>

<p>次月结算和综合绩效打入后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税后应该是800（上个月最后一天是劳务模式，应该按劳务模式收税，劳务已经入账1000，在入账1000，税后应该是800）</p>

<p>（1）综合绩效 1000</p>

<p>（2）次月结算-入驻 18</p>

<p>2，综合绩效的税后800，入账到上海劳务账户。</p>

<p>3，次月结算的18，入账到上海签约账户。</p>

<p>4，11月<strong>t_month_income&nbsp;</strong>总税前1400+1000=2400，总税后1342+800+18=2160，劳务税前1000+1000=2000，劳务税后960+800=1760，签约税前400，签约税后382+18=400</p>

<p>5，<strong>t_income</strong>上海签约18，上海劳务800，银川签约0，银川劳务0</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177588" name="上个月最后一天是劳务，没有切过公司，上个月是银川公司">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29453]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1400，总税后1342，劳务税前1000，劳务税后960，签约税前400，签约税后382</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>11月签约的次月结算为18元</p>

<p>11月综合绩效为1000元</p>

<p>次月结算和综合绩效打入后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税后应该是800（上个月最后一天是劳务模式，应该按劳务模式收税，劳务已经入账1000，在入账1000，税后应该是800）</p>

<p>（1）综合绩效 1000</p>

<p>（2）次月结算-入驻 18</p>

<p>2，综合绩效的税后800，入账到银川劳务账户。</p>

<p>3，次月结算的18，入账到银川签约账户。</p>

<p>4，11月<strong>t_month_income&nbsp;</strong>总税前1400+1000=2400，总税后1342+800+18=2160，劳务税前1000+1000=2000，劳务税后960+800=1760，签约税前400，签约税后382+18=400</p>

<p>5，<strong>t_income</strong>上海签约0，上海劳务0，银川签约18，银川劳务800</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177591" name="上个月最后一天是签约，没有切过公司，上个月是上海公司">
	<node_order><![CDATA[1003]]></node_order>
	<externalid><![CDATA[29454]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1400，总税后1342，劳务税前1000，劳务税后960，签约税前400，签约税后382</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>11月签约的次月结算为18+45=63元</p>

<p>11月综合绩效为1000元</p>

<p>次月结算和综合绩效打入后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税后应该是955（上个月最后一天是签约模式，应该按签约模式收税，需要扣税1000*4.5%，税后是1000-45=955）</p>

<p>（1）综合绩效 1000</p>

<p>（2）次月结算 -入驻63</p>

<p>2，综合绩效的税后955，入账到上海签约账户。</p>

<p>3，次月结算的18+45=63，入账到上海签约账户。</p>

<p>4，11月<strong>t_month_income&nbsp;</strong>总税前1400+1000=2400，总税后1342+955+63=2360，劳务税前1000，劳务税后960，签约税前400+1000=1400，签约税后382+63+955=1400</p>

<p>5，<strong>t_income</strong>上海签约955+63=1018，上海劳务0，银川签约0，银川劳务0</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177594" name="上个月最后一天是签约，没有切过公司，上个月是银川公司">
	<node_order><![CDATA[1004]]></node_order>
	<externalid><![CDATA[29455]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1400，总税后1342，劳务税前1000，劳务税后960，签约税前400，签约税后382</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>11月签约的次月结算为18+45=63元</p>

<p>11月综合绩效为1000元</p>

<p>次月结算和综合绩效打入后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税后应该是955（上个月最后一天是签约模式，应该按签约模式收税，需要扣税1000*4.5%，税后是1000-45=955）</p>

<p>（1）综合绩效 1000</p>

<p>（2）次月结算 -入驻63</p>

<p>2，综合绩效的税后955，入账到银川签约账户。</p>

<p>3，次月结算的18+45=63，入账到银川签约账户。</p>

<p>4，11月<strong>t_month_income&nbsp;</strong>总税前1400+1000=2400，总税后1342+955+63=2360，劳务税前1000，劳务税后960，签约税前400+1000=1400，签约税后382+63+955=1400</p>

<p>5，<strong>t_income</strong>上海签约0，上海劳务0，银川签约955+63=1018，银川劳务0</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177597" name="劳务次月结算有很多" >
<node_order><![CDATA[2]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177598" name="上个月最后一天是劳务，没有切过公司，上个月是上海公司">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29456]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1400，总税后1182，劳务税前1000，劳务税后800，签约税前400，签约税后382</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>11月份劳务的次月结算为160（1000的劳务税后应该960，</p>

<p>实际上只有800，多扣了160，需要补回来）</p>

<p>11月份签约的次月结算为18</p>

<p>11月份的综合绩效为1000</p>

<p>当综合绩效和次月结算发放成功后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税后应该是800+160=960</p>

<p>（1）综合绩效 1000</p>

<p>（2）次月结算 -入驻 18</p>

<p>2，综合绩效的税后800+160=960，入账到上海劳务账户。</p>

<p>3，次月结算的18，入账到上海签约账户。</p>

<p>4，11月<strong>t_month_income&nbsp;</strong>总税前1400+1000=2400，总税后1182+960+18=2160，劳务税前1000+1000=2000，劳务税后800+960=1760，签约税前400，签约税后382+18=400</p>

<p>5，<strong>t_income</strong>上海签约18，上海劳务960，银川签约0，银川劳务0</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177601" name="上个月最后一天是劳务，没有切过公司，上个月是银川公司">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29457]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1400，总税后1182，劳务税前1000，劳务税后800，签约税前400，签约税后382</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>11月份劳务的次月结算为160（1000的劳务税后应该960，</p>

<p>实际上只有800，多扣了160，需要补回来）</p>

<p>11月份签约的次月结算为18</p>

<p>11月份的综合绩效为1000</p>

<p>当综合绩效和次月结算发放成功后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税后应该是800+160=960</p>

<p>（1）综合绩效 1000</p>

<p>（2）次月结算 -入驻 18</p>

<p>2，综合绩效的税后800+160=960，入账到银川劳务账户。</p>

<p>3，次月结算的18，入账到银川签约账户。</p>

<p>4，11月<strong>t_month_income&nbsp;</strong>总税前1400+1000=2400，总税后1182+960+18=2160，劳务税前1000+1000=2000，劳务税后800+960=1760，签约税前400，签约税后382+18=400</p>

<p>5，<strong>t_income</strong>上海签约0，上海劳务0，银川签约18，银川劳务960</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177604" name="上个月最后一天是签约，没有切过公司，上个月是上海公司">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29458]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1400，总税后1182，劳务税前1000，劳务税后800，签约税前400，签约税后382</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>11月份劳务的次月结算为160</p>

<p>11月份签约的次月结算为18+45=63</p>

<p>11月份的综合绩效为1000</p>

<p>当综合绩效和次月结算发放成功后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税后应该是955</p>

<p>（1）综合绩效 1000</p>

<p>（2）次月结算 -入驻 63</p>

<p>（3）次月结算-劳务 160</p>

<p>2，综合绩效的税后955，入账到上海签约账户。</p>

<p>3，次月结算的63，入账到上海签约账户；160，入账到上海劳务账户。</p>

<p>4，11月<strong>t_month_income&nbsp;</strong>总税前1400+1000=2400，总税后1182+63+955+160=2360，劳务税前1000，劳务税后800+160=960，签约税前400+1000=1400，签约税后382+63+955=1400</p>

<p>5，<strong>t_income</strong>上海签955+63=1018，上海劳务160，银川签约0，银川劳务0</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177607" name="上个月最后一天是签约，没有切过公司，上个月是银川公司">
	<node_order><![CDATA[1003]]></node_order>
	<externalid><![CDATA[29459]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1400，总税后1182，劳务税前1000，劳务税后800，签约税前400，签约税后382</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>11月份劳务的次月结算为160</p>

<p>11月份签约的次月结算为18+45=63</p>

<p>11月份的综合绩效为1000</p>

<p>当综合绩效和次月结算发放成功后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税后应该是955</p>

<p>（1）综合绩效 1000</p>

<p>（2）次月结算 -入驻 63</p>

<p>（3）次月结算-劳务 160</p>

<p>2，综合绩效的税后955，入账到银川签约账户。</p>

<p>3，次月结算的63，入账到银川签约账户；160，入账到银川劳务账户。</p>

<p>4，11月<strong>t_month_income&nbsp;</strong>总税前1400+1000=2400，总税后1182+63+955+160=2360，劳务税前1000，劳务税后800+160=960，签约税前400+1000=1400，签约税后382+63+955=1400</p>

<p>5，<strong>t_income</strong>上海签约0，上海劳务0，银川签约955+63=1018，银川劳务160</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177610" name="劳务次月结算为1分钱" >
<node_order><![CDATA[3]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177611" name="上个月最后一天是劳务，没有切过公司，上个月是上海公司">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29460]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1200，总税后1181.99，劳务税前800，劳务税后799.99，签约税前400，签约税后382</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>11月份劳务的次月结算为0.01（800的劳务税后应该800，</p>

<p>实际上只有799.99，多扣了0.01，需要补回来）</p>

<p>11月份签约的次月结算为18</p>

<p>11月份的综合绩效为1000</p>

<p>当综合绩效和次月结算发放成功后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税后应该是800+0.01=800.01</p>

<p>（1）综合绩效 1000</p>

<p>（2）次月结算 -入驻 18</p>

<p>2，综合绩效的税后800+0.01=800.01，入账到上海劳务账户。</p>

<p>3，次月结算的18，入账到上海签约账户。</p>

<p>4，11月<strong>t_month_income&nbsp;</strong>总税前1200+1000=2200，总税后1181.99+800.01+18=2000，劳务税前800+1000=1800，劳务税后799.99+800.01=1600，签约税前400，签约税后382+18=400</p>

<p>5，<strong>t_income</strong>上海签约18，上海劳务800.01，银川签约0，银川劳务0</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177614" name="上个月最后一天是劳务，没有切过公司，上个月是银川公司">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29461]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1200，总税后1181.99，劳务税前800，劳务税后799.99，签约税前400，签约税后382</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>11月份劳务的次月结算为0.01（800的劳务税后应该800，</p>

<p>实际上只有799.99，多扣了0.01，需要补回来）</p>

<p>11月份签约的次月结算为18</p>

<p>11月份的综合绩效为1000</p>

<p>当综合绩效和次月结算发放成功后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税后应该是800+0.01=800.01</p>

<p>（1）综合绩效 1000</p>

<p>（2）次月结算 -入驻 18</p>

<p>2，综合绩效的税后800+0.01=800.01，入账到银川劳务账户。</p>

<p>3，次月结算的18，入账到银川签约账户。</p>

<p>4，11月<strong>t_month_income&nbsp;</strong>总税前1200+1000=2200，总税后1181.99+800.01+18=2000，劳务税前800+1000=1800，劳务税后799.99+800.01=1600，签约税前400，签约税后382+18=400</p>

<p>5，<strong>t_income</strong>上海签约0，上海劳务0，银川签约18，银川劳务800.01</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177617" name="上个月最后一天是签约，没有切过公司，上个月是上海公司">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29462]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1200，总税后1181.99，劳务税前800，劳务税后799.99，签约税前400，签约税后382</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>11月份劳务的次月结算为0.01</p>

<p>11月份签约的次月结算为18+45=63</p>

<p>11月份的综合绩效为1000</p>

<p>当综合绩效和次月结算发放成功后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税后应该是955</p>

<p>（1）综合绩效 1000</p>

<p>（2）次月结算 -入驻 63</p>

<p>（3）次月结算-劳务 0.01</p>

<p>2，综合绩效的税后955，入账到上海签约账户。</p>

<p>3，次月结算的63，入账到上海签约账户；0.01，入账到上海劳务账户。</p>

<p>4，11月<strong>t_month_income&nbsp;</strong>总税前1200+1000=2200，总税后1181.99+63+955+0.01=2200，劳务税前1000，劳务税后799.99+0.01=800，签约税前400+1000=1400，签约税后382+63+955=1400</p>

<p>5，<strong>t_income</strong>上海签955+63=1018，上海劳务0.01，银川签约0，银川劳务0</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177620" name="上个月最后一天是签约，没有切过公司，上个月是银川公司">
	<node_order><![CDATA[1003]]></node_order>
	<externalid><![CDATA[29463]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1200，总税后1181.99，劳务税前800，劳务税后799.99，签约税前400，签约税后382</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>11月份劳务的次月结算为0.01</p>

<p>11月份签约的次月结算为18+45=63</p>

<p>11月份的综合绩效为1000</p>

<p>当综合绩效和次月结算发放成功后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税后应该是955</p>

<p>（1）综合绩效 1000</p>

<p>（2）次月结算 -入驻 63</p>

<p>（3）次月结算-劳务 0.01</p>

<p>2，综合绩效的税后955，入账到银川签约账户。</p>

<p>3，次月结算的63，入账到银川签约账户；0.01，入账到银川劳务账户。</p>

<p>4，11月<strong>t_month_income&nbsp;</strong>总税前1200+1000=2200，总税后1181.99+63+955+0.01=2200，劳务税前1000，劳务税后799.99+0.01=800，签约税前400+1000=1400，签约税后382+63+955=1400</p>

<p>5，<strong>t_income</strong>上海签0，上海劳务0，银川签约955+63=1018，银川劳务0.01</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite></testsuite><testsuite id="177623" name="切换过公司" >
<node_order><![CDATA[2]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="177624" name="劳务没有次月结算" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177625" name="上个月最后一天是劳务，切过公司，上海：银川 0:100">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29464]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><strong><span style="color:#e74c3c">t_month_income 11月份总税前1400，总税后1342，劳务税前1000，劳务税后960，签约税前400，签约税后382</span></strong></p>

<p><strong><span style="color:#e74c3c">11月份药费的金额为30000，签约不需要扣税</span></strong></p>

<p><strong><span style="color:#e74c3c">t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</span></strong></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>11月签约的次月结算为18元</p>

<p>11月综合绩效为1000元</p>

<p>次月结算和综合绩效打入后</p>

<p>&nbsp;</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税后应该是800（上个月最后一天是劳务模式，应该按劳务模式收税，劳务已经入账1000，在入账1000，税后应该是800）</p>

<p>（1）综合绩效 1000</p>

<p>（2）次月结算-入驻 18</p>

<p>2，综合绩效的税后800，入账到银川劳务账户。</p>

<p>3，次月结算的18，入账到银川签约账户。</p>

<p>4，11月<strong>t_month_income&nbsp;</strong>总税前1400+1000=2400，总税后1342+800+18=2160，劳务税前1000+1000=2000，劳务税后960+800=1760，签约税前400，签约税后382+18=400</p>

<p>5，<strong>t_income</strong>上海签约0，上海劳务0，银川签约18，银川劳务800</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177628" name="上个月最后一天是劳务，切过公司，上海：银川 40:60">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29465]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1400，总税后1342，劳务税前1000，劳务税后960，签约税前400，签约税后382</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>11月签约的次月结算为18元</p>

<p>11月综合绩效为1000元</p>

<p>次月结算和综合绩效打入后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税后应该是800</p>

<p>（1）综合绩效 （1/2）400（税后320）</p>

<p>（2）综合绩效（2/2）600（税后480）</p>

<p>（3）次月结算 -入驻（1/2）7.2</p>

<p>（4）次月结算 -入驻（2/2）10.8</p>

<p>2，综合绩效的税后320，入上海劳务账户；税后480，入账到银川劳务账户。</p>

<p>3，次月结算的7.2，入上海签约账户；10.8入账到银川签约账户。</p>

<p>4，11月<strong>t_month_income&nbsp;</strong>总税前1400+1000=2400，总税后1342+800+18=2160，劳务税前1000+1000=2000，劳务税后960+800=1760，签约税前400，签约税后382+18=400</p>

<p>5，<strong>t_income</strong>上海签约7.2，上海劳务320，银川签约10.8，银川劳务480</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177631" name="上个月最后一天是签约，切过公司，上海：银川 0:100">
	<node_order><![CDATA[1003]]></node_order>
	<externalid><![CDATA[29466]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1400，总税后1342，劳务税前1000，劳务税后960，签约税前400，签约税后382</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>11月签约的次月结算为18+45=63元</p>

<p>11月综合绩效为1000元</p>

<p>次月结算和综合绩效打入后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税后应该是955（上个月最后一天是签约模式，应该按签约模式收税，需要扣税1000*4.5%，税后是1000-45=955）</p>

<p>（1）综合绩效 1000</p>

<p>（2）次月结算 -入驻63</p>

<p>2，综合绩效的税后955，入账到银川签约账户。</p>

<p>3，次月结算的18+45=63，入账到银川签约账户。</p>

<p>4，11月<strong>t_month_income&nbsp;</strong>总税前1400+1000=2400，总税后1342+955+63=2360，劳务税前1000，劳务税后960，签约税前400+1000=1400，签约税后382+63+955=1400</p>

<p>5，<strong>t_income</strong>上海签约0，上海劳务0，银川签约955+63=1018，银川劳务0</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177634" name="上个月最后一天是签约，切过公司，上海：银川 40:60">
	<node_order><![CDATA[1004]]></node_order>
	<externalid><![CDATA[29467]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1400，总税后1342，劳务税前1000，劳务税后960，签约税前400，签约税后382</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>11月签约的次月结算为18+45=63元</p>

<p>11月综合绩效为1000元</p>

<p>次月结算和综合绩效打入后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税后是955</p>

<p>（1）综合绩效 （1/2）400（税后382）</p>

<p>（2）综合绩效（2/2）600（税后573）</p>

<p>（2）次月结算 -入驻（1/2）25.2</p>

<p>（4）次月结算 -入驻（2/2）37.8</p>

<p>2，综合绩效的税后382，入上海签约账户；税后573，入账到银川签约账户。</p>

<p>3，次月结算的25.2，入上海签约账户；37.8入账到银川签约账户。</p>

<p>4，11月<strong>t_month_income&nbsp;</strong>总税前1400+1000=2400，总税后1342+955+63=2360，劳务税前1000，劳务税后960，签约税前400+1000=1400，签约税后382+63+955=1400</p>

<p>5，<strong>t_income</strong>上海签约382+25.2=407.2，上海劳务0，银川签约573+37.8=610.8，银川劳务0</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177637" name="劳务次月结算有很多" >
<node_order><![CDATA[2]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177638" name="上个月最后一天是劳务，切过公司，上海：银川 0:100">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29468]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1400，总税后1182，劳务税前1000，劳务税后800，签约税前400，签约税后382</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>11月份劳务的次月结算为160（1000的劳务税后应该960，</p>

<p>实际上只有800，多扣了160，需要补回来）</p>

<p>11月份签约的次月结算为18</p>

<p>11月份的综合绩效为1000</p>

<p>当综合绩效和次月结算发放成功后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税后应该是800+160=960</p>

<p>（1）综合绩效 1000</p>

<p>（2）次月结算 -入驻 18</p>

<p>2，综合绩效的税后800+160=960，入账到银川劳务账户。</p>

<p>3，次月结算的18，入账到银川签约账户。</p>

<p>4，11月<strong>t_month_income&nbsp;</strong>总税前1400+1000=2400，总税后1182+960+18=2160，劳务税前1000+1000=2000，劳务税后800+960=1760，签约税前400，签约税后382+18=400</p>

<p>5，<strong>t_income</strong>上海签约0，上海劳务0，银川签约18，银川劳务960</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177641" name="上个月最后一天是劳务，切过公司，上海：银川 40:60">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29469]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1400，总税后1182，劳务税前1000，劳务税后800，签约税前400，签约税后382</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>11月份劳务的次月结算为160（1000的劳务税后应该960，</p>

<p>实际上只有800，多扣了160，需要补回来）</p>

<p>11月份签约的次月结算为18</p>

<p>11月份的综合绩效为1000</p>

<p>当综合绩效和次月结算发放成功后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税后应该是800+160=960</p>

<p>（1）综合绩效（1/2）&nbsp;400（税后400）</p>

<p>（2）综合绩效（2/2）600（税后560）</p>

<p>（3）次月结算 -入驻（1/2）7.2</p>

<p>（4）次月结算 -入驻（2/2）10.8</p>

<p>2，综合绩效的税后400，入账上海劳务账户；560 入账到银川劳务账户。</p>

<p>3，次月结算的7.2，入账上海签约；10.8 入账到银川签约账户。</p>

<p>4，11月<strong>t_month_income&nbsp;</strong>总税前1400+1000=2400，总税后1182+960+18=2160，劳务税前1000+1000=2000，劳务税后800+960=1760，签约税前400，签约税后382+18=400</p>

<p>5，<strong>t_income</strong>上海签约7.2，上海劳务400，银川签约10.8，银川劳务560</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177644" name="上个月最后一天是签约，切过公司，上海：银川 0:100">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29470]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1400，总税后1182，劳务税前1000，劳务税后800，签约税前400，签约税后382</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>11月份劳务的次月结算为160</p>

<p>11月份签约的次月结算为18+45=63</p>

<p>11月份的综合绩效为1000</p>

<p>当综合绩效和次月结算发放成功后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税后应该是955</p>

<p>（1）综合绩效 1000</p>

<p>（2）次月结算 -入驻 63</p>

<p>（3）次月结算-劳务 160</p>

<p>2，综合绩效的税后955，入账到银川签约账户。</p>

<p>3，次月结算的63，入账到银川签约账户；160，入账到银川劳务账户。</p>

<p>4，11月<strong>t_month_income&nbsp;</strong>总税前1400+1000=2400，总税后1182+63+955+160=2360，劳务税前1000，劳务税后800+160=960，签约税前400+1000=1400，签约税后382+63+955=1400</p>

<p>5，<strong>t_income</strong>上海签约0，上海劳务0，银川签约955+63=1018，银川劳务160</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177647" name="上个月最后一天是签约，切过公司，上海：银川 40:60">
	<node_order><![CDATA[1003]]></node_order>
	<externalid><![CDATA[29471]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1400，总税后1182，劳务税前1000，劳务税后800，签约税前400，签约税后382</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>11月份劳务的次月结算为160</p>

<p>11月份签约的次月结算为18+45=63</p>

<p>11月份的综合绩效为1000</p>

<p>当综合绩效和次月结算发放成功后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税后应该是955</p>

<p>（1）综合绩效 （1/2）400</p>

<p>（2）综合绩效（2/2）600</p>

<p>（3）次月结算-入驻 （1/2）25.2</p>

<p>（4）次月结算-入驻 （2/2）37.8</p>

<p>（5）次月结算-劳务 （1/2）&nbsp;64</p>

<p>（6）次月结算-劳务 （2/2）96</p>

<p>2，综合绩效的税后382，入帐上海签约；573 入账到银川签约账户。</p>

<p>3，次月结算的25.2，入账上海签约；37.8 入账到银川签约账户；64，入账上海劳务；96，入账到银川劳务账户。</p>

<p>4，11月<strong>t_month_income&nbsp;</strong>总税前1400+1000=2400，总税后1182+63+955+160=2360，劳务税前1000，劳务税后800+160=960，签约税前400+1000=1400，签约税后382+63+955=1400</p>

<p>5，<strong>t_income</strong>上海签约382+25.2=407.2，上海劳务64，银川签约573+37.8=610.8，银川劳务96</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177650" name="劳务次月结算为1分钱" >
<node_order><![CDATA[3]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177651" name="上个月最后一天是劳务，切过公司，上海：银川 0:100">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29472]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1200，总税后1181.99，劳务税前800，劳务税后799.99，签约税前400，签约税后382</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>11月份劳务的次月结算为0.01（800的劳务税后应该800，</p>

<p>实际上只有799.99，多扣了0.01，需要补回来）</p>

<p>11月份签约的次月结算为18</p>

<p>11月份的综合绩效为1000</p>

<p>当综合绩效和次月结算发放成功后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税后应该是800+0.01=800.01</p>

<p>（1）综合绩效 1000</p>

<p>（2）次月结算 -入驻 18</p>

<p>2，综合绩效的税后800+0.01=800.01，入账到银川劳务账户。</p>

<p>3，次月结算的18，入账到银川签约账户。</p>

<p>4，11月<strong>t_month_income&nbsp;</strong>总税前1200+1000=2200，总税后1181.99+800.01+18=2000，劳务税前800+1000=1800，劳务税后799.99+800.01=1600，签约税前400，签约税后382+18=400</p>

<p>5，<strong>t_income</strong>上海签约0，上海劳务0，银川签约18，银川劳务800.01</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177654" name="上个月最后一天是劳务，切过公司，上海：银川 40:60">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29473]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1200，总税后1181.99，劳务税前800，劳务税后799.99，签约税前400，签约税后382</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>11月份劳务的次月结算为0.01（800的劳务税后应该800，</p>

<p>实际上只有799.99，多扣了0.01，需要补回来）</p>

<p>11月份签约的次月结算为18</p>

<p>11月份的综合绩效为1000</p>

<p>当综合绩效和次月结算发放成功后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税后应该是800+0.01=800.01</p>

<p>（1）综合绩效（1/2） 400（税后320.01）</p>

<p>（2）综合绩效（2/2）600（税后480）</p>

<p>（3）次月结算 -入驻 （1/2）7.2</p>

<p>（4）次月结算-入驻（2/2）10.8</p>

<p>2，综合绩效的税后320.01，入上海劳务账户；480 入账到银川劳务账户。</p>

<p>3，次月结算的7.2，入上海签约账户；10.8 入账到银川签约账户。</p>

<p>4，11月<strong>t_month_income&nbsp;</strong>总税前1200+1000=2200，总税后1181.99+800.01+18=2000，劳务税前800+1000=1800，劳务税后799.99+800.01=1600，签约税前400，签约税后382+18=400</p>

<p>5，<strong>t_income</strong>上海签约7.2，上海劳务320.01，银川签约10.8，银川劳务480</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177657" name="上个月最后一天是签约，切过公司，上海：银川 0:100">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29474]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1200，总税后1181.99，劳务税前800，劳务税后799.99，签约税前400，签约税后382</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>11月份劳务的次月结算为0.01</p>

<p>11月份签约的次月结算为18+45=63</p>

<p>11月份的综合绩效为1000</p>

<p>当综合绩效和次月结算发放成功后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税后应该是955</p>

<p>（1）综合绩效 1000</p>

<p>（2）次月结算 -入驻 63</p>

<p>（3）次月结算-劳务 0.01</p>

<p>2，综合绩效的税后955，入账到银川签约账户。</p>

<p>3，次月结算的63，入账到银川签约账户；0.01，入账到银川劳务账户。</p>

<p>4，11月<strong>t_month_income&nbsp;</strong>总税前1200+1000=2200，总税后1181.99+63+955+0.01=2200，劳务税前1000，劳务税后799.99+0.01=800，签约税前400+1000=1400，签约税后382+63+955=1400</p>

<p>5，<strong>t_income</strong>上海签0，上海劳务0，银川签约955+63=1018，银川劳务0.01</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177660" name="上个月最后一天是签约，切过公司，上海：银川 40:60">
	<node_order><![CDATA[1003]]></node_order>
	<externalid><![CDATA[29475]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>t_month_income 11月份总税前1200，总税后1181.99，劳务税前800，劳务税后799.99，签约税前400，签约税后382</strong></span></p>

<p><span style="color:#e74c3c"><strong>11月份药费的金额为30000，签约不需要扣税</strong></span></p>

<p><span style="color:#e74c3c"><strong>t_income 上海签约余额 0，上海劳务余额0，银川签约余额0，银川劳务余额0</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>11月份劳务的次月结算为0.01</p>

<p>11月份签约的次月结算为18+45=63</p>

<p>11月份的综合绩效为1000</p>

<p>当综合绩效和次月结算发放成功后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，综合绩效的税后应该是955</p>

<p>（1）综合绩效（1/2） 400（税后382）</p>

<p>（2）综合绩效（2/2）600（税后573）</p>

<p>（3）次月结算 -入驻 （1/2）25.2</p>

<p>（4）次月结算-入驻（2/2）37.8</p>

<p>（5）次月结算 -劳务&nbsp;0.01</p>

<p>2，综合绩效的税后382，入上海劳务账户；573 入账到银川劳务账户。</p>

<p>3，次月结算的25.2，入上海签约账户；37.8&nbsp;入账到银川签约账户；0.01入上海劳务账户。</p>

<p>4，11月<strong>t_month_income&nbsp;</strong>总税前1200+1000=2200，总税后1181.99+0.01+955+63=2200，劳务税前800，劳务税后799.99+0.01=800，签约税前400+1000，签约税后382+955+63=1400</p>

<p>5，<strong>t_income</strong>上海签约25.2+382=407.2，上海劳务0.01，银川签约37.8+573=610.8，银川劳务0</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite></testsuite></testsuite></testsuite><testsuite id="177663" name="领取和买课" >
<node_order><![CDATA[4]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177664" name="领取和买课根据当前模式，从当前模式账户取出">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29476]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><strong><span style="color:#e74c3c">医生当前月份有劳务和签约</span></strong></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>医生2月份领取了一笔 5块钱，当前是上海劳务模式</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，该笔钱会从上海劳务账户取出。</p>

<p>2，取出后检查医生收入表（t_income）上海劳务账户金额减少是否正常。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>医生2月份购买了一个课程花费 100元，当前是银川签约模式</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，该笔钱会从银川签约账户取出。</p>

<p>2，取出后检查医生收入表（t_income）银川签约账户金额减少是否正常。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite>
<testcase internalid="177668" name="账户余额页面点击条目，可以查看账单详情">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29477]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p>1，也是增加&ldquo;纳税模式&rdquo;：劳务和入驻，不收税就不显示该行。</p>

<p><img alt="" src="data:image/png;base64,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" /></p>

<p>&nbsp;</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177671" name="中间页" >
<node_order><![CDATA[3]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177672" name="中间页的展示逻辑不变">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29478]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p>检查一下一个月内同时有劳务和签约收入的时候，中间页月份显示是否正确</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>老收入全面收税后</p>

<p>由上海老收入变成上海劳务</p>

<p>上海劳务账户没有入账</p>

<p>老收入12月有收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>2024年1月份去提现的时候有中间页</p>

<p>当前纳税模式：</p>

<p>2024年1月&nbsp;劳务</p>

<p>历史纳税模式：</p>

<p>2023年12月之前</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>1月份变成上海劳务后，有收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>2024年1月份去提现的时候有中间页</p>

<p>当前纳税模式：</p>

<p>2024年1月&nbsp;劳务</p>

<p>历史纳税模式：</p>

<p>2023年12月之前</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[4]]></step_number>
	<actions><![CDATA[<p>1月份变成<span style="color:#e74c3c">上海</span>劳务后，没有收入</p>

<p>又变成了<span style="color:#e74c3c">银川</span>签约，也没有收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>2024年1月份去提现的时候有中间页</p>

<p>当前纳税模式：</p>

<p>2024年1月 入驻</p>

<p>历史纳税模式：</p>

<p>2023年12月之前</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[5]]></step_number>
	<actions><![CDATA[<p>1月份变成<span style="color:#e74c3c">上海劳务</span>后，有收入</p>

<p>又变成了<span style="color:#e74c3c">银川签约</span>，有收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>2024年1月份去提现的时候有中间页</p>

<p>当前纳税模式：</p>

<p>2024年1月 入驻</p>

<p>历史纳税模式：</p>

<p><span style="color:#e74c3c">2024年1月 劳务</span></p>

<p>2023年12月之前</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177679" name="绑定银行卡页面" >
<node_order><![CDATA[4]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177680" name="签约或者解约后，原来的银行卡无法继承，顶部有黄条提示">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29479]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p>1，原逻辑。</p>

<p>2，点击关闭后，下次不再出现。</p>

<p><img alt="" 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gL2j3zkI8OnP/3pCkg2PDYpSk658OPpFcCfcsopwwc/+MF6Iug67jAfeuih4cknnxzm5+dX9Sh+1AHPqkaCGLArE3VIoFOHxzGJ1RDgSy4UtrPMDBzLDDAnmbdsRM7bsf4BOmCG3v3ud9fTqboc6W+++eZ6Img3NXTYrddCnIDf9a53zWx61AH/3ve+tz7PsMq9/OUvX0kIEcbjCEcdEkZykzIDL2UGADZzExBysmROju3qbZzMc+Y8PgA4ttTZ3TnWf/SjH21Njmn7qAOepPHMwsBJIscejvWQL/J4GUcy0OUR4N57762LAzbxGemYZiY7OyEzwIu2173udfUlG4BdC3EqYC4zv5nv7O7M6bjBrcVva7N9+/bh7W9/e8ue2D7qgKd3BuxKCfh9qcHKd/7559dEcJSXSBTJ8XgkP8vMwLHKAIA9EmL+cipgI+Nl9RjYeX7nOZ5H1+9+97szdYk/4jvvvPOGHTt2zGSj0lEHPANl1eTIDsBZ/VgAoLiCxucaBoMdO7zEUYiBJmUGjmYGmHO8WGMjinX6ZKPinRQEQKctCs5153s1bP4A+HPOOWd49NFHh3e84x2NdLyJ3dlnnz2uMCKZy394M5KZZGcGNlEG/Ic3WzbRmHIomYHMwJQMJOCnJCjFmYHNlIEE/Ga6mzmWzMCUDCTgpyQoxZmBzZSBBPxmups5lszAlAwk4KckKMWZgc2UgQT8ZrqbOZbMwJQMJOCnJCjFmYHNlIEE/Ga6mzmWzMCUDCTgpyQoxZmBzZSBBPxmups5lszAlAwk4KckKMWZgc2UgQT8ZrqbOZbMwJQMJOCnJCjFmYHNlIEE/Ga6mzmWzMCUDCTgpyQoxZmBzZSBBPxmups5lszAlAysO+AffPDBKV2meD0yMPb1Sn4ZaNtHq8/XjUHojxFfTZa0uTKwrt9pd+utt9af37n44os3V5Y24GgAKt/wy3er8d3k999/f43S71HzSxP50lDAzveko8v3tEG0+SZVvjC0951rLAh8DyFfLop/v4S0Gpc/+MRf/hKQGZmt5Cel2u+i6/Fm87Z6rXUDvGC/5pprVh9FWqw6A373OUCMwGMh4Gu/BTaOAT86gJwf/wDA7N78kgo/6+UvqvCloj3w8wWj9IcffjuAxYB+XVRWHfwJbHDDDTcMbIiAni+ivOiii+qXuV5xxRU1K7S5H3feeedKlviSSxZ3yS++ZEFeNfElllzPPvvs4lrpq1/96mIB/FrN0+4IMlAAu8hVAFmv8q2qiwW0tV5AfohndQuAF8tXKFcZ9ZbKt7YuwseXcmypl29uXSy7+mI5HbRm2Z6SAXFyyy23LJaFebH8XNTihz70ocUHHniglrSfe+656uWxxx5b/MQnPrFIeccdd9QLPXxAyFZD4BucH/EOnzv7qtfYIzbwOI8jdm5+mssdnV/3oc7uyw9+sBtDlgW09cc92OUhjuY8BkDYsMPzGMAPgLCLc6RHhxMBcnRp+wiRR/qaupn+sFNDfA99AfZQgF93+wLqgR3+4YcfHk499dS683vst3SHx/ZI3pMdEeABO4O48sorZxpwKq1PBgAtQOOXdiHAKaDjj3cAUC7AzYThOA9Yn3nmmVpyhOdYyHf+U8JvCVsuZBznsadvFh2e/1lwkmbLAEDlOM+R3GO5lgCdZ/myiw+XX375cNddd9W2R3se08Aa8muvvXbg0WAttGbAEzwrEp0nHdsMCOTYK7sxC4HEAsBzN+Bk1+YCuJDApc1uzq5NKQFqfiJJfUBNHZ+AHHtiiDbaZjmeAcDOb7qz0F522WWHKN59993DdddddwiPRUEC+LRZFLjWSmsGPMEDenb5BP1a07++dh7r8QpoJxE7dHscB9TwAHV5Zq8LiEd6fU3zq16Wh2eAkzDHd47lPdCCKQldQE6J/iWXXFJ3dzZZFu+10poBT4e8kb/tttsS9GvN/jrYsesCQsAef3iTHXiMADY7eHsc510AAGfnxi+nBoi6iwl+rUf+WF/JPzwDvIXvPQazCPjMjhVAZ0NlZ+cEQJsL0MO78cYbD3c+hXNEgMc3oOf5MHf6KZk+SmI+auOIyGfqApSuWATiTxMDcAAK2H32FrjsGLwP4DmxR/zIof8Ihx9IxJcUHyPkZTk5A4CWnT6Sz/csBJ6cOf6zs7Pzc4/g+wwfbVdTP2LA0xkTheNHgn41qV8fXV7EQfzEMbszBDgjKAE6P5DIMZ1FgV0aOT+YCPEjnVy+1WexYGGQeGaX8NWeDJRlOVsG2MkBb6R4xAfgN91004qYBR3izT566rI4xMeAFYMJlXUBPP7pHNDzUUP78mFC/yk6ggz4m+MANL6dB5SAOvJYDOCxQLAgoINdJH8xFTlv5Z1oUSc+NkR+1mfLAG/jwUf70o5j+hiNvSOLL/XGbFv+uv96LIFzFEnKDGQGNk4GjtqvxybYN85NzkgyA20GtrSMbGcGMgObNwMJ+M17b3NkmYHDMpCAPywlycgMbN4MJOA3773NkWUGDstAAv6wlCQjM7B5M5CA37z3NkeWGTgsAwn4w1KSjMzA5s3AwX9pt6/8v9C7frN5R5ojywycyBnYx/9qu2PIHf5EngQ59hMuAwn4E+6W54BP5Awk4E/ku59jP+EykIA/4W55DvhEzkAC/kS++zn2Ey4DCfgT7pbngE/kDCTgT+S7n2M/4TJw8HP4GYe+8NvHhsU9e7raW04/fdhyxulVtvDbx4ve7gHegfLtKVvP/6NDbJDP7SyfCy7r77v/wWHbay8eLKPy/l/+87D1lYfaR3nPZnH3nmGh/BDD1j/9kxXVfT//p2Hbn/5xbSPf//P/U/tcUSiV/Y/8c415Ja5gE/Wo449xMY4Yw4GnD/1+d33Jtx1tWt+T2voZ01nxH+Lr5QPevpKDMdpe7ke1a75/LerP7dgxzP/B0g8smN/23kZ95w9+F3fvHoZSQlvLfTFu2m1uGPN+7kWJiXybA2wO9rs0N+M8xBeEP+YCti1pD5/7L8WxVdmUeagdZRt/lM1af/S/3jr8y3/37mH+5JMPM/l/X7992Fr4Z/3rtx8mm8RYNeD33POjYfulS1+ny02DTOLektSdb/6rytvz3R8MJ//7vxle/Oa3qhzQQotPPzucdNW/qTcXne1vfH298ft/+athrtw8SxcI7BbLgtGbnOhwwxcXh2HPd3+44ot+WGQOlL6wIz5iYyLuu+/BYcsfnF3tavtnX6/tHW/8VytxOgZuPpMyTi58S0xeFpA6GUucxL7t0j+v4r2lHxap/T/7p5oHmDE/2BDfmG/7aEvGEydllNPX1lf98bD9jIur30UWnvK1ddwz4tx73/9a6rOMifFCh4CsyI0fmfcXAEH42VHuF4vEtrCQIkPXfHBfyXEkckq+Fx57fOmeLYMdoEfaV8awsLzALBQ/3GPuLXGh61wD/Mwdcrqvjos5sntgkQLAxLm7zL1hGeD1Hi1vMvQ3t3Nn1YHPnCB27tfSGJY2CXy7mO0tY2dMjLNdJMmFcTkWcr1A/gsxhkkbljZt+Yo3/fXw8M2fHy68/iOHgP7pH/14OFC+CPOsv1n911WvGvBMEMFIQgQdwQpqJgbg5eaReOhAuYnz5UsTSShEgna+44qaQMC5WP6DLKlz47gh7srczB6xAKHHRKGEuDEHSl/Eof1JpT9jZuLVdomViQNhO1/0640+5+w6HsYLwBgbk1aAwPMmvviNfxjmX/mHw0IBPCCb5waXXc8dMvpeirNM/BKbvgHCtgJU81qDGflD3sbygG9luwFLiYHJCb/Gy2JQckgbQral+DtQckUJOBZf3F1PcIKdmAQwY8PPgd/+bthfAHOgxG3u2NEggMF95Z6yQ24p36OHDcSJD6J/74+AhL9t55/UnGJbAcsYWDSLveNCDzpQwM19Amz4Ux/bref/4ZJSGY+L9xLj4F/yA+GDjQnCz967f1Rjo20OGNPAWJYXvjYWdFtiPoz13eqOtU8quT/vb689BPR7n3hiePL7P6iLwJjdJP78xz/+8U+jsHXLwrBjft8k3SqrN7wkFTDu/9n/rTcRHhPxwO+frCsiq2e9aa9/XdWzfeD3vy838PxhbuvWmmh8bD3v3GH+zFfUlZ9EAkQTuqV84R83fHdZ4Ss4Hnq4yhce+dWw/9e/qX4Wn3t+2Pvje+uKje6BZ54dtv/Zq4ctp5Z/Sjg31DqBs1LXSVbsFsvquLh/f1mEHh+2XnRhtUWHfubK930TA7bYMKGqbXmMIQbGAjFRjJOx1ptbbCqVcluJgYkyv3yaoL5YnO794T1VNrewv9rje27b0rrrYrLsZbRgYrJ78Wi1v+SCvOKH++AiRJtdACK/868oOX7oF8OWUmd3rH2VOBkv+ZgruSaX82e9ouZp67nnlrjmSx5PHfYXO8bD/aUcSr/kDTv8kSz8kbcdf3lZ9V/ztLAw7P/fPx22/8Xrahzo7P7m/6hzhb64hjIXWECImzj3Ff2FR39TfJS5VUCNn333l5MJc66U3BfiOPDEk9V+7qQd9RQ1d9opSwtZWby2vWpph6Y/5li9ii35WeD+l/i3/9lr6vwh5r0/vHtYWM7hUO4Fpx/iQZeSMRLb7r//5lKel+chMRJXDarMJ/rBX71Y/Ms9ts3cqzmvmZj9z7YyhpPLRvnILf+llr/60peHP3rfe4f5Uw4/5k/yuvfA9mF/+SnJVe/wOHWiv/j0P9S6A2HAAJ9Jzu7BziUGsAM8AIXVGB/U2enqjSgJ2j38oO6SlOzKTFp2F/x54Qe7bWX1s19k8CDAgD9XY3gke889/7OW7OBLZ4ll3d+W00iJmZvsCYD4mGjExkUckGCnD/xEYsdgx+NEQVz0x0T2GLijnA6I0ccZdrsK0DIOiN1wNTRfJiI5dLytrb6Jpe725KvkiQnKCcTccfKqVMBVx1RKyPcv1OkLfyt9lXzRZncmJ+SPC2KM+qbNM7ePArSnEXOEUwULpPfB3ZJxeFpjMfB0yemLOmUdY7k/xFCvp0+vearxls7Ri1RPBsUXC3YdXzmV8ohAn9539F/8xt8P2y97/SHzkHh2lPFJPEpJ+BIn8tZautP/7D/eOLzqP/+nYftZZ67V1dr/LT03ZGtJSl3VCiha4sZV8JcEA34TTYIjcVPQ3XHZX9Ske3NJNjeQybYawn8EO7bEwQ2tx2aeGQviiYfJyARChk59xiwLDztgnVCl7733/LguFNxAJzWTB9BEwgfPzyw+PEszJgBBLNhhz5Ef2zhB4bMguZhEn5PqvAupvgDeCDEOAIgu4+EFGX0tFJuVPgtguQecPhj/sNwmZmIiVhY9FjNsiNexULrQEoJgpY7+/PKvpcZ7jl/BiP+l+sswqcRjGePCt/dBmaX9M/fon7yyqEDc1xgTviSe1QEpl4Qd9vAYP/dwx1v+su7s9MOYWby3Lb+30m5aiU8fc6bpziL//fe/P5x/3X8YHv3qrcPCCy/MYtLV2dLlTmHWSVR0AAw3sx4rS3IkkswOgV6dTCVplEwcb4y6lOzi8W26snqcWn5ukjdruXTUOlS7njjKJJs7aWe5kUs7WZwQxMwzKRfxQkvvGZZ09YYf5fCYuEwYgF77KLaMnUlfy+XcVN8lZ4wL4lTBhDIWeLRnIZ5hIeKoi0vHiJdGS5N2SZf8swD5phvw8XIRHV9m8gxb22UsyInVBbGCocTMzsViD18wM87qr5QAnfhocx+85/hllyRmZJRcLOqecOoCybjKwulJbGupt8RLPPomFjYJ40APnxD9cT8kQEvMXBJ2BzeZpX5YNNjl2QyI0/FrM0tZTwjFD/OChelIiDfyO848a/gXf/1XK8/0awX96gG/DN66kxVgAxjqEWDuYA6ShNXEL7+0cadgx2G3AVSSJwHbs5ScNqqv5ZMGsXCzIxBo43uBY1+Z9DzH8UzIhEZWqcww4qngLXqQE5NdEmIc28oEi8RjC2N0h2cS0XYiOQH17QTAN7kjH+7wL37zztLH4Sem2B/+an9lPIwJPz0yDsADASz6cxeFhy9Ag84h5TJo0IF4JKGfF/7b1w4B8JJ0aUd3nOixmLmYsqA5RnJfL/zv3L5ULzzHzz3x9MTY6qaxfFKwL0oWU+5T/XSmxC+h7xyifvJV/7Z+UoT+JGLO1sW23Avm07bX/nk9YUyymSbzPs2XF8Brpcf/8b+Xs9fiysdvHu95e78W0K/+GX5kcjEgbzgTB2Kl56ZAJJMJ6E7OMZ8dD7BxdKu07JsbRZJ8htIvOsgAnX1gz2TlJgMkLvXpg4WAfnh5srKTPra0482d8bLaP7Fhw6Rz91sKCIBzxPxV7QMeYLFvdXhuh/C/pfiQjGNJVl4mlbxEcOKbuHhDLp8xO/n10yvVR1aP3cVPtKPORR88mxPLgfvLy77l+8GCARmjuabk0xXfvZBfco4e1ynvuabakTPyO/dYyVnZCVkQIPq0D9ouTNTZ6VfuAYxC+JbIKx+94ZuYlxbDktNShyypm0uOzfKJ3Wd84mbBJ0+8m2HxqScugL88z7yPLProecrQ94HSL7Esycp9nVs6czh2yjEyJuSxPqY/xt9X3sqf+7dLOVdH0C88/8IhH9cpn1Qe/OWZ+T3DaduW3upOMkjZ0c2AE+zo9pLeT7QM7CpfgLF7oTxGnWgD3+jjjTv3Ro814zv+MpCAP/7uWUacGVhzBhLwa05dGmYGjr8MJOCPv3uWEWcG1pyBBPyaU5eGmYHjLwMHP5abK9ifP/n4G0FGnBnIDEzPwP5tVecg4LeeNgwnlyspM5AZ2HwZWNhV/sFG+TcNm29kOaLMQGZgLAMJ+LHMJD8zsAkzkIDfhDc1h5QZGMtAAn4sM8nPDGzCDCTgN+FNzSFlBsYykIAfy0zyMwObMAMHP5Y7wsEt8tWxhebmyv+9W+qWR+h2xU/0Z50Ssm/qyto67Zam2Uf96Be+turEGORZaqvNtPyoj731aNv6td2W2rZ821Ee/bd8xxb5Yz7URT7ms7Vt/bbtqE899kG71Y/tWI+68i2RST2eslhGvVhHp21HO+vqUELtvIhyZdqutVw14Ok4dh7rBHHgwIE6WEvkkIOqjfJHO+Vbtmyptsoto5716Fue+sgg+rOuLJaT5K1P2vIoIUvqxA5FnThe47VEd1JsyCX19C2fdsujT3iQcuoxFmWUkVo7fcU+ok9s0YljUlceJbmJvvUbbaM8xtTW1ZNv21LfyOVF3Sg3r8qVaUcpzxJd65bwoo065oA2pD/s2r5jW73o0/qSp4O+aONvNbQqwNNxLyA6hN/eXAYyPz9fZW3QMUhk+8u3fgocZDFhsU/rC+UbUdE38fDb/mlHP+riH319oaMuMpMoP+rbDzr6ptSXcdmOOtEGn5A89G3XSvkTefpR37HSRg+5Y1CmP/2gEwlbdeTbDzb2RalP+FzeV+xaG3jqkQ9jtEQOoSOpTzvq0S+EHL59wYt6tCF43gPa2GFDvLbR8UJX38jhR4r9RT51bPWLHn56eVJmP7TR0zd8qfVhPNpEPWT6gK+uOr3y4BdglG8qOe20w/+lHQHEgHAijw6oWyKbpY7eWmjMd/QVdSKfujLLKPcGRJ71nn6Ph36PDw8yjz2dqjDjnzH7dgxtO7of8xF1Zq1HX9Yt9WHbUn4skUHmSdkkG3Usp+ki5xIobV/6mVbGfsbyLD/qRr/wITFkPdrJo5SiXB/2gaxHu3btGnaXb2SauMObDJ3hiERJ1tUzcMteUqMv/YyVUZe6/UV9+MooodgvPOIhEazILWnDCUPSxlL+WBn19GcO2hIfjiPeOPQgfcWyCsofdWxT2h91x6At/bR9KEMf0j76bm2WNA/+7fnQXpnlQaulvuLYsdGu1ZOPH21aHdrotfHCw05bY4ltbPUb5faLXFIe29rSt3mPcvygY5+tzLZl7EPfyiiVU/bmsTr2iV6PJgJeA5OAs1hHbpsO2mCQyVdPG/jeKPuJsh5PH9EOP5HskxI9koNOm8Soh1x9E6ZtLyb1ldk/xzv7w1/bh3qU+N+3b99hOYg26jtGZFKMQTky6nGsxiNfu54NPC7iksx11DeOngy7OAbtLI2HEpJfG50/+ooibOB7r/BlLOghR4ZO5CszhuhzrK4P5PZHPcagDqVkDOpGftSTD0+f2siLbevoQuhsLT/mwZgop9GoBo64IOuUJJDLDqd1kPLMQGbg6GQAPAJ0TxjtQtbDaP/AH+JzpaQE6OxiPUfBJKuZgczAMcgAOGRXB5dxU6Zr2j2aCHiB7c7uG8meo+RlBjIDL00GxGUEudhtI+oCXsO2bI2znRnIDGyMDETQg1uvNrou4FES7K1BtjMDmYGNlwEfvYnM3d0yRjsKeJQS9DFVWc8MbNwMAG7w2pZtxBMBj3KCvk1ZtjMDGzMDgn1SdF3AYxiNqSdlBjIDGzcDbsyUXr1ou4D3eUCg8/leUmYgM7CxMyDo3bB70XYBHw100jNOXmYgM7BxMsDn8dIYbg9qqFlKjwTRKNaDalYzA5mBDZABT+PTQukCfppRyjMDmYGNlQE2ZB7FI/B7m3QX8BpxRPCYIG9jDTOjyQxkBswA//gGkINVL2WWXcC7MrhqqJxlZiAzsHEz4Mt1cOvVRtsFPEqsEAK/Ncp2ZiAzsPEy4K4ubmm31AW8YNeB/zdOa5ztzEBmYGNlYBLYibQLeI3acmMNLaPJDGQG2gywObthi9+o0wW8R4G4s8uLxlnPDGQGNlYGIsh7mO0CniGgzGt+KTqSl2VmIDOwcTIARsGtZS+yLuAT3L1UJS8zsHEzEDHb29mNvAv4uErEukZZZgYyAxsrA4LcUzkLQFwEjLYL+J6iBllmBjIDGy8DAj6+d+tF2QU8ijqgnOak5/ho8nJBOprZTd/HYwbABFil9OuuxHAczyjgMeTiiOAxIRq+lPXeQF7KeLLvzMBLnQGwKlEfw0gX8FE51nWYZWYgM7CxMgBOudykKeMiYLRdwKso2P0wX6Np5bE4EdCHcU6LJ+WZgc2egQhwf4EG3LY0+sszgD0Cd6OBi8EQn4tSO7BsZwbWkoH77rtvuOiiiw77YVX5zzzzzPDrX//6ENdnnnlmtYH58MMPV9mFF154iM5YA/1Zdcd8wAcH/M8z/uwUbTDb4qML+FYJYPkiYFKnylp7+ceyvPnmm4fLL798uOyyy4YHH3xwuPPOOw/p/tprrx3OPvvsyrv77ruHu+66a7jmmmuq7iGKpXHllVe2rOH973//cP311w8XX3zxYbJkHF8ZAHR79uypQT/66KO13LFjRy3PO++8Cn5AyTx505veNLzsZS8bvve97w1vfOMbB/TUxUA/1bj8YaGQd+mllx6ii87vfve7euHrSAmwC/JVAd7dnF3U36uaFcTaHmnwR2oPyAHxqaeeOlxxxRXDY489NgBy6Pbbb69tAA//lltuGa677roqoz0rYXfKKadUdRaF3sIwq6/Ue+kyAID5KWVIAPvT6du3b698dvW3ve1twz333DM8++yz9aIu2NlYHnroobrDg4Gf/vSnwxve8IYVMAP8vXv3ruhXp+UPQMcP15GC3hMvuBX49mPZ3eEVeqTHeFYgY9N7dtDnepbG1S5G7OaA+Ytf/GLtjva3vvWt4dZbb61tVvSrr756eP7554dPfvKTFajPPfdcPf64KMwSJycCjn+QwJ/FLnU2VgY4kksA211dHiUgB7QCFICzSDCXBKo7OIuAuzq2LCguDLRbwh7fnBo4QayVwB67/CQMjgJeELlS2J4WzKwLwzQ/RyJ3l+bYDfDZeS+44ILhAx/4QHX7hS98YcU9x3J0PvzhDw9XXXVV90gPn5PCAw88sGLHAsERjxsuAXoWkqTjJwMAmd0V2rVrVwUxPAmgAkJACYjvuOOOuiCwmwNw6Gtf+9rwzne+s4IaHU4H+PCUoK9JJb7wwyMFC85aKG604rb10wV8BDd1VoyNAOQ2eOIivhgvOu7SAP6mm26qz+8c8W+44YbqArACTAAK2Nnl2a155r/kkkuqDjeUUwFHfZ7fIrCrQv7ZFBlg9+WoDgFm6gDVuoMEyB67ATPAZI6wILAYuIPDf/WrX33Yiz39jJX095rXvGbNYMcvGBWnY8f6LuA1tmwBBX8SAcTVvOSb5GuSzMG1OhzhuQA2IAewgJkXbACXBYEFwCM99uzg55xzTr30xw7uSzlK68hZDFgsXFy0yfL4zADP3IDfXZk5wzHbXZx5w87LkV8dQM5z+U9+8pMVoMIT/KeffvpMyfDUwEKxHiReLaPPwz+oC1IMekZB5bAq+n631mHCdWawsPQIcH/sYx+rIKYEyBB8QMwiwA1kh//sZz97CJB7/sZ4LBqcIlhcko7fDLAr33vvvRXw7OI8SwNs6hzzIXbzc889d+XIzY7PAgDYzzrrrKqHPjxsePvOC78nnnhi+PrXv171ehmiL2yOFOxsfhGvcbeP/XZ3eHfOMaPooK0fK8C7qMTnFmMByFxQW+eNPWDnCA+5GNTGKv+wu7PL33bbbRX0PD4kHX8ZYM7ynM7ODKjZ6SGO6gKXl7PIOfJzGgCkkB/TUffzeIDvCzze1GPLouIbf3Ql9OxP3lpKxiDoKT3St766O7wgwkmst8a9NjaQi0ZPZz14rLCTHht4cceRnpdxlO7GJP/xxx9feWPfiwVdVvRZiAWDF3833njjLOqpswEzAMgBMDt1BB8Ah08Zd2DqHvWjvp/YsFC4IMjTTzv8aN/K1tLm1DsJs1N3eBysZqcH8Hw0wEcWJ5100lpinmpjTJMAzzM5IPSFG6Ckzo7Pszif0Uvts7tHdB4Bxoi3/p4i0In1MZvkZwaOZgbAnhvuWD9zZber/5vNzp07V15GRIBzdOYCxFyzEIB84YUXBnzOajOLX3V42YZfVt6kzEBmYBj27dtXP01jE+QCw3EB8CPH7pHe4zjAhaatGm3COVLwvMJRWl+tzlrbnByI62gsJGuNKe0yAy91BsQo2JiE2y7gNXYQawHttm3bKujjP2LQ31rL/fv313/8wMlh0nF+rf7TLjNwvGcA7Lq7C/w4pi7gVRD4OpE/S4kNR26A+dRTTx3xR3W8pONYgs/c3We5A6lzImUggnvVL+1IVAS5wF9tAgG7L+7Y6dmZbc/qi9WKZ3b+gQO2PCqsNZ5Z+0y9zMDxlgFA7s7uiVzgx7FMfAuHoddaQQboTz755PrWnudvdmp26WnAp19e/L344osDjwe8dadcaxxx0FnPDGzGDPhyHezEBSCOdRTwGEEALB4XovGsdTpndwewAB7gs2uzGHA8R85FPwTtG0f0WSwouZIyA5mBfgYEOVIwG/EbLUYBj5IgjAZrrQtqQM7LNy4/8gPgEIGi53M6ulzwkjIDmYHxDABwNkww5CXoo1UX8CrigGs9AYcvnsPZsWM/BGWg1NezT/wlZQY2ewbAjyS2bFt2AY8hBjqIdQ2PtExwH2kG0z4zcDAD4MkdXq74tU3ZPSvH1QGj2I7GWc8MZAY2RgbAKI+/kJtpD7fdHV6jah0c2M4yM5AZ2HgZiACnPvMO766OUbw23hAzosxAZsAMgFV3eXi0W+oe6aMS4OcFWm+1iHpZzwxkBl76DPDpl8/yvRffXcC7MljiwPpLP6SMIDOQGWgz4Ibs5gxee5jtAl5jSq+2g2xnBjIDGy8DgFzMzgx4FTGM9Y03vIwoM5AZMAMCnRM5RLuliTs8YO89B7ROsp0ZyAxsjAyA2R7Qja4LeIQaucNrkGVmIDOwMTPgBi12e1GOAj4CfZKDntPkZQYyA8c2A2BUnFJG/MZIZv6HN9Eo65mBzMDGywCP3wB9DOxE3N3h40rhsCY5USfLzEBm4NhnoAV5D79G1QU8QgGOsSsH/ztrUmYgM7CxMuBbeaKadJxHPnqkB+StIwDPQoBsmmOcT6P18EEfs/pBD3Ixq41j+GfWOA1pkv4kmfarKaf5myaPfU3SVWYZ7cbq03R7cnmWY77Xi28/luvlFz9jPt3ZxaS66HP1aBTwGlMKcBYAHAF8ShcESk8BdkIQ6IyV6BmofuBpY51SQh+KOsom8ZVFXX3Bc3HTr2314UNxLMoct/70gTzKIt+6cnSjb+WUyijlV+byn54OIuOJur1x9fSiDXX7tYxyeFzxHiqHD/X6UBbl8Hq66JirKI/6sY5+pJ5MHiWkX9pc7ZyOcuuxD+v6bdtt/LbR08Z+W16U0zdtCT9cUPSpvC2nAp4OHOBYx/yD/V4g6red0laGnQHDk69OnEjqRX9tbFEnyrAxRvqQ9I8dlzcaubHEkrptdbCBZzvKjSfqoGfOtDEPlNaRGTN1fNmOeq1vdYlDmXaOE51pPtBxXPqRRzuS43HsbakdpbFob9t44Xsvoh/4tLkkbCXzQ1s7ZdrZF6X6yhwjsvg/oahnX7F/47QfSniScdivvvTR9t3a4kcd6/pWt5XrW71YTgR8VNQpgfcGrq4y23auPXwTS53E0o6JiH04KHQh/CCPZY8vzxJ9Jyl1CD9O1Moof/iOPfTk03+0VU8ftNVVRhnl1HvjgBfH7rhaf/pC17o+scGPvuDDk/QFX1vl+rA0P9jqj9I+0KOuftSzTonccdGO/UUf9kcfkvmH18aAbbTXRv+0jZd61LetLjKI/EDGq//KLH/Uw69141YHGdTaKoffiwu+vuJ90p+y6Kftx5haHdtt2f2pqVaJNonisgPrJrBnIw8b9az3SvvRzlJd2205Ju/x4UHGQz3qKYcP9fSi/pLWoT7kjZXaW47pwefmc+PHdHv8Hq/tI+pQjxTHDF+5/LYdbddaNx5Krt5kV8c47Eu+ZeRTn1UfXXxI0U7f3g91KJVFXuT35GP96KNno8zFg/iin1hX19Kfmlr1Do+D2JGd9JKDrnJLeFBPH51WL+q2sugDvSjvyZQ7mWz3bMdk8KNv9eApk4dfSNlSa+mvOpY9Pey0pYR6fbQ+1K0GE/5op75tTWxTtnGoQ6ke9Wl6+rLPaN/KWr/oQvL1YZ9L0sl/7cOy50+ZJTr2YZ+xl1amnXx14UPRhzqxVN9SO9vaw29l6oyVMwM+Ouh10vLa9mrtp+kjj33EepS1fGQemaj3KNrEurqTeJNk2o+VrW1sj9VbX1GvlY21W5u2jZ08y8iLfpVbRpl1ZGPy1fB7urPw1LGMcbX1Vgd5j9fyW53Y7tXlWbb+aK8HHXx4Wg9v6SMzkBnY0Bk4KoDnyOEVR+9RxBJZrEfdWB/Tge8V9alHm1hvZa1d2462sR79tPwoi/7Us2z1xvjqRXn0G+vqWLayMb56PfmYTF1L9SjltWWrg1wdZbEd61He8mPbeltiP4mnHB317DPK5KmnrqVybWxHeWs7phtt9HMk5aqP9ATAsWPWQFq9nn2rE481yiwdbNRpk0W7jbG1b9v67ZVRN9bRtW0Z7Xs85ciI0TgdT7RRp+XhQ7u2Tlt9S3iR5EcfyOVbjsXU86XNmMy+LKMe9Wjf6kRZtIMfdaOe9baMfSmThy9In1FeBct/enx5lvrARJ71Xj/yWl1tKHukXU/W4828w/cC0SEyr8ij3rOTF20ij5dqYzL5USfaKpfXxmB8llFP3lip7liJXZT16saNblvXvrVrJw9ybKO+NvKqsPmDTqtn21J7dVt+43LFX9Rv69g4Vv21ZfQb7eGrG3WsK9Omp68s6s6i19OxX2X6jPwos+8olxdtvZ9RTz+x7Mn118p67ak7fAzKumXPYZRZt0Q/1p3I8ihbnn2oY7stoy0y9V0BbUe7abKejbyx0r5749DGGNr+o5x66yPK7adXRp59xVI/9j+mH2PQPtpat1SH0tipR3mvHnnRrmfbytGJpC/Knm7LV7/1oa1llPfqPT/aWrZ202LBLlLsQ59RR3nkRXvqUwEfDXQor23Lp4yysQCijrY9nrJeib7+qbftKLOuH3UpW5KnDrby0JVPvZUpjzrwIkVfkU8df6z4bbzIxnyO8bFpSV1joJTX6hKHn/tGmbaRZx5aX/KjrnV0/dREn5bqUMqzbGXmCnmsRz39xHjURSYfH46Zun1G3Un9KBuztR9j03+Mz3osqRuD80Nb+ehMoqmAx1E8btgBTq1btp3Kp2xlY0G1umPtyKceyWTAi/Wop71ja+OLuvixrV303faBL/WiHTZQ7Eu9JcnS355NT97y9KU98tiX+lEuj7LHh2eOoq5jlIeefelHnm11Y4mN/tWPcus9WeS190C7XhnjoW7b+LHx/xeJ9urJa9vyKfWLT67YjnYxbu2Vaydfv7FNPcatTsvTZiLg7VhlShy5Ikd+1jMDmYFjnwEWjIjTMaAb2ehLO5xgrDPbCXZTl2Vm4KXPAHiMODUicWvbchTwKEQjnE5bPXSaZWYgM3DsMhA34YjZXgT/H65B5oEULKYWAAAAAElFTkSuQmCC" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177683" name="提现" >
<node_order><![CDATA[5]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="177684" name="当月只有劳务" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177685" name="当月只有劳务，当前是上海劳务，上海劳务和银川劳务都有钱，提现时，优先从银川劳务提现">
	<node_order><![CDATA[1]]></node_order>
	<externalid><![CDATA[29480]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>当前是上海劳务</p>

<p>上海劳务账户余额200，银川劳务账户余额100</p>

<p>提现100</p>
]]></actions>
	<expectedresults><![CDATA[<p>优先从银川劳务提现100，提现成功后，银川劳务余额变成0</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>当前是上海劳务</p>

<p>上海劳务账户余额200，银川劳务账户余额100</p>

<p>提现210</p>
]]></actions>
	<expectedresults><![CDATA[<p>出现弹窗，从银川劳务提现100，从上海劳务提现110，提现成功后，银川劳务变成0，上海劳务余额变成90</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>当前是上海劳务</p>

<p>上海劳务账户余额200，银川劳务账户余额100</p>

<p>提现300</p>
]]></actions>
	<expectedresults><![CDATA[<p>出现弹窗，提现成功后，从上海劳务提现200，银川劳务提现100。上海劳务账户余额为0，银川劳务账户余额为0</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[4]]></step_number>
	<actions><![CDATA[<p>当前是上海劳务</p>

<p>上海劳务账户余额200，银川劳务账户余额0</p>

<p>提现100</p>
]]></actions>
	<expectedresults><![CDATA[<p>只能从上海劳务提现，提现成功后上海劳务账户余额为100</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[5]]></step_number>
	<actions><![CDATA[<p>&nbsp;</p>

<p>当前是上海劳务</p>

<p>上海劳务账户余额200，银川劳务账户余额100</p>

<p>提现301</p>
]]></actions>
	<expectedresults><![CDATA[<p>提示：输入金额超出可领取金额</p>

<p><img alt="" 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HoEjEjVY2Y5DIEZCNScSOW+li0XN6Nm+Yhq0s5WhsUbArVGoOJtFNVWhARIp9OSTCYlHA5LJpMpFME3w9lstnDOg2AwWPiOqfjNMctIJBISiUQkEAgU8jCOZba2tup9XMIxDf/sI9sCVHZQBwRqSqQ9e/bI6OiobNmyRU6fPi0vvPCCXH755XLllVfKkSNH5OjRo9LR0SHj4+OyYcMGaW9v1yZv3bpViXX27Fl5/vnnJRqNahmXXnqpkGTHjh3T8oaHhzXfxMSEnDx5Urq7u2Xbtm2ycuXKOkBntzAEziNQM9GOBCIRSBwOfJ6fOnVKzpw5I6FQSAnQ1tamROrr65PJyUlZu3atkBycaQ4cOCB//etfZdWqVbJ9+3Y5fPiwPPzww0qqc+fOydDQkM5G7n1IxuPHjyuZzjfPjgyB+iBQEyJRbCNZrrvuOvnXv/4lV199tXR2dspdd90ll1xyiYp1rujFXxKqpaVFurq6dMah2HbixAm54oorZGRkRHbs2KHXr7/+eiVYf3+/kobpOEtxRnrjG98ovb29SkK37PpAaHcxBERqQiSXHJxdNm7cKM8++6wShKKdu5Yh+PF4XKanp7UfOCv9/e9/1xmIpKN4xvUVRT+Skr8kFYlI4lx22WV6fWpqSsvkjMT1lAVD4GIgUDMiccG/YsUKnSHWr1+vbeMMQqUCA8m2Zs0a2bRpkxJjcHBQ/vSnP+laiNd5jTMVCcMZiOfMyzj+vfzyyyoOukoM/rplM78FQ6CeCNSESGwABzXXRgcPHlQycGaiMoHrG2rxXnrpJdm3b5888cQTqmx4+umn5e6775Zdu3bpzJJKpVS849qJs9grr7yioh8Jw9mKYiBFR2rzbrrpJlU2cD1FAhfPevUE0+7VvAgE7r33v+6bq/mh0MIUe9SurVu3TgnFNRMVDa973etUTOM5tXRc83BGIjmoaOBaiuIe10vU6DEdz0lK/pEgJArFPK6hSCKqv6kRZFnu7ETC2jpprl61a4tFIFWyjPDN59alLdK6qHuSDO4M4c4WPCfR+Ms/EoDXGOeSYbabkiD8YzqXLG55zMP7mYg3G3oW7xUC07H4BUUtbLq5oIi5T0iO4uASgXHucXEaEqqSMBtZisuqpBxLYwh4gcCFo9yLEq0MQ6AJETAiNWGnW5O9R8CI5D2mVmITImBEasJOtyZ7j4ARyXtMrcQmRMCI1ISdbk32HgEjkveYWolNiIARqQk73ZrsPQJGJO8xtRKbEAEjUhN2ujXZewSMSN5jaiU2IQJGpCbsdGuy9wgYkbzH1EpsQgSMSE3Y6dZk7xEwInmPqZXYhAgYkZqw063J3iNgRPIAUwdlYKOvOHKh9VgPirYilgkCRiQvOgqGWpJjI9jmjq3zXpRnZSw7BIxIHnTZyFP/I7vuvUcmhw6Iz6jkAaLLrwgjkgd95oORyo5YQhxYPIIlCg9KtCKWGwJGJA96zIe1UdrfAmMu5z1ueFCsFbGMEDAiedVZtjjyCsllWU7NzXHVChXar3Pt2s11j3JpmJd2xflLq6804VUuHct1be/xmMYqaS6MBixnS890FpoPgWVLJHbVt7/9bdm7d++svfbBD35QPWC4CUgKupphPrqIicVi6nbm85//vLzpTW8qSw4aovzLX/4i3//+9wuuZN7+9rfLZz/7WVm9erVbtC2NziPRlEc1IxKf9hy4fHKXGm1kvDujlF6rphf+8Ic/qPMyGtkvF+jqxa0D7/fcc8/JBz7wAbUTTlvkPT09GveOd7xD7r33XvnCF76g5pDdsugp4zvf+Y4Sj/dwPWT86Ec/kscee0zdzdD/kwVDoCZE4uClUfzf/OY36oblc5/7XIFMvPbb3/5WnnzySbn99tt1xpjNaupc3UOC0ub3W97yFrn//vvLJqU3DFcEo0uYL37xi+rI7Jvf/Ka8//3vV7vhNObP+O9973tqe/w973lPoazHH39cvvvd78rrX/96+da3vqW+mCgSsl1f+9rX5MMf/rA8+uijubexhVx20JQI0Pb3XH8Y+FUH+Cly4AvJgQtLB+sJB+KXloFZwYGHCo3HE97585//7EB0qrp8ZmA++FRyMJNUlP/3v/+9A+P6Dga/AzIU8rCcQ4cOOTDM77ztbW+7IB5G/R04AnBefPFFh3V3A0RC52Mf+5gDkjoPPPCAM/Lwfzu77r7LGX9hl5vEfhscgVLO1ERrxwU5/cZSjKLzrx/84AfqUIzHf/zjH9XTxBve8Aa57bbbCjNVtU8xOhjjn+t7iaIbXcHwt1z429/+pgqGL3/5y+oRw01D0ZKeMTiz/fOf/9RZjmXs3r1bxcabb75ZPWW4Mxvz0QPGhz70Ia07RTzOUhaWJgLsS7oSwsNQpSC6DaIDPI4VL0NNRDtWkGT61Kc+JXhiq/hD/0Zcl/zyl79UbxFf//rX1WHYQhtDty4EieIbRTASlA6Z6f6Sa543v/nNqpFzy+f6iM7K6Ai6NJAkdDnz4IMPylNPPSVvfetb1XcT4+l+03USXZyPbmQY6FSaCgwLSxMB+iz+xz/+oT6MqThin9IdEH1r3XDDDZ55LqkZkQgrBy4X61xL/OpXv1IfRs8884x85StfKTugq+kKOjHj2uoXv/iFOm3mMWcXPml+9rOfqdMyKgWo3mbgGokzz2zKDZKc1/bv369Eon8mPgzot4m/pYGEpbKCT7up6SnJ3aU0lZ1fTAQoAdGdKvve7UP2MV9jcGai8ohjoljaWGh9ayLasTKsHLVed9xxh3rU+/Wvf60E2rx5s7z73e9Wd5cLrTTzYV0jdKXJaZqzHv3T0hM63WdSiUHifuMb3yiIXVR102XmbIHOywgy6+zW3X16lcvDjmEedhafdBaWFgJYosnY2JiSiP1KJ3Z8WF511VUqmnPs0JukV6FmRGJDOBvxnQsHODVsnEXYuI9//ONyzz336HuchTaE3sy/9KUvyc9//nOd8eikmU+YO++8U9/5cLb43e9+J4cPH9Zb8CUqn0Tlnj6sK69RVGQ6Bs5kjCfg5QLTkpwklN8/c8Yql8fi6osAnXazD/mgo8/ha665RvuZa2sGulX1KtRUtPvEJz4h73vf+4Ry6qc//WlVMnCNRAfLHKiu2LWQxlBRwb9SYvCc6xqqrOmf9vjx46r44FqKUzwJ4E7zxfflzMZrrvKCYik7gC472Rml9+HMxXZtguvOCJQP9oVQMZoX/5j91dnZWeg3rom4TuY44BqJD05KFF6FmhKJCga+p4lGo/pHMejZZ5/VmQmqax205QZ1JY1znTbzKVMOEIJFApAcDNu2bdP3P1z7cIovDXyvRW0cCch8VErwl9oekqZU4cAvKnidfnI5+42XFmjnFx0BkoYPRkpC//73v3UGGh0d1THB8cEHulehZqIdK0jNGqfUV199VUUkDmqubRg3NDSkA3GhDaFI99GPflTXRsVlcHBzSucLYXo+HxgY0Mv8yoGy8o9//OMZa5rx8XH9DIhaHBKDT7Pt27fL4OCg7Ny5U7WBxfegQuOhhx7S+t96663Sik6xsPQQCIVCKrVQ5HfFOM5ElDRe+9rXznitsagWlL5YKj3HwFxwAHH0RSaeAs5rXvMaB09uZ9++fRrnXlto4fiiQF+wQnHhQAXtYNbQF61QgTv33XefA7HRwXssjec9MDs6IIoDbZuD7+wcyMmaHmR33vve9zpQRDjQ9hWqw/r99Kc/dfDkcj75yU86LBfrJS3vkUcecaDtcaDRcyA62gvZAmpL74D9CIlIPwrAN5MO3hU6HI+MX0wo5UlNRTt3XcFfzg4UgSjKufGLeQLwPdFnPvMZ+clPfqLq6htvvFFlX4qSFPtuueUW4bsqimsMXMt89atf1bUa32/dAW0iZeg9e/aouPmRj3xE3vWudxWqxDryo1e+V9qxY4eKeNdee60+2ahSpVKC2sK1a9bK6PO+Qj47WFoIsB8plnMJwL+ahVJmlZ4vhrVuXkylDhbmDjR2DsQiN3rRv5yFoJlzbrrpJgek0NkDhHFAIJ1BSm/Ae3NGfOc73+l0d3drenx06vzwhz90IA6WJtdzvGx18L2ds3HjRk3P+4BwDkQ+B2s+TTPyyIP2iVBZ9Bo3spQnPkbMxdK2SO6JPleai3kNXaUyLxUaVGZQ8eCqrrkmKg5M6/4xPdc6TO+qvEvTu3mZh58BUc6m3O1qgxjPPKOPPiTDOx6QTf95v/RceYObzX4bGIHpGM0KnA81Fe3O36Z2R5y6+VUDxcbiUE58ZJwbjxmpOPmcx8xTTl3vlpXLXP4bvzkLtosNg8CFj+yGaVa9G4KXspISn2Nw1hv5pXI/63kPeoImuLKgkiP2hYMHcC7LIoxIHnRb6/pLJXTFdRLCLto5F5we3MuKWJoILHtlw5KBFYoHLMCWTHWsIrVFoFTZYDOSV3gbibxCclmWY0Ralt1mlV5qCBiRllqPWH2WJQJGpGXZbVbppYaAEWmp9YjVZ1kiUJMvG9zPcJYlIlbppkKg+GuXxTS8JkRi5fCZ+qL2Gy2mUZbXEKgEAY7T2b6vrCR/cZqaEIk3WOjO1+LK2bEhsFwQsDXScukpq+eSRsCItKS7xyq3XBCoLZH42Qy/PnN/eKhxMsP/N5PgIpK6Do3zmfKZi2PdAnMptNBCvlw6/KtlZRCfFWx4z2XRsvJd4+56QHas5vQKy3MDq8k/JmO8+8uUPNd2FNJoTC4hMmlaZmZKtyCcWWhcBGq2RsKmeEnFpsXfHpFsIi3JxLSEO7vxfTS+ksYnafHxCWntbi/YhOPAVDOLyZSkps5JuKcPw9CP/zAWsWEvnU6JPxCUZJwGHEVaaAIL2xaymbT4ggHJJuPid4KSbQ2JP4WSwi0SwDjOoB7JcxPS0tsjPmzk47j24U7c8pD1wVmZPySZAI5hMCXYGkY5tOONGwTCyIv02bQEsgEJoB1c9zl+1orOLrOSgc27dCIlrdhGD4Nd+MtKfOKshNu7JJWMod6wLw2bd8HWNuyZCjXuKLKWSU2IRI3d1KlRGXtxr/TDf1B2IiqJ8TMwnLBFIivWYBD7JDl2UrKpNmnnObV8+M+PR/k5eAZPRMckHFkpXVs2SyaVlCNPP4muykp3P9Imo4hzpHvbFTI+dFhSZ89IBGZnk0cOSTadld5rr5Px0dPSuQouXTg1pONyZtdOGbj1Npk4MSL+KRoFBMl9fkkcOyK9/3Ez7Dp0yokXd0vvykEJgPATMNnUu/UaSYMMUycOSnp8WkIdXZIJ+yXc3SPdW6+V7GRURl/aI+FQWHwbL5NQb59MHh+WU3t3StvqtRJpCcu5Iwel74pt4l+7UWqDNJpiYUkgUBPRjrOLD4O6PRSRqbFxiQ4dglnLCTn10j5JTEUxTeCBv6JdorDAmsETnxKQTMXl2OMPy7nhIQlGujDo98vx/3scW7xTEnTS4iC/BNJy5tX9Mn7kgEh7t0Swy7ULAzvSuVKC7QOYxQYkEGyT/o2w4x2MyDSMQ07BsH5q5IxkklnpG9wggZ5eDPoV0r/tWtynR7r6V8nQM0/o9vFkdFxGnt8tsZGjkopHpbV/pUyj/oFYUsID/dKxaiW2tQckfnJYjv7vo9LVCWMuIZ8MP/6YnH7lZQkGwNwzo+KPnZPoGIxRRs/J6YP7Mesuib62StQQAe+7GKTw42nPWWZyZEj6egcklYhJcGCVRMJtmGnaVTxyJmMQi6YlHp3U9Uban5HOzVukG4P87N5dmFE2SNeGTbrGSMUnVJxr7eyS9rWbpR37fvwZR2JHh+Ts0VdlahSzBkS7c6ND4g/55fTePSArxK5wSNrWrZfghlXSBvt20ZETEkhh7qN97wTMF4OYkNdk9VXXYebCpAHi9wxukjb8BSDa0RJxEJaG/AFsNV+1WiZg/rh3wzqka8VMezXyJCQOO33912AvEmzbpaYTIGkPxM+EtGGGalm5XtqxBZ5CH58VFhoXAe+JRKwwI7V0dkAcapc4RC8fBlzyzCmslWK8iN8JOXvwsAxcf4OM79wDZUBSgiCZzwdHx109WDsNYJNcHwY57HBjBAYzQQnSdvcExDIngeKxtsF/GScjaV9YQtIqLZidIsjnx5qndfUqrGvS0n/JZgm1hMAR7lxFDtzn7JFXZHpkWNdKuhbClXQI65g2rreySItBn4pLElkocEa62nCdu1/xH2ZHfwvq0t4hQT9MLsOscUv3CqzNRCIgjg9rMwckg8ExrAljeIBMozyUq6sq3MhCwyLgPZGwTsc4kiRENZ+vRToH12Lh7ZdQZ69g3OMhHoVY9ISsu3E7SDMgPVs3ycnnduvCPNLRgvXNEVj1gesNiFc+LPaDnREJwYtE50CfdMDFSgZEESgieC0+ekpa28IS6PZLdP8LEj9+FOUkJHX6jJw5dgjKjkkZg6XUvnWrVInQOjAo6265U9bcfqc4UEY4IBamJenC4D/58iGJoHxfCB4r2iLSgpnq9EsHJTo8KjGIhzGKamhaEkoSvw/WXCHetbQGMbti5j05KgH8SntY1mzdCj1FGGLgCmnFg8Tf1o574JpNSQ1LIjasdjtkMStNYgB29nTI2OEhzDLdGOBTmC36oWULQoNHkYfBwTpkDNMONHKnR8SJxzBzUGUNERGzE0WzSYhUgWxSAl0gEGcKfxAzTUQSsWhOW4c8DlWBCP6+XpAMmXGehgaN5ZMAIZCvA+IlQxrau4nhIyre9WyFiEbNHma72PRZ8cWyWscElAntfXDyDEKdPXwQXIBRdsxA0RMnoXDokPjwiLRgJkvQLBNMdAU7+qS1p00SMKxPLxUtIH/3mvUyffY02o51Wd5QpVbA/ln2CJTukK0hkahToKo49w6GwxwPcn06U0xiPAd/BnJRgL84z8tbPNKgeZDJl3XTIZqFQHXtQz7mJ0n8nOqo1wY18fUU1NpYleDPDyVFIR4qbqZgXjIYBmuVyCQI76PZ83HM68NxLkXuIqIkgz+m1X9wYy2Pp1oALyKG9S1c0FZqBs3HvBYaAoFSItVE/a1I6YDnoMKgxEhTQuk7GI4yvIPBaMzFc7jm7e/kR1thXCKXDmZkpuTEgOJ0HGdwjSsfilkOp6l8yIJ0uTR4zZr3W5TPirKYFpMM0nId4watkcb7oBZ3oKkmPXMEYxqKb0zDfPzVphXagowoNIU6hlg4Q6FoKvV5ylxEwEKjIlA7ImH4BPioxv/uEOKLTAZc0UGZAxVXc8lyp/l/cyn1Uv56LpEObxwqdTTq/IDXrO7NCnc9X6x7f41xb4ATHrrlhfRMCy5kLEqqV3P1ZWz+Cn70daue5uM0d+4BUijIDhoWgcKwa9gWWsMMgTogYESqA8h2i8ZHwIjU+H1sLawDAkakOoBst2h8BIxIjd/H1sI6IGBEqgPIdovGR8CI1Ph9bC2sAwJGpDqAbLdofASMSI3fx9bCOiBgRKoDyHaLxkeghp8IATx+YoaQxd4gh19kVxrOf3kzI4eWUkVRMwqwiKZFgMPKx+3K+HM/Nct/PbloTGpKpCyMf0wcOYwdrEdh7YR7fyqsb54o/Ki1OOSijUXFmNhxNQjgE2LsFetctUo6L7kM23mwcTT3GXI1hZRNWzMiZVMJObVvtySOH8tX1ghQtgcssm4I+GlPIOqXCezWTmD/Wf9V27Hj2RvrTp4SiVThlgHuE5rGDtIktnT7sUmP+3t0H1DdILMbGQIzEchgQ6gKdRioCdjvmF4xLO3rLsntJ5uZvKoYT4mkghh3yJFIMGkFkzs5ErFK3MRjwRC4iAj48/vF+MN1+9TJERjT2YCxeeESYiFV9Fxrl68rjBvAOKIFQ2CJIoB9mbCRCCXY4jmkLfR0RnIxowlgD0juFtdEv0SOEzo2BGbLP+Mcn27KRyronbhtniEnCuSO7d/KECgSkHi4WD55TiRu5yaLiupZWcMsFRCAiWYAR4uzmVmeRP48eXL45ruf4vRiR4LhvygEPCcS+9NItMA+gY1xJ9ICuxHID1PNftg0dxniYL3JY1+wVQsn4bIQn2lj3Z2RjEsKzUX5x3MiaWezKfQAYaFyBDipBGFbfM0GGN1vxWsD2PeD1daWvtUSmxiTNMx8wQgGTIWtFycalWB3v2Ro/hnSHQk0PXZCMuOnVSw0QlUOu1cpa0Akr6rWZOVg9Ado+DKTlOgR2AOEUcvMeFScQZgcOxmHHXF49sD6KN0xJSnY1OuIdKixTdrVC2Dm8oda1KQZF8+mIK3/2Cm/oq1/PZr+jhSH/TD7FZuekEh/t8Tw0tAZ6JH0sTGYSO6CTeRumGfGGqq9TSJrVoqvJSCp6BQMUcKaaxYEo8sakqjpkbw4ABiRLg7uM+5KAvgSSXy+MqheMCI9K+HVIiWhMKzsJRMgCz+xglYPpEli/USjmekoSDfQKb42EA1OAbLQUtCwpYX6I2BEqj/ms94xDpPJ5w4clPHxUfh6SqojtCxNHacdGPXPwmyzH25wHHW6Rgu1/GokPRmHs4IOkA4eNqjRc9RC36z3sAu1QcCIVBtcF1Sqz9+CN+1rpbO9BzbGj0t6ahoLJxjqx3QVwGzlgxjXgo8uw/gNhCPig28oH9zJOOmMZPDNWFYXR6bkWRD4i8xkRFokgJ5mT8FDILxxBGGAPwCPGO0rV8q5Qy/DNjpIBKcDaVyfPvAy/E4NSxpKhrYV8NkEZ2qJUyPQ5q3BjIXaFF7YelozK2weBExrNw9A9b0Me+Zwh3Pm+Z18YyTj+19RV5zTkxDb+Mk//UthCRSEUmLq0AH1xEERMAMRLzMRhGiXF+tMbVffbsPdjEh1h3y2G8L9DJ1Dgww+dcim6gf1gAGmqJKBOXNfPMBx9dRZrJHgfMCH78WQJwsFBJdIOiuZ7m42kGsWb0SqGbTVFkw3NMijs0luZiGVNIoHPHJ/eYrz3AeXSMtv83JR+TSawP6ZBwH9Csujz6tsjTQP2PW9rEy54JYzYy64jJP5U5TmsPMcAnxIefV1dQ2IdL5jtaL6TLWuMwSWIAK5AepJxWpCJPWjB80T65lzPGkqWU96ywrxDAEHIrS/Nay7ub0o1HMi5RRGfjgjXg/HxmHI/fii2XQaXvSVleEVAnjC+4NhaV89CMlO7QktumTvlQ151Wu4f4V0XLpFJvbvU+fItkNp0X1VeQEUBc5L2JXnK065GLFnsfcurkfpcXG9FnQfjESY4+q49HJpGVgBIlFaWvx8Mq8z5gimv4UHfNqCT/unsSUgFZ/GPnkT8RaOZYU58xsC/fnfCnOVSeY++opHbplkdY/KscfhNp0qvyv0w6dwsLUTBk/WYYtKH2q+ICZqi2PxxAUtn5dIrWHa/lpAQB110kQ/cNfswqu8gHs3eRYO/cXiXSij2oK0v+vTAdVWTd/TERm8N3BtJjpVktFtWRyfbBWHeUU794bFmSo+RiX5XOOLwqy+9Ki26RXfyRKWIEAiLDYsqIw6dnE19WO1dL1OJYOOyhw6ixrfRQBXTCQyl39V3RjiBanEZVMd8S1qnh0aAkUIYBBSSsq9yC6Kr+DQHfuzjf95ieTegwXMVoibxn4NgUZFYL6xv3h1RaMiZ+0yBKpAwIhUBViW1BCYDQEj0mzIWLwhUAUCRqQqwLKkhsBsCBiRZkPG4g2BKhAwIlUBliU1BGZDwIg0GzIWbwhUgcD/A0OluxZer6jnAAAAAElFTkSuQmCC" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177692" name="当月只有签约" >
<node_order><![CDATA[2]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177693" name="当月只有签约，当前是上海签约，上海签约和银川签约都有钱，提现时，优先从银川签约提现">
	<node_order><![CDATA[1]]></node_order>
	<externalid><![CDATA[29481]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>当前是上海签约</p>

<p>上海签约账户余额200，银川签约账户余额100</p>

<p>提现100</p>
]]></actions>
	<expectedresults><![CDATA[<p>优先从银川签约提现100，提现成功后，银川签约余额变成0</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>当前是上海签约</p>

<p>上海签约账户余额200，银川签约账户余额100</p>

<p>提现210</p>
]]></actions>
	<expectedresults><![CDATA[<p>出现弹窗，从银川签约提现100，从上海签约提现110，提现成功后，银川签约变成0，上海签约余额变成90</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>当前是上海签约</p>

<p>上海签约账户余额200，银川签约账户余额100</p>

<p>提现300</p>
]]></actions>
	<expectedresults><![CDATA[<p>出现弹窗，提现成功后，从上海签约提现200，银川签约提现100。上海签约账户余额为0，银川签约账户余额为0</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[4]]></step_number>
	<actions><![CDATA[<p>&nbsp;</p>

<p>当前是上海签约</p>

<p>上海签约账户余额200，银川签约账户余额100</p>

<p>提现301</p>
]]></actions>
	<expectedresults><![CDATA[<p>提示：输入金额超出可领取金额</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177699" name="当月有劳务和签约" >
<node_order><![CDATA[3]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177700" name="当月即有劳务又有签约，当前为上海签约，通过劳务纳税模式去提现，优先从银川劳务提现">
	<node_order><![CDATA[0]]></node_order>
	<externalid><![CDATA[29482]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>当前是上海劳务</p>

<p>上海劳务账户余额200，银川劳务账户余额100</p>

<p>提现100</p>
]]></actions>
	<expectedresults><![CDATA[<p>优先从银川劳务提现100，提现成功后，银川劳务余额变成0</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>当前是上海劳务</p>

<p>上海劳务账户余额200，银川劳务账户余额100</p>

<p>提现210</p>
]]></actions>
	<expectedresults><![CDATA[<p>出现弹窗，从银川劳务提现100，从上海劳务提现110，提现成功后，银川劳务变成0，上海劳务余额变成90</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>当前是上海劳务</p>

<p>上海劳务账户余额200，银川劳务账户余额100</p>

<p>提现300</p>
]]></actions>
	<expectedresults><![CDATA[<p>出现弹窗，提现成功后，从上海劳务提现200，银川劳务提现100。上海劳务账户余额为0，银川劳务账户余额为0</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[4]]></step_number>
	<actions><![CDATA[<p>当前是上海劳务</p>

<p>上海劳务账户余额200，银川劳务账户余额0</p>

<p>提现100</p>
]]></actions>
	<expectedresults><![CDATA[<p>只能从上海劳务提现，提现成功后上海劳务账户余额为100</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[5]]></step_number>
	<actions><![CDATA[<p>&nbsp;</p>

<p>当前是上海劳务</p>

<p>上海劳务账户余额200，银川劳务账户余额100</p>

<p>提现301</p>
]]></actions>
	<expectedresults><![CDATA[<p>提示：输入金额超出可领取金额</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177707" name="当月即有劳务又有签约，当前为上海签约，通过签约纳税模式去提现，优先从银川签约提现">
	<node_order><![CDATA[0]]></node_order>
	<externalid><![CDATA[29483]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>当前是上海签约</p>

<p>上海签约账户余额200，银川签约账户余额100</p>

<p>提现100</p>
]]></actions>
	<expectedresults><![CDATA[<p>优先从银川签约提现100，提现成功后，银川签约余额变成0</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>当前是上海签约</p>

<p>上海签约账户余额200，银川签约账户余额100</p>

<p>提现210</p>
]]></actions>
	<expectedresults><![CDATA[<p>出现弹窗，从银川签约提现100，从上海签约提现110，提现成功后，银川签约变成0，上海签约余额变成90</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>当前是上海签约</p>

<p>上海签约账户余额200，银川签约账户余额100</p>

<p>提现300</p>
]]></actions>
	<expectedresults><![CDATA[<p>出现弹窗，提现成功后，从上海签约提现200，银川签约提现100。上海签约账户余额为0，银川签约账户余额为0</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[4]]></step_number>
	<actions><![CDATA[<p>&nbsp;</p>

<p>当前是上海签约</p>

<p>上海签约账户余额200，银川签约账户余额100</p>

<p>提现301</p>
]]></actions>
	<expectedresults><![CDATA[<p>提示：输入金额超出可领取金额</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite></testsuite>
<testcase internalid="177713" name="上线前已经签约还没有生效的用户，上线后立即生效">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29484]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>医生12月上旬是老收入，12月上旬医生签约了</p>
]]></actions>
	<expectedresults><![CDATA[<p>12月26号上线后，该医生不会立即进入新收入，变成签约；要等到2024年1月1号才会进入到新收入，变成签约</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>医生12月上旬是劳务，12月上旬医生签约了，12月27号上线后</p>
]]></actions>
	<expectedresults><![CDATA[<p>12月26号上线后，该医生立即变成签约，12月份同时存在劳务和签约两种状态</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177717" name="会话页退订单页" >
<node_order><![CDATA[6]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177718" name="退款时显示当前纳税模式的账户余额">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29485]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p>还是从当前账户余额扣出，原逻辑</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177721" name="老版本" >
<node_order><![CDATA[7]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="177722" name="劳务" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177723" name="月明细去掉平台补贴">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29486]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177726" name="月明细增加次月结算后入账">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29487]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177729" name="签约" >
<node_order><![CDATA[2]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177730" name="税前、税收收入、次月结算、订单金额顺序更换">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29488]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>原来的</p>

<p><img alt="" 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" /></p>
]]></actions>
	<expectedresults><![CDATA[<p>更换后的</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177733" name="又有劳务又有签约" >
<node_order><![CDATA[3]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177734" name="一个月内又有劳务又有签约，同时显示“劳务”和“入驻”">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29489]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p>1，先显示劳务，再显示入驻。</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177737" name="一个月内又有劳务又有签约，显示劳务和签约税前税后收入">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29490]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>没有展开前</p>
]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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kWLFmUrV64c7RWP4ex/9KMfTUnL2b0hiH4kkkLsF88J9nvuuacfdW4zggj0RQQmgdltWXb0efPmTZpkeWen8l//+ldGQJfv83UbQJtYB8GQPSxevDj74Q9/SLVlTBGoJQKTwOy3PA8FY3rPjEnbq+SjH/1oIg2eEUhi5sCzBckvf/nLRAQ8LNQzAm4JyBQgCETnPCOwjC4CPYmAtwj/8Y9/ZDiaZfYi8Otf/3pKRkCgs5NH4RkBAU0Q00cS7/HpF4mBOghBDwd5kMi7CvRHD+dkDpbRRqAnEZxzzjnZd77znWzbtm3Z0qVL/XxgltpaQRqnF1P8WF4+53aBLEESbym4HVBWQD1BT71uRXQe+0iPj6OFQE8iYCkiA24RED8sTDDMij8K9vgWYa+JlZ8RsPvz9iFZgiS+28DuT3ZA4BPs3AZYxhOB0/pdFu8vP/3009n+/fv77eJ2Q0bgV7/61aQ0vp/h2P0vu+yytLuXbwPK/UUAPDfgOQG3ApAPRz7EpHMRUrm/r0cHgdqMIC4FMiAzOHHiRPHJs1jv85lFoOotPT28qwpyHvTpk4YE7+WXX158mAhSoYz+eib0pS99KZVxzS0COnkeEAOfOVBefh4xs0h4tEERaPzJQgbcvXt3xpcfr1mzZtDx3X8ABAhaUvcoBKUeHpLy97p/J/hFDOjitoC3IfnYcpWQCfAqj0lfxjEZVKE2GmUnRQQsjXcTPvzhD4/GKj1LI2AEeiJw0kTQU6srjYARGCkE+n5YOFKr8mSNgBFohICJoBFcbmwExhMBE8F42tWrMgKNEDARNILLjY3AeCJgIhhPu3pVRqARAiaCRnC5sREYTwRMBONpV6/KCDRCwETQCC43NgLjiYCJYDzt6lUZgUYImAgaweXGRmA8ETARjKddvSoj0AgBE0EjuNzYCIwnAiaC8bSrV2UEGiFgImgElxsbgfFEwEQwnnb1qoxAIwRMBI3gcmMjMJ4ImAjG065elRFohICJoBFcbmwExhMBE8F42tWrMgKNEGj0deaNNI9JY76//+23357x1Zx55plTfsasahL//e9/s2PHjlVVDbXs9NNPz84777yhjmHlM4eAiaAH1v/85z+z5557rkeL4VZ98pOfrCUDvr78VBAVK4cIPvGJTwwXBGufEQR8a9AD5v/85z89aodfVRfg1Ne1GeYs+aEby3ggYCIYDzt6FUZgIARmJREcP34842UxAkZgZhDo+xkBgUkqOH/+/CkzU9DOnTt3St3Ro0ezOXPmZN3qqvTxE1rIDTfckI4n++fZZ59NP89W1X/Dhg2Va6lq26sMTH7/+99n1113XWr2i1/8IvvqV79a2aVXXWWHaSp88MEH0+8cVmGN7f76178WI/F7iAh9PvOZzyTbFZU+GVsE+iKCHTt2ZIcPH07BTHBt3769CCJ+BPPIkSMJoCVLlmTr169P5xDA5s2bC+AuueSS7K677irqOF+wYEH2zDPPpIBXPxxzz549qd0DDzyQjpRFIqEv+rZu3ZqJNDQQc5XD049A1bhqw283Mme1U3mTI4Hym9/8JmUujME5QlA98cQT6fyb3/xmMQYkAGGojrkx/ve///3Udph/CO7vfe97aSxIOcrExET297//PRXt3bs344dSEfCOBJcK/WdsEaglAgiAYCN4EK4JcMjg/vvvTz+GyjmycePGVA8hEJD8WOaqVaum1BH0MWDZ+WmH80Es9BMxELC0jaSSFOZ/IBvIAFLoJjh+OeAjqXTrV1dOBsCLICJgbrrpptTlxz/+cXbHHXdM6k4Z7z5cccUVKVuABCjrljlM6jwNF6yf+d13331TxgQfyAnSevzxx9M5JMe6mCd1EIkynmmYjlXMQgRqiYAMIKboBBEOgrBjx932+uuvT+QAEdCGawnBSuBSTiYQg5NrxkFox3gQDgIRsOPqmjL0I+hCT+ybKsIf+nEbEAWd0hHLm5wT2Ozy2mG/+93vFt05J5B+8pOfpLLPf/7ziRwIxK985SvZOeeck33rW9/KLr744qLPsE/AigCHEDRnjalrcCboeUEAvGaKrDQXH08NArVEoB1d0yM7YMdGyuk1Qay0fsuWLakNfyAAsgd2dohEGQR1BDH1CkyOtEM3BIEDcy4ioL/aUk4GARmIZKJu9NO2nE2gf1AhaD796U8XO2X5/v/2229PQzzyyCMpABVkkMQbb7yRdmeIgblDDpEYB51bVX/mQVCLDGIbSI2gn45MKer1+eggUEsEWgoBuW3btrSbxCxA9d2OBDDpO33Kzg5pQBDl4EUXWQFBTLAztm4V4jjxloJySCESFWUEICQRBX2DCrsmepUJEEhxHFJtZPHixdlHPvKRYhfWrUO8fSjjMujcyv0JfqX3EBRpvrIA2ioDABeeddCec7BjXevWrUu3NWW9vh4fBPoiAhycQFbgafns2DiLdhLa6Zw27LwigrKzE7Q4IyQQ+0h3P8cyOXAPToahjAUdXJeJptymn7Gq2ug5Aeu+55570n027cgOwAXhYRy7McLtAuV6sMhOTKpexiY1nqY/zI3xdJvCeMxPRETAQwTMhXcJIC3aQgC8fGswTYaY5WpqiQBHIrVmVy87LDs2O7oCkmcGy5YtS0tmt68KQiqlS/2EEbu5bi10K0AdeuJ9PoHO84c1a9Zku3btKoiEh12QgYRsglub8u3NdNwaaAwCicDRrQDlCnDOITuCCRx5cl9+J4E2wxLmpjE1BrczBDi7PkTGuxzMl+cVlEMElvYhUEsEBCeBGO+z2cF5BkCArV69OqXv7HwE3qZNmxKKEAQSA5jgJYgJdkgk1pFxUMcrCjoJ3Di+6hkfMkAvxEGGQtYigRjiA0uVT8eRIGOn1b03JKmdnl1fqTdBRhsCjl2YdsoQ4rsN0zGnqIM5QE48lCwTOPPgFoVnFGQIBD//swA5cM6R/pAXL0iCdpbxRWCik0uv5eHwOEVZonMRhJBDfBsPByoLwUG7XnXlPr2IgLbook15fOYNSezbt69QCaHxNijzhVggo17y4osvZi+99FJlEzAhyEmrJeyoyMc//vEiS2F+3BLEdhAB/a+++uqinXTEIwH4oQ99KBZNOuf/DA4dOjSpLF6AAbh0E9VrLcwbqbO39PEfkldeeaUufRxhBGqJ4FSvTUQUiaffOcnRY3uRUD/6ehFB1Dms80GJYFjzkl4TgZAY/WPtrcGpXiI7Wq9drdf8qvr1QwC9dLrOCIwjAqeN46K8pplB4IwzZv0+MjNAjMEoJoIeRuSLN06VszPuvHnzeswuy/r9FqOeSgaoPPfccwfo7a6zCYFZ/4zgVIPFV4H973//m/Fp8FVg/ZLQqfpyEojIMh4ImAjGw45ehREYCAHfGgwEnzsbgfFAwEQwHnb0KozAQAiYCAaCz52NwHggYCIYDzt6FUZgIARMBAPB585GYDwQMBGMhx29CiMwEAImgoHgc2cjMB4ImAjGw45ehREYCAETwUDwubMRGA8ETATjYUevwggMhICJYCD43NkIjAcCJoLxsKNXYQQGQsBEMBB87mwExgMBE8F42NGrMAIDIWAiGAg+dzYC44FAYyJ488030zf7PvTQQ9nLL7+cvgYbKPg67FdffbVAhXa0kfDV2WXhl5DRwTcF079K+Fp0dFlOPQLYATvJ9o8++mialL66ngva4Ae8sOtjjz2W2kdfoB19aSMfoKws5T7lel9PHwKNv3TurbfeSsbla6ouuOCCZGyCGaPpp9D009o4Ai/6IJTzE2BnnXVWcgJ+C4GX2nFE4m8TXHXVVUl3LEuN/GfGETh27FgiAmyI7fn69jJJY0OC/9JLL03z4+ve+Jp7jgh1nGvT4Bp/OPvss9Pr2muvTe34c+GFFybbx7Ki0ifTisBJEYFY//zzz0+O8corryTHgAww2sqVK1Nw4wxyBGaN0XEidoEo7DJr165NuuQwquca5+I3CeLvJqjex5lDADtD6tiLI8GMzZUZYluEwJbQRkFfZT/a4i/79+8vyEN9ab93795s6dKliSRU7uP0I9D41oBMgODkO/c5sjOwW998883F7sBOQR2GJAWEAHCGMgGwHKWItIdg2AWi0I+soapvbOfz4SOAPQlcCJ4j19j+mmuuKWzPLNggsGf5FQmCdpAIhEI7juiLgu2VFcRyn08/Ao0zAlK4p556KjnCRRddlHYDWJu0UTsC04QMaFsn9FH6z86CU0SBKPi5LY4QRT86Y3+fTy8C2AjBbvgB2Rq2V/rOOcFL1hBvGygrBzp2h+DJ9sokwRg8e4BoeL5k24PI8KRxRgCLk6opXcO4n/rUp5IhKZOwK/DqJjgRwU1go6Mq9WdHwAEgBxyt6oFjN/0un34E+JHbyy67LJEAgY1dCGayQgU5xMA1duN2Ty/KEcqxu4Jfdo0/CUc7CEKZBW0Y2zI8BBoTAcGOoRGOBKuudQtAHQGu3Z1jZHwMzC6PEyEYnTbsIuhDOPJwUQ8J0UdKGp9Qp4b+M2MIYC9sJ9vGXZoNAollVRMjk8D2Ig5IgXP60xch68CX9AO21DOmxqjS67LBEGhMBBhEgrFkUO7xFNDUU05g4zics5sryAl6kQS3EGQHOAe7B8GPEPC33XZbcoBUkP9RFqL0VOU+zgwCInxGIyghaQgeu7Lj85I/iMixJy/8A8Hu8iFsTDm257Vz586kC3LAF6JACrQlk7BMPwID/a5BHftP/3St0QgYgWEgMBARDGNC1mkEjMDMI9D41mDmp+gRjYARGDYCJoJhI2z9RmAEEDARjICRPEUjMGwETATDRtj6jcAIIHD65lwGnefRo0ezEydOZHPnzp2k6vDhwxkv6hcuXDipjovjx49nv/3tb9NbQu9///un9KdNnQ7aRJFOxuRnu8tzoq10MucFCxbE7j5viABv573zzjtTcK7DeBh2aqKTj63rLeyGS57x5s8991xfc+23XdUCBiYCAm716tXZ+973vmzJkiXFGHfffXe2Z8+edP3nP/85++lPf5otX768cBgcaM2aNcmJeM95x44diUy66eAzCz//+c8n6SgGe+8E51u3bl2aC2PyvjT6osE3btyYyAfnZX7MXx9sKuvzdW8EhDcf9NLnBwhGbAD+nPOJQOzA5wAgZoTPD9xxxx2FnfAN6hYtWpTq+9GRGoY/ZZ2MGf2trJPPNrARRH8L6mbV6V/+8pf0GQ0+0t9NDh06lL322mtZrzbd+qbyzgDy+uuvd3IDd1atWtXZvn17oWnfvn2d/MMmHeolW7Zs6axfv16Xqd/u3buL6yNHjnRyw3XyBaWyfnQUnd87YS70k+TOkeaha+nUNfNj7rGP6nzsjQD2AjswB2dJnmB2Nm3apMt0xPbyD/rlwdfhKJHt5S9VOiiTDvXTsUpn2d/KOjWm/E26ZuvxkUce6fzhD3+onN4LL7zQyQm3sq7fwoGeEbCL8+kydoQo7AK5kxS7P3U5CaSUHGZmJ4GNaSOZP39+2jUOHjyYiup0qJ+O6CTd00eSKWcX0nhco/PWW2/lNAm3DbSn3NIMgTywkv3Kt1Z8ujTaAK3szMoOqWcXxt4SzskoZIcqHdhSOtRPR3bDss7ob7SjTZxX2d+ka7Yer7766iwP6uyPf/zjpCmSBVDGv3IPIidNBEqrAbxKqu7NaUcqjsyZMycdy39UT3mdjtgXIlB6GstxEH0slTZl0or1sZ/PuyPABgBuMbDUGuLlVRbKsG23etpDAEi3NtKRGoU/jz/++JQUH98h2LF5vvunsZlzFPyF+lGRMhlAAg8++GB23XXXFbddJ7uWkyICDMo9mb6RqDw4gFMfRWyOMTEAGUE0AjrJBqhH6nRE3TqvIhccQjppVyYX+sR66fKxGgFsxM7dbQOAaGkTRTs9ZdRDzJHwOY++UKcj6uacQK8SshX8LI4V21E/arYXGfC/HiKBefPmxWWd1PkZTXsBHE6wdevWSeld1EPKjzPceOON2bJly5LhCWylgwQjJLJhw4aUNoq52WHkEHU64ng+nxkECCgIPb9X7zogdsU/sC2ET9DHnZgy1V9xxRVJD21I/SV1OtROxzK5q1zHunq1G5UjZJA/L0iZwHSQAOtuTASkhQBLGqdUDkaGIMgCuB+kPn8QmIKaOspwBpxI95QYnjJ0iFzYOSJZ1OmIhmNM2L8sjI/zIbRhLI1BGc5NuaUeAcgfrLjfloAn19y/QuRgix+wEVCH7bE5thfuEAFtpYfA37ZtW2GnfnRofI60Z6yyQDDUaVzaRFtTL38s953t15DBdEpjIiCoAFQ7N5Mh2ACYMgwvJ8DY2g2oo42MwsMmHID2EvrpAaJuLco6omHVjyPzgqSisQlyjM1YasMYIgbKIB+yFks9AiLuaHsRKWXYSgEf7Yot5Qe0J6PAJrSXQAqyfZ0O9dER3dg+CuPgC9gav+Mo/1Q7fCP6gspbeez37YVe7XKjTnprJzdqeiswJ4jUjWOeAUx6my7fFTq8xSPhraHcMXSZ3kbMnal4m6lKR04knfgWZFkn+uNbWeV55dlImpfmWQzuk74RAPM80Iv2sqMwld10zVuE2JV2Es6jnep00A/bHzhwIKlAJ/4lnVxTH/0LP8G/NI+yLyRFLf7TOCOoYkseuMWUC4aG3fmgEXWk7EoH1Z8dgYxgxYoVqQhmzg2p6rSD1OngtkIZBh3RySvq5FqieTEXRPOKOtTWx/4QILWOD2nBlp2Y3R5cwfjOO+8s7ISfYGdsz86PYPs8aIsB63SgH9srk0MnGQH9pJOMhDEk+FJ5XszDtn8XoaF/HwEpWi+wMQ4SieTdqf3/3zod/9/y3bNh6CyP4et6BOrsNgw7DUNn/UpHv8XQiWD0IfIKjMD4I3Da+C/RKzQCRqAOARNBHUKuNwItQMBE0AIje4lGoA4BE0EdQq43Ai1AwETQAiN7iUagDgETQR1CrjcCLUDARNACI3uJRqAOARNBHUKuNwItQMBE0AIje4lGoA4BE0EdQq43Ai1AwETQAiN7iUagDgETQR1CrjcCLUDARNACI3uJRqAOARNBHUKuNwItQMBE0AIje4lGoA4BE0EdQq43Ai1AwETQAiN7iUagDgETQR1CrjcCLUDARNACI3uJRqAOARNBHUKuNwItQMBE0AIje4lGoA4BE0EdQq43Ai1AwETQAiN7iUagDgETQR1CrjcCLUDARNACI3uJRqAOARNBHUKuNwItQMBE0AIje4lGoA4BE0EdQq43Ai1AwETQAiN7iUagDgETQR1CrjcCLUDARNACI3uJRqAOARNBHUKuNwItQKAREbz55pu1kNDm1VdfLdrF86IwP6FdN30vvfRSbOrzWYpAN9vWTbds9yp7R93xvJfusl7aVpVV6WCMfttW9R/1sjP6XQAg7dy5M7vpppuyRx99NAX7W2+9lZ111llJxdq1awtVDz30UGr32GOPZZ1OJ7vqqquKOk7Qdd9992X0R995551X1NMH/fQ5++yzsyeeeCKNRZvFixenV9HYJzOKALbBDpdcckn2zDPPZC+//HJ27bXXTpkDto1BxfmNN96YXXDBBakterClBH+54YYb0iX6qX/yySezc889N7v88suTr1x88cXJH/AL2tAHAuGcIMZX8LWVK1dO8qcHHnggzZF2UdDPGujHiznKTxm/al2x/7id900EgHXLLbck48to0TEAJoL7s5/9LBmSfnv37s1uvvnmhB3g/+53v0sEAIlgUIwkI7z44ovZhRdemJwNQrj00ksTMXDEAS2nDoGlS5dm2JWAhgSeffbZFIyakTYDgkrn1OEnZWKgnEBmM+CILoQxEAIRX6HummuuSe3wAQV0eYzUqeLP9ddfnzaw2267bVIt46Lv/PPPT5sNlZTt378/kcmkxi246JsI7r///sS87ODdBCARwMVRLrroonSNQRGIAoNDANKHYTHqvffem5yHvq+88kq2devW7Nvf/nYyIk6BbnRGMhBRyDnSIP4zVASwP7bAjmwM2BT8y+k79pXEzAHil73ZHAh0NgtEdsTG+ANH2vJiTLJDZRX0o01Z0KGNijp0i2ii71CHTnRLWEs5o1DduB/7JgLAxbiAJ8NVgQPLsqOzswt4EQHX1CEEu4DnGnKQwY8dO5acgnEox5DSRVsJYzEn2rTVgMJipo8QAnbBH7AXtogSg5GMQMKOzzUpP3aLgdvLr9RfR/opy1RZ1ZGxmCubRpUP0Yc14KP4Jrc16O614VWNM+plfRNBPwsFQAAnwOUk9JMBAJx6hHN2Cl3jSLA9BEF7nAI9SGTtVPDeH8YjBUUPKStpYLz3jG19Pj0IQLwEOdiTFfAqp92MFHdrfEFBi925xqYicnQhBKJ2fOxPdiihffQD9BDkBLD6K/OQv9EX/7rrrrvSmMw11kk3hKTnT/hcJDG1GfdjYyLAiIjAF0AYSUGtMh0xAEbFCACODpyA9jwb4L5MBkIvuugDK+scx5iYmJDKdKSOVBMHoK10TGrki2lHQLaX/bBB+eFa+RlBnAQ+gK24nSBDwAc4R5/sTRvpj2W6BdEc6Cu7x8yD8djdNQ/mx2YBaeFLkA63GpAAvgihUI4wns5TQQv+NCIC7eIYCbCiAJxAp1w7R2yDEdFBkBPUXONEGIVg1m5Q7oOhePpbTtf+9Kc/JQdsm9EiPjN5TqDJ9gQZuzw2wzYiAwWq5sU1vqLA5ZqNgJ0XXU899VTyA/yCoMSW+AP6FOT0UaZIG9XhR3pXifEIZvowHnNCj8aVf+qdL/TQP/oOxKOx25YVTORvuXRktLpjZEql/wAvsGN/GTqWEezKKGI55xgGx8A46IsOBeMzNv3F/uX+vh4+AtgE22DbGGSMjN20y3Mtnyj7CToU8LIpbSECrtFBHwJUtqYc/fgHok2DMkRj4VtknrztyHOLbhsLfWiLfsZBD2NoTOmnXVukERG0BRSv0wi0DYFGnyxsGzherxFoCwImgrZY2us0Aj0QMBH0AMdVRqAtCJgI2mJpr9MI9EDARNADHFcZgbYg0OhzBGVQNm/enD6FtWTJkqKKt2J27NiR3tOdO3duql+1alVRf/z48WzPnj3pcwbU8xYOn/ziXHL06NEM3UeOHMkWLFiQ0X/58uWqnnKs0rlhw4Zs/vz5RVva8P8L5fKigU/6RgD7bN++PdlIncAXux88eDDZEpuV34unDtvLruvXr8+i70iXjtGX8AM+ORp1RrvTB122r9BreORzBCcjW7Zs6eTAd/IPDhXdcwN38oDt5E7S4fzQoUOd3CHStRpxnQd5qs8/AJLOc4dQdSrPDd5BPzr27duXdKKrm5R15sTSiTrpi07m1ktPN/0ufxeB119/PdkSLLF9lGgz4b179+6iCXbMgzjh349dq3yJMaJO/Ag7Mx6+hN9hY+ZpaYYA/8PdWDAqBuAViYDg3bRp0yR9Bw4cSMahEIPhDGXBwApQdBPIUTBwDOxYRz+MHwVHwFEjGdEujhPb+7w/BGQHsIxEgI3Ldi3bBbLGtlGq/EX1VXX0x4YItpWN1Ycj9dEnY53PuyPQ+BkBaSHpXc7GU3IP0jZSsyik/Er7c+NNStfV7sorr0wpJdd8NDQ3sKrSMTdu+vTXpML3LkgPy+01nuryXWRKmypdLuuNQE7G6ZYg3nLR4/Dhw9myZcsmdZZN8BcEW/BR8X7lxIkTU2wWfWnOnDkZdi3PBf1VZf2O29Z2jZ4RYEycARKoAlsfCQVMnIPAhzTuvPPOhC+G1MdCI+D57lEYnT5RD+24P2RsnKo8bp4NZLyicK9Kn7Ke2Mbn04cANi3bAO0EK5//x2b870kUbMkzA/ypSvLMckoxviSCiaSALsZ5+OGHk93VZooCF3RFoBEREGDs+v0AjeFhdV7aCeiHc0iPzsv/Vdh1tn1UoBuHydPYPlq7yXQhoCws6oOMsX9ZCFwIAF/iVSdsAhs3bkybQRVxsJFAAmwiVYRUp9/1WdY3ERBcGJAn/P2Ibh3IDFavXp3l93fpFoFA5UUZRMCR1B9jS+K5yuqOzI0x6dstZazT4fqTQwASIAjLQlk5g8OPsA92z58blLtMucZ/sCsBDglUEY4IBdujlzH7IZgpg7W4oG8iII0D6PgMgJQQo7L7swNjMAwQMwbO6Rd3BtK+mPrB9rrHJHsgqKPgDDhA2anURjsMztIvUamvj4MjgF3KRIDNsQtZgYS3b9m52Qi62VJtOUIatM0fHE7yKerwOfwv2hsf4XlT1e0nfSzdETite9XkGoyBIQl2vcS8XCMEO4QRhSBG2P0RiCIGOucYDgMiEEJZBw8QRRS0iYbG4ZRmRqegnWVmEICACXBsIcGGPKNRwBPQtNm1a1dRprY6RrvSnz5sNHFjUVsIBr+IY1LHbYKfDQml/o99ZwSwbTktU5mMTSASlBgH4xHksHpM6SACsgqlhUoTpYN6+ihLwDkgE93zo1tpJePhMIzDjiRC0vL94RIhMdwjtub2bs2aNdmtt96a7MGOzcYh4ZrgjWXU0RebY0dsjj8QyPgAIruni/wPPofd6QcBMSa+xEYDMVCPPkszBE7Pg2dzsy6TW5PK64shMMKKFSuSI4jdtVurF8bDaE8//XT68hGC9bOf/ayq0/HLX/5y9vbbbycC4IsmMLyI4swzz0znn/vc55LRyUJwMJFSPDI3riU8lFy0aNGkMtX52AwB7EAwSviCGuyqDPD2228vdmbI+5133qm0E7ZbuHBh8iGO6EGwK4QQ7ck5/oANEfnS888/n/Eiq8RXmJulGQL+YpJmeLm1ERhLBPp+RjCWq/eijIARSAiYCOwIRsAIZCYCO4ERMAImAvuAETACmYnATmAEjICJwD5gBIxAjoCfEdgNjIARMBHYB4yAEXBGYB8wAkYgR8C3BnYDI2AETAT2ASNgBJwR2AeMgBHIEfCtgd3ACBgBE4F9wAgYAWcE9gEjYARyBP4PqIbSEuIvHNQAAAAASUVORK5CYII=" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>展开后</p>
]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177741" name="一个月内有劳务又有签约，“次月结算后入账”包含入驻和签约">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29491]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>劳务的次月结算后入账为0.01</p>

<p>签约的次月结算后入账为1</p>
]]></actions>
	<expectedresults><![CDATA[<p>总的次月结算后入账为1.01</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177744" name="一个月内有劳务又有签约，“订单金额”还是只包含入驻">
	<node_order><![CDATA[1003]]></node_order>
	<externalid><![CDATA[29492]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>

</testcase>
</testsuite></testsuite><testsuite id="177746" name="把劳务收入转至签约" >
<node_order><![CDATA[8]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177747" name="医生劳务转签约，当月劳务税前收入已超出800，劳务余额充足超出800后的第一笔到最新一笔订单，可以转移">
	<node_order><![CDATA[0]]></node_order>
	<externalid><![CDATA[29493]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>

</testcase>

<testcase internalid="177749" name="综合绩效不能从劳务转移至签约">
	<node_order><![CDATA[1]]></node_order>
	<externalid><![CDATA[29494]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>当月上海劳务税前第一笔收入是综合绩效 800</p>

<p>上海劳务第二笔200</p>

<p>上海劳务账户余额充足</p>
]]></actions>
	<expectedresults><![CDATA[<p>不出现浮层</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p><span style="color:#e74c3c">医生上海劳务转上海签约</span></p>

<p>1月上海劳务税前第一笔收入是综合绩效 800</p>

<p>第二笔上海劳务800</p>

<p>第三笔上海劳务100</p>

<p><span style="color:#e74c3c">上海劳务</span>公司账户余额700</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，您1月劳务税前收入中有&yen;100.00可以签约方式结算，迁移后节约税费&yen;15.50，<strong><span style="color:#2980b9">立即迁移</span>。</strong></p>

<p>2，点击【立即迁移】弹出弹窗。</p>

<p>劳务税前1700.00-100.00 劳务税后 1520-80</p>

<p>签约税前0+100 签约税后0+95.5</p>

<p><img alt="" 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" /></p>

<p>3，迁移后，核对t_income 里 上海劳务账户余额减少是否正确，上海签约账户余额增加是否正确。</p>

<p>t_month_income 劳务税前和劳务税后减少正确，签约税前和签约税后增加正确。</p>

<p>检查t_trade_log表里转移之前的订单该字段employtype是不是签约，扣税是不是正确。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177753" name="切换公司后，只有当前公司的订单可以转移">
	<node_order><![CDATA[2]]></node_order>
	<externalid><![CDATA[29495]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>医生<span style="color:#e74c3c">上海</span>劳务转<span style="color:#e74c3c">银川</span>签约</p>

<p>当月第一笔上海劳务800</p>

<p>第二笔上海劳务200</p>

<p><span style="color:#e74c3c">上海劳务</span>账户余额300，<span style="color:#e74c3c">银川劳务</span>账户300</p>
]]></actions>
	<expectedresults><![CDATA[<p>不出现浮层</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>医生<span style="color:#e74c3c">上海劳务</span>转<span style="color:#e74c3c">银川</span>劳务，再转<span style="color:#e74c3c">银川</span>签约</p>

<p>1月第一笔上海劳务800</p>

<p>第二笔上海劳务200</p>

<p>第三笔<span style="color:#e74c3c">银川劳务</span>100</p>

<p><span style="color:#e74c3c">上海劳务</span>账户余额300，<span style="color:#e74c3c">银川劳务</span>账户300</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，您1月劳务税前收入中有&yen;100.00可以签约方式结算，迁移后节约税费&yen;15.50，<strong><span style="color:#2980b9">立即迁移</span>。</strong></p>

<p>2，点击【立即迁移】弹出弹窗。</p>

<p>劳务税前1100.00-100.00 劳务税后 1040-80</p>

<p>签约税前0+100 签约税后0+95.5</p>

<p><img alt="" 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" /></p>

<p>3，迁移后，核对t_income 里 <span style="color:#e74c3c">银川劳务</span>账户余额减少是否正确，<span style="color:#e74c3c">银川签约</span>账户余额增加是否正确。</p>

<p>t_month_income 劳务税前和劳务税后减少正确，签约税前和签约税后增加正确。</p>

<p>检查t_trade_log表里转移之前的订单该字段employtype是不是签约，扣税是不是正确。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177757" name="当遇到非当前公司的订单，结束统计，不再转入">
	<node_order><![CDATA[3]]></node_order>
	<externalid><![CDATA[29496]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>医生上海劳务 转 银川劳务，再转上海劳务，再转上海签约</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p><span style="color:#e74c3c">上海</span>劳务第一笔收入 800</p>

<p><span style="color:#e74c3c">上海</span>劳务第二笔收入100</p>

<p><span style="color:#e74c3c">银川</span>劳务第一笔收入100</p>

<p><span style="color:#e74c3c">上海</span>劳务第三笔收入100</p>

<p><span style="color:#e74c3c">上海</span>劳务账户余额 900，<span style="color:#e74c3c">银川</span>劳务账户余额900</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，您1月劳务税前收入中有<span style="color:#e74c3c">&yen;100.00</span>可以签约方式结算，迁移后节约税费&yen;15.50，<strong>立即迁移。</strong></p>

<p>2，点击【立即迁移】弹出弹窗。</p>

<p>劳务税前1100.00-100.00 劳务税后 1040-80</p>

<p>签约税前0+100 签约税后0+95.5</p>

<p><img alt="" 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" /></p>

<p>3，迁移后，核对t_income 里 <span style="color:#e74c3c">上海劳务账户</span>余额减少是否正确，<span style="color:#e74c3c">上海签约账户</span>余额增加是否正确。</p>

<p>t_month_income 劳务税前和劳务税后减少正确，签约税前和签约税后增加正确。</p>

<p>检查t_trade_log表里转移之前的订单该字段employtype是不是签约，扣税是不是正确。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p><span style="color:#e74c3c">上海</span>劳务第一笔收入 800</p>

<p><span style="color:#e74c3c">上海</span>劳务第二笔收入100</p>

<p><span style="color:#e74c3c">银川</span>劳务第一笔收入100</p>

<p><span style="color:#e74c3c">上海</span>劳务第三笔收入100</p>

<p><span style="color:#e74c3c">上海</span>劳务第四笔100</p>

<p><span style="color:#e74c3c">上海</span>劳务账户余额 900，<span style="color:#e74c3c">银川</span>劳务账户余额900</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，您1月劳务税前收入中有<span style="color:#e74c3c">&yen;200.00</span>可以签约方式结算，迁移后节约税费&yen;31，<strong><span style="color:#2980b9">立即迁移</span>。</strong></p>

<p>2，点击【立即迁移】弹出弹窗。</p>

<p>劳务税前1200.00-100.00 劳务税后 1120-80</p>

<p>签约税前0+100 签约税后0+95.5</p>

<p><img alt="" 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" /></p>

<p>3，迁移后，核对t_income 里 <span style="color:#e74c3c">上海劳务账户</span>余额减少是否正确，<span style="color:#e74c3c">上海签约账户</span>余额增加是否正确。</p>

<p>t_month_income 劳务税前和劳务税后减少正确，签约税前和签约税后增加正确。</p>

<p>检查t_trade_log表里转移之前的订单该字段employtype是不是签约，扣税是不是正确。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p><span style="color:#e74c3c">上海</span>劳务第一笔收入 800</p>

<p><span style="color:#e74c3c">上海</span>劳务第二笔收入100</p>

<p><span style="color:#e74c3c">银川</span>劳务第一笔收入100（<span style="color:#e74c3c">退款了</span>）</p>

<p><span style="color:#e74c3c">上海</span>劳务第三笔收入100</p>

<p><span style="color:#e74c3c">上海</span>劳务账户余额 900，银川劳务账户余额900</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，您1月劳务税前收入中有<span style="color:#e74c3c">&yen;200.00</span>可以签约方式结算，迁移后节约税费&yen;31，<strong>立即迁移。</strong></p>

<p>2，点击【立即迁移】弹出弹窗。</p>

<p>劳务税前<span style="color:#e74c3c">1000</span>.00-100.00 劳务税后 1120-80</p>

<p>签约税前0+100 签约税后0+95.5</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177762" name="医生签约解约再签约，已转移的收入不能再转移">
	<node_order><![CDATA[4]]></node_order>
	<externalid><![CDATA[29497]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c">医生由上海劳务转上海签约，再转上海劳务，再转上海签约</span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p><span style="color:#e74c3c">上海</span>劳务第一笔钱800</p>

<p><span style="color:#e74c3c">上海</span>劳务第二笔钱100（第一次转上海签约时，已转移）</p>

<p><span style="color:#e74c3c">上海</span>签约第一笔钱100</p>

<p><span style="color:#e74c3c">上海劳务</span>账户余额900</p>
]]></actions>
	<expectedresults><![CDATA[<p>第二次再变成上海签约时，不出现浮层</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177765" name="劳务有多笔订单，退款其中一笔，转移正确">
	<node_order><![CDATA[5]]></node_order>
	<externalid><![CDATA[29498]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>

</testcase>

<testcase internalid="177767" name="转移浮层">
	<node_order><![CDATA[6]]></node_order>
	<externalid><![CDATA[29499]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>点击【立即迁移】打开确认迁移弹窗</p>
]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177771" name="确认迁移弹窗">
	<node_order><![CDATA[7]]></node_order>
	<externalid><![CDATA[29500]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>点击【取消】</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，弹窗关闭，不迁移，劳务/入驻税前和税后没有变化。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>点击【确认迁移】</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，迁移成功，劳务/入驻税前和税后减少和增加正确。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testsuite id="177776" name="没有切换公司" >
<node_order><![CDATA[8]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177777" name="当前劳务税前第一笔收入800，第二笔200，劳务账户余额160，出现浮层">
	<node_order><![CDATA[0]]></node_order>
	<externalid><![CDATA[29501]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>医生1月份从上海劳务转到上海签约，没有切换公司</strong></span></p>

<p><span style="color:#e74c3c"><strong>劳务税前&nbsp;1000 劳务税后960</strong></span></p>

<p><span style="color:#e74c3c"><strong>入驻税前0&nbsp; &nbsp;入驻税后0</strong></span></p>

<p><span style="color:#e74c3c"><strong>非综合绩效收入，且订单都没有退款</strong></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>第一笔上海劳务税前800</p>

<p>上海劳务第二笔 200</p>

<p>对应的税后800、160</p>

<p><span style="color:#e74c3c">上海劳务</span>账户余额160</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，您1月劳务税前收入中有&yen;200.00可以签约方式结算，迁移后节约税费&yen;31.00，<strong><span style="color:#2980b9">立即迁移。</span></strong></p>

<p>2，点击【立即迁移】弹出弹窗。</p>

<p>劳务税前1000.00-200.00 劳务税后 960-160</p>

<p>签约税前0+200 签约税后0+191</p>

<p><img alt="" 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" /></p>

<p>3，迁移后，核对t_income 里 上海劳务账户余额减少是否正确，上海签约账户余额增加是否正确。</p>

<p>t_month_income 劳务税前和劳务税后减少正确，签约税前和签约税后增加正确。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177780" name="当前劳务税前第一笔收入800，第二笔200，第三笔150，劳务账户余额280，出现浮层">
	<node_order><![CDATA[1]]></node_order>
	<externalid><![CDATA[29502]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>医生1月份从上海劳务转到上海签约，没有切换公司</strong></span></p>

<p><span style="color:#e74c3c"><strong>劳务税前&nbsp;1150&nbsp;劳务税后1080</strong></span></p>

<p><span style="color:#e74c3c"><strong>入驻税前100&nbsp; &nbsp;入驻税后95.5</strong></span></p>

<p><strong>非综合绩效收入，且订单都没有退款</strong></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>第一笔上海劳务税前800</p>

<p>上海劳务第二笔 200</p>

<p>上海劳务第三笔150</p>

<p>对应的税后800、160，120</p>

<p><span style="color:#e74c3c">上海劳务</span>账户余额280，银川劳务账户余额0</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，您1月劳务税前收入中有&yen;350.00可以签约方式结算，迁移后节约税费&yen;54.25，<strong><span style="color:#2980b9">立即迁移</span>。</strong></p>

<p>2，点击【立即迁移】弹出弹窗。</p>

<p>劳务税前1150.00-350.00 劳务税后 1080-280</p>

<p>签约税前100+350&nbsp;签约税后95.5+334.25</p>

<p><img alt="" 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4+uiwg4MboInFcrbQScGKVtXx9dFxFwYnQROK9W2gg4MUrbvj66LiLQ7cRoamoOK1euTl70a85tvwmrJC1dFsx/NKxalZo+754HMpZtaHg13D7nN6qCNmZeOztdXfIdvYufeE7fGxuzl73sX69L1sv2YO3F/chUnrYp05GQlz5mxkP6vHkPptQFR9Js3NSzfsT6Fy9eErJdcXvp9bPZBp0ms2++LaNdyAdj6yP2yzZ+1ZNmc2ujkO57fLX1vXZuzm13B8BBxo8fG8bJNfvmOeGO2+8OK8TQF188Lcy4eLrmr1y1Rgx9S/jlnbPCsGEHahqOMGz4ELkS7+o0L74a+LNPC+b/OUz5zOnqHE+K0RYu+HPYtKk5HHHEweEXv5oVcHKcABLW1/UL/eRqbieqGeuGG65I6sZJaO/JJ3c7AJ249daZ4fDRB6vBbxGH+NZVM8ICaetK7uL4OAJOi9TX9wu1tf30mR+jRx8Szv3CJSljSmbKA/2YPes2zccp593zoGaPkPGC1WhpF5k9e06Yd3cCxxmXTNdxnXvOJWGljI++gNcvZcyMlT4i9Im+gUcsFwnelMcuc+bcrfXJnzbts2HmzFvC7WIbk4cenquPlDM7ofNmseGkUz8W2trHPVz6u3jxc+HJJ5aoTbDN+dM+p3hOqQhJTNLxwbZfvfDKcO/vf25NptwhI/3E7uBtfpFSKA8v3U6MGeL4L774Spg2/XPyRZB+AWNe+e2LQl1trTo0hmfQOBOGGQ4hsvyxszbJw+EBCbnwn65UvRfNmBZO/cTHwnmif9z4ozXPDHmHzCwQa+Kkj6lDXS71rxdCIKTTPjoXi1GNqKShe7gYDlIgTeIQRihNkB/zxQGYZpeJgz8hRqRfjMME/WCAfhw3XaZMOU2TcDbqchFFEeu/Psv4xo0bq05PnU+d8SU5oOKjAZJolG+PurRHUCAg0H/aJI0yjMl00h4B6mFx/Msuuy5cJe0+IbPqxUKaRPASsrb3F13i24LFgdo3nLNO7IVDIwS4V15dlAhC7f0gnXo4NnUJkJD2x/85UwMk+QhjaRD/YMzWt0ROImhgKzAhAJwpY35o0dwkyaxcPu7dTgw6TTS/WAyIHDHm4LBQnOlFifpEMmaI679/hYD2toJI2iQxuAkGXLXqbXlNfCcXck35zGnikI9qEaI5oP2zOAG6ICCOiECIF8VhEe44MYKjXC7OgGB8SEn0+7HowklOPnGqRtrPfPa08K0rEwTUwmk/MPpb0vbTz/6vEuZ7MuPEpIiLUxbyGMksj3R1NBkXz4jNPvYOJpf9y3WhYdmrmnfySVMDkRxn/9TkL6nD0ncTyAsRwalRyNAg44YURPlhw4ZoOjiCO1jQ52ul782C9WESBKhngQOdzKQEsK8KxhPFNhDq9/f9XOuSf8jBJ3LbQ+b/8dHwCSn/I+nbvHkPhGVic1YN6YKNfyszdSZinC/2NH+gH42yIohn5HRd79d7txODaRDjYKgjBFyLNpsEDJ65I0TmxqYWXZowBZtgZJ2ep5xuSQogTsOSYb4sI7izpCL64NgSs7UsZJgmunBGXVKJExN1TXAwhGmfPQhRi+iGLsg4/48JAuMUEEdnM62R+EF5ZjAcHmLjZJmE5dl0cT7InE4M+g4RZlwyTcdJ/ZdEH/Lb9iXoEUfM0EgLhqFtiTolTsISSp0fDOl4u9Avloz3yrKMoER0P/yIQ8INQgSWbdQxYZlHJIckOC19ZVZn1iDIMHYuJam0MaXdDuDZ0XjRDRHRReDgmdl4/ITETG5tc0cP4wUX2oiJY7Mp5RjvGCmTrU3KvV/S/cQQcBCmQzM0RCFK2J18DAFRFrbPBKRBCsAAMMCNIwXTL4JDD5V6rG8T1xJd07N3uFKi/W8lUjU0vKLOh5PETsFsg9RK9MRoRCyWCxCGiEh7tE0/0klBPepDTKItfc9keOrjs6zrWQpAOsqasOyx2QvnRHBsJI6gOBD9R1guXidlIStLDbChj+OF9Cyt4tmDSE1gsZls0qTEbAz+bJCVDKseTPZBG5AOE6iYAekffWa2VbzayQGhjExaJ+0H2DFTfG/mbJ3ZdNUgGKQLgfNwmRHPEsIx7vHty7e4HOlPydjpy76SbicGYB5zzCdTxkMEYyq3e0qmvBgJWCoAGo4EgDaTED3YpLLEwHlwfoBFcGqWAUSWYfLesOwQTcdxRqNLDI7MvGa2Oj/POP0V7UsrNu8ITozwPm36Z1UfOojuGIo7hCKq6Rp/5RKNyFqp/QfjsDUy42VZQN9jx43LZ3u+WSI9wYMIzOafpSMkJuAQbSHXsBGJsZHHsgth6YEsbp8deWYZRn/oB30nCLAPZOYDYz5QQGxJykzF2M899xKdMUiHFIyNNX8sLGtvbic2bcyYMT2xH/rER/eI9pAdO9o+iM8VIavZ2fRC4itknOC9r6TbP661wbBxRXCoobLOrZDIU1tXq/d4sOQTERU0mW0AFqBY1+JoRGDybvj+5VoN50isUR9QRyGRNBMcl6jYIOtbZhDeuerk0yMuBBL9SZzld+Ig4ycklhC8c5lzUI52jFzWBn2xseE8JvQ1sc4/PblGJmqjw2YEK2tktPdM91NldiByIyxtcGYIwlKMqEyEZ1wIG1ycn4sPOtik2zv3WOgn5ODTMzbICHsRbGMCbtSjTVvvg6ltzvnED2lsbNHlcjxzQhSEpRRYmfDMko0ZzpZHzPI3z5qjJLRy3MFsX0u3zxg2ICKBrvUXr9YIvGzZK+pkRCoTljyAAFiAxickBtr54lRETSIkRoEgJswaRDlIFQtGv0c+4rxdPmrUT8WECDivAi17A1uaxeVwQMhguvjo1hySdrkQnJtZjA0/HywQAM6T5QXLB0jDRpV1fUws6mF8liEI/UYP7d8hTkl0Hy11iLQIY4R0kBGHtDFTniUcy8hN8nyWfAoHPgjjs4hv78wyMRkhAfrYA0CAZYI7+xXSCEDowHFZ/jBLzV/wqD6Txj6RMdIHgVD7ZMtMW66xZ7lDyJbASGYE+fidfRw25Rn8mdXA1chMX7E1+eRhZyMheFjwody+kPeFGPYRKIAQ2RA+UiWKM3MYsKQRlZAmWXaYsXln1uCTCxPAwsAIz2zcWQ7xsaPJPTJN4xREUKIs7bNuxoltPU9ZyrGMiNfMt8xO/AKLeqzd0yWhryXl40eWfOgh7ywxetx/q6/Gl7Xy4uh3JZAFwdltH8Y7+CDUGSbrQhszBML5wYvx2qxMWZantlxM1E3gzbMJehA+MEDoN8+J9Db9yNryxkk+NiNgYCdriw8dbPnJWNOFoADBbJkEJgjk5jnGOq5LHnUsCJAHSfa1VMyaNYtAoDJ9ukRC+X2DiyNQDgjMnz9fyNyQcajdvsfI2IonOgJFhoATo8gM5t3NDwJOjPzg7K0UGQJOjCIzmHc3Pwg4MfKDs7dSZAg4MYrMYN7d/CDgxMgPzt5KkSHgxCgyg3l384OAEyM/OHsrRYaAE6PIDObdzQ8CToz84OytFBkCTowiM5h3Nz8IODHyg7O3UmQIODGKzGDe3fwg4MTID87eSpEh4MQoMoN5d/ODgBMjPzjnrZWmpqa8tVXKDXXqq63f/e53wze+8Q05ze7h8Pbbb4czzjgjic2QIYmvVL788svhvvvuC5deeqnmfeUrXwk/+clPkuXiB3RYPUt/5plntL692x19fLvQDM/9pz/9abj66qvDN7/5zfCd73wn47cP6St9uuCCC0zVHnf6WyHfuZ08eXL49a9/rW0ce+yxWu7QQw9VvfSL9ukvOPzgBz/QO3rjMdAWfaM+fePKJPQZHQjlm5t3HwCAPut3prqk0ZfPf/7zagcr89Zbbyl2YG7Srx9HiO7+VqbZkPY7sovVLed7zsTAidvki78Y8P7771fD41AIRrzzzjvVSJaGI5lz8YxgIBwN57nxxhvVodCL05OOYFwIZ3VJw5i0S33qog8nNsGxcGiTmAQnnXSSlo/7Y+Vom77jPAh9R/8xxxyj/UCnOQ9jRi/51lfeGYc5ODqoQ99pz/pKOkI6fSWdcVKGMdEH3ocOHarPYMlz7NC0Y8EGXZZHXXSaXtqgHONGeOdCGB+ks7qkUY+xQTKX3QjkRAxzXsDGaERBSJIO6NNPP61AYwgcBGPjRNwRyuNoGBkdGAknMZ3WLdJisfpxmj1jbPplfeOeLuecc462Z05u+bSfThhIwXjpA85iTvTSSy+pDvIgEvVMYqelr+jlDpnjcuBigQW95NEOGFkwsPJGPmuDuzl4nEaAYOakPiSBrLRNWXRZHfqNTcDahDTsEBMOHdgpJruVL6d7TsQAEMADaO44gi2jLEIaaB/+8Ic1mlP22Wef1SWO5QE4Ejso5Q477DAroneiWDYyxIVpn77gjBg6k0NBWCR2FNOBI+EMRGh04GQI6bEucyhmL5ZtmYS6OKphQ3voiYU20Es52jS9cZmOnlkixfopR38gsM16VhdCQDrGBr4QIBYjBen0yYTAYmSytHK850QMgGOGQHBEDEsERTA861UDkwiOIxIZiTodrf9xfgiG8bjHgi7TRzoEyyS0AVFxSFsKWISPy1sExIlivZSJxwIZbZbAoegbjmKOgzMxvljAxZwOXTghhEAYoz3zbm2TRjvoIo129iaMi4AC/hAEbElj/OBN33lHJ4Tjbn2nPfrIRVvgBZHiABW3nwnDOL8cnitzHSSbU4DmYlbASYiM3DGOCWkYwCIYxEl3fIwD+JTDOHE+zo7hcGK7jITWBnd00AaOhZOxXDrxxBPjIvqMIxFlaQ/HjR2VArxTxoTx4GT0A8fmMjECoodZA8KYs1MGbKhrFzrsOdZDfXRBeOp0RhgruJnzggG2gfzohRSm3/TSRyM39Tr6oILyjJ+gUO5SmSsAgIVxcWSMgUNxx/CxY6frw0g4LWLGobw5ijmg1UMfRMN4dsVLLerRdhxlycegOEUspFHWljY4FQ5JOoIOHMryITzlcVb2GjgU/UeIwPSfvtEH++TH6moh+UEd0rgob88xAQgW9AHCW1+sfi53w5GyODrEZ2xmI4jOOONyppc0I5WlUc/wBP+u9Ml0lcq9U8TA6DgywDKVAyCg4jwGLGtmIj3lTMinrBkE52KJReSDJNxN0GPOaGnxHQeDnDgDgiNTnzScgXdLpx0uE9qnLBf9oR3IB8ERnAanjftOuhGIPPRbH3mGMCbojC/S43cLBlaHsdNvhGfIhmN2VqwN6yfjRI+1tzd9ixYtSpIIG0OycpfqXAHAmRCcx6IlBsDxcCxzesrhcBjJxKI0joWQbw5hZbhTJzYKhr3pppu0iDlvXJ4ZAue09TZ32kI/jkEb1i+rR//pI+tyi/ZxGeripOjljhDZ0c3sgt54KYKTo4+LIBE7I05mJEAPuknDkdGBUI9x2wxDu5kk7mOcb30kYNiSEf2Mj/4y89k4GbsJfTE70qeO9Fv5crv7EZ3lZnEfbxIBP6IzCYU/OAK5IZDzHiM3dV7KESgNBJwYpWFHH0U3I+DE6GZAXV1pIODEKA07+ii6GQEnRjcD6upKAwEnRmnY0UfRzQg4MboZUFdXGgg4MUrDjj6KbkbAidHNgLq60kDAiVEadvRRdDMCToxuBtTVlQYCTox2O7Zu2xW2rdyctGr8TOKuxh2h6dl3wpZXd39xifeWF97dXWdFi5ahbCw71m0Nmx5bqzpIb9vWquXiunH5kn9uag2tT+3GOn5WfKL8trd2hNZfbEyWbyOP93sb94Cp7U/NKelty7aGXT9aH9DRWXFitCNWWVMVmp4REIUgOOzOTdtTsMSx+47ZP2xb0Ry2r9sWNj68OvQ+uC5U1lRq+e3i/DvWbtW0jQ+tTtaFcM1LN4baYweGd0UH+hulHeqmkzFZqdQfaitD68LmoE5+76YQVu1MjhgnxpnN8Vvv2BgqPl0f2oRIbauEJHdsCBWn8P2ZttAmOkxaRU9bY2uoOK532CV1lFCSX/XVgQlyCKE6I06MCK39Th4iTvyuOH+LkGC/ZA4O3O/YAUqCqvqe6twV8hX46roe6uAQYssrjaHvkftpWlVddbIueb1G9NO6vYb3CTsad+rMQd3aYwYoaZKFy+ihut1hd0nkr/x0XXLkFUN7hOrLB+s7ZAjy3iZOXzG0Z6gYJs/i4NwrhSzxTMMzerQMM8SybaFyXB/VU3mc3IVUnZGyJQbLnc0yM9hFJCdty2tN6tw4tAmzSc9BvXT50yrLoBpx8F1S3sSeK6QcQnkTSGVS3U6qxLESllr6d43e4txEdY3s4rgsc9ranZd7R9L2kjj4efvLbLFdZ42KjgrW7sacIm2Nu3HXKk1p7x3paU8vW2LgxD1H9E1ebSEBOU5d0SsVZLBqlGUQ5Kg/flAKpJCpSupUSh3blxgZ2Ev0GNxbll4JknGvkpmC2QKhbi/pQ8mLOG2FRG+7QrsTV8iSKqvIbFFxWI0W0egvSyULKun7BnQxm6gwq4zuFVobEoTTmUV0dUZ2z/mdqVUCZdkbcMXCTMDeos/BtcGiP/k4+k5x4jZZYm1lmXXk/rJnGKAbapzfllnsQza/skmXTtRjz1J3wmBt513Zd/QY3Cux/DqkLqUuZUtZlADpJJDlTaUsbyoO7yVXwvljDColjWVRhaxZd12/VrOqZIlVNaw6uWeokpmEGahCiFb1j/3DzuvXJJ7P208JVfFki5atPK6v6or17+3Zv9q6N4Q8v2QR8K+2lqxpfWDvFwKpa4n3qxXX6wgUGQKdIsbKlSt1eO+8807YvHn3L2hIJI0rk5BOXatvd8qix47ayaQ3k75STDNMuKdjCz7paYaB4W71DUvL505dyi1ZsiRO9ucsCOS0+Qb05557Th2Y84gAGRkwYICeWQTwnJ/Uu3fv0KdPn+Q5SZR9/PHH1SDnn39+WLhwodZD1/Dhw7UOulasWBFGjBiR1M/zxIkTtSw/zKikPfbYY1rOypBHGnfOT6JPtEOfKDN27NikHkunj+iyupSlLun5FhyZc6u4gxd3sKHvJ5xwgvYRbMlDyL/wwgv1mfFgG7AFg5aWFi1vNlqwYIGOiXFxoTMWdDF2MII0Nn7swzMYcTfcDE97R5edWcUzfaEf+AHp4HvXXXeF/v37h0mTJqltKFcMktOMwUAHDhyowNodBzSgAQojGrA8myEBngsjABQk4M5FOfRgGIC76qqr1BixM1MOo6ED4X3atGnaFjoxPkY4++yz1SiUpV+kxRGS+rRthsSIOBzvXIxhXwjjN0zjO88IYwAnhLFPnTo1iTNpjIvggzAmxmiyZcsW1W12IY8yJtjIMGL8vEMK2qBN0tDNEahgRFv0gctw5NkEW2AHylOXi3f0QZBikpyIsX79eo1GRBDAwXEBjkjHOxfPCEag/Ny5c5NlMRB1IBjgG6Eoh2OQ9uabbyqQBr6BSD7tIhjBjEyd2AlIJ5806iDczXCkUwchItMe/UGoS7v7QiB3PEbGClbgSd/pF33l4OYPfOAD4S9/+YsSmj4zHuoyHu5xQKEeDkqZ+CJ6x0KZa665JokxtjJBB7jRF4II/cFmhiN3szt1DE/SKcdJ8PQLoY/FJDktpQBvw4YNGpFt+gW0j3zkI+pUGAwgiEYAj9Gow/35559XIJliAZ07RjYQSdu6dfdvmXMFj/bRERuSd9qMxdoh3UhCfnq5WE9c//1+Pv7449XpaAdswZF+Miua0FccEIfj+eijj9YsyiPgzjOXOS344JREanNKytkyjHpWhmfDg5mAoEbwIo2+QFbTZWnUQWxm49kwRC/l7J080opJcpoxGBAGZJbgDng4vg2WNMCDFEyb5Fs0xzG5qGt3jGdTukWkXEDDOKaXJQB9wIAYj4tnLqZw+oajYCDKUheSItxjw8cOlUs/ursMeNFPw46+mpAHdoyVZ2YFZhDGRzplwR7nNzzAlos0LupxGUFMd6Y7WNEPnBqMaA9saQ/sYxuAI+82a1CHsrb8oj7YklZsUnX66adfbZ0mEtXU7PlbSPJxttWrV+vfoGDgL7zwgpKkR48eGvF4B/zXX39dHbGurk6BPfDAAxUcIktjY2PgnVlj586dgTLMNtXV1eoYRx55pIJKmdg5aJ9ZhjRzfHOCUaNGqaNjNP4+BmVox/qDw9Fv6lGWcdAO71yPPPII6tXJ9CHPP3AaDl+mn/QHZ2PWoI/k0V/up512mmLDuI477rhQX1+vdXA8SABmYLp8+XLNY8zoQDf1KccFmUywHXhxt2UYemkT29CO2c/wJJ/DoSkzbtw4zbf2wRfbUhd9jIc2sQ3kpZ1CErAC60yS82++iRgYDwHo2HHjPJ4RK8tznJ/+HpfnmagT66Z8qUuMTzZsyWPWTccWfCwtW/24nVLHNJfxZfvNd057jBh4ntMd14ySXo53JM5Pf4/zeI7ftXIZ/IjHnA3b9Lx0LHlPLxPrjp/LANb3NMSc9xjvqRWv7AgUGQJOjCIzmHc3Pwg4MfKDs7dSZAg4MYrMYN7d/CDgxMgPzt5KkSHgxCgyg3l384OAEyM/OHsrRYaAE6PIDObdzQ8CToz84OytFBkCOf/mu8jG1aXubnlVDv/qVa3nRnFcTh85DSQ+6qbpmXf0xBCOxKk9pn/inKmtu7QO7xzfyWFtOxu3hwGnDUueNMIxOZw+WCH/OMiN00I43pMTSarra1RXlzpcrJXkeBtOG+TUD47B4URBzo4y0VMK5QA18imnoieByPlSks5Jg9Wzh1nxxJGdnDgiKaaTEww5aqdKDmbLdApJsnIHD2U/Y3A0DoetIRyb2SLHaeLIgGqkIG+zkAai9BeH3752i5ahUL0cj8NxkRyvAyn2O/lALdP47AaqqUAKjugkr1EIQTnOr9pfTj5s27oz2b6VL9U7h6ypyFE6OKs6uTh+4sjNRJaeF1WXOCNKTyKEEHJqYQVpy7bJwWtynGddVQpErUIKTi+snNhPSQZxIAhpu+Sc266IE0POheIsWhOO4Fw793WJ5D0tSe8cp9lzUE3ggGYOWCPa9zwg8UUnDmLD2e1EQpy+TWYSE04vNJJxT8wUCf0cwBa3b3VK8c5MYMJ5Urt+JP8dvVGiS3S8IEd06pGaFOSQNI7bFOFEQogVH+ep6cwUdmaVlG+VMsl3rdm1H2W9lOLwZqI/h6ZtX7NFD1HT82XleE5z5BhWlj+cWUvkhyDbpRyHtDHrQKSq6FjPuF58sBttIa3txGndLqfmCZFKWXBoSNH6lHw7UGaIyom1ieFyoFqGw9YMCz1wTfJZTnEiIe/pUsHsYScQNgu2MsOknFJopEmvuJf3sp4xWO+zxLGTBe1oTZZG6QKJOM+2h8wSHMVJpE/sJ1hCbVaCVNX30DIQiH0E5KFOT9mTNMnSyo7q7C0nEe6u26IzUXp7pfTO7MByqFJOItdlUZIM7Qej7gl3Yvji8Dh55Vly2rksoyo4nDkSTiEM4vhtci4t+a0LZK8iyyk92FmIyFKMGagrkvMXlbqivFjqVPWVyFUtW+PqykTk7ysb8PQzZWW6r5R824/0FMfXc2llCdX78HrdM9QM6RO2v71ZZpueul9p2yWGlzqcT9vaIkfYyz6kdpysl2lnQE3YLnVrxw3StosFq/fST50B2vcHFQOrE0dwckRnhpkgyJ6iYqSccC6OjYNXni4nmVtdOaaT+nbyOcRr++sWOa+2JlTKc+VRvUPbG/JnHLa1hSohVUeS7YtKZb2UArD4ZHIDcA9SSAb7CK5YWG5VR38ugDw28CbxcixOJz9TXatXqvd0AuDQHYntM5RMw1Kd2+plK1Opf0OjI+17Ty/rpdTe4fES5YqAE6NcLe/jzopATnsMToHgS/V8H5uLM4a481VJLt45nIDvG/Pld75Aj/Al+QceeCCsWbNGvwjPnXy+fmlfjOdgBd45wIBnvlCfLnxXeceOHVqHL9ajx77CSR4HMNi71bV03u0rndTlwAB7t7L7+j5nzpwknhx3YzgzJg4dAE/w4tnwYXwc5PDUU0/p4QSc7sG4DH9swcEKvIMPhxlgD6vPmCmDoNswBmfKIzFOlm92Ix/d6OBKx5/8Qpdse4yciAEpOPUBUDh9gtMhAHrMmDHq0ICGMTEO+QALWCNHjtQzo6wcJ0hgHE4GgQiLFi1Sg1Aep8Uo6MB4ZgCcAWfhBBMMTbtmPE6s+MMf/qCOAzntpAsMMm/ePD0tA8dB39NPP52sZ6eVFILhGB+neTB+MGScS5cu1RM6wIDxQmbGTOAAXxySOoyfdE5gARvGiINyOgf6EE4FYfwErpgU5GEL8CHvwQcfVIL97Gc/0/q0i17IgX1vuukmTTcCoB9iGnksGKK3WCQbMXLafHP4F7MGBgEIzjWaPHmyPmNYi3DkcYQOgqMCPGSgfJxHGuU40hGg0Ys+DIo+Axs9nFmFYRBIYweGcSgYxoEMnFPFs0UuyqODPO7UI5/zkhDqxiTSxH30g/Eh9I9+c0Qmx5XSb4jAmBCebexgS1nuYE8ZxgOWYGpi47Z37hDPzpcCN9qjHHU5gYQ000U6x97Q9lFHHRWr0faxF2L3lAJF/pLTHgNnxXktgmAIc3wcHEABEIAA0wSQMRz1EPK4Yse3spx0SNl0icvSjok5hEWwuJwRhLKWH+uOn03fvrrjdHauq42BNPCGNPSfqM/BzWBuQlkrD74QC2w5fwthjNQjzy7sY6SgDDihg/apxzNptI8uyIftIYrZkHqIlYcw1v9ETmn8zIkY5vQ4uhnKIg/AASBAko+DG+DkARx10EE5Lp5NANwMbGkd3dPLYWgcAuFuxKE9S+dArfR6Vq6jdvKZDhY4HnfOeiXQ4LxgCTnA0oIJ42UWBkPSGQfluAxbDlFGDA9OQLcydmKgjY/64A9eJsxWlLdZg3boB/qYXUzAFNtyp7+0X0qS01LKBmwOB8C2ZAJAMyDlTjnllKRRyGPti0G5E8FYRhH5qI8+jIDhKbM3h6W+LR94xiC33nqrtocujMQyiSXToEGDNNphUJaC5M2RTS53jF9IQp9wQM7wJVqbozI+MGQM5POMUB6swMCcnTqU4b1v38QfvKRcNiGfWYk6tqTD+Uk33OL6tEE6F/sSbGGBbW9txXqK4TmnkwhtVkgfEIbBGICCERGcHKBxPoCENOSRTnkMT2S0Z8oQ1XkHaN55ziZEp9gQ6e9Wt6N0yy+EO7jgaOmC4zFGxgB+PDNbgC1BxGYJ0qjPjAPWtkchjXIx0bAVe7m9SWdw60zZvbWb7/xsJxHmRIx8d9jbcwTygUA2YuS0x8hHJ70NR6CQEHBiFJI1vC8Fg4ATo2BM4R0pJAScGIVkDe9LwSDgxCgYU3hHCgkBJ0YhWcP7UjAIODEKxhTekUJCwIlRSNbwvhQMAk6MgjGFd6SQEHBiFJI1vC8Fg4ATo2BM4R0pJAScGIVkDe9LwSDgxCgYU3hHCgkBJ0YhWcP7UjAIODEKxhTekUJCwIlRSNbwvhQMAk6MgjGFd6SQEHBiFJI1vC8Fg4ATo2BM4R0pJATKghg71q4tJMz3SV92yTE6nZHt7wNm9KGz/ehMn7uzbKeOz+nOhnPV1fLC38Ka/7kzpXjPwQeEA6aek5LWY7D8vTUB/v+uvzaMmPF1+SMta/S9btyEsGL2D8NwSespZd7+7/8KQ7745ZS6pfayZu6d8tee1uiwqvr2C0NlvC9fenHofdDIUDd+gvw5gwNCvyM/qPlbXl8e3rjh2vD3/3694mNYvPZvV0jadalp375C6w+afGbYtPiJsGtzs7SzVv44zprQ/MLS0Ev0j7z8Kk1bf//vArq3vLE8DJ3+5dD/lElqh+3r1oaBkz+V0gdrs5DuBT9j9B3zQTGOEOEfzgmjrrlOsYMUy799eVgz91d68YxUyXlKEAAiUG/jnxakRCgcBuOVujD2LXIecKWQoq8QwMYNKdbf9/uw6cknkhD0HjkqDPzkmYpZMlEejFhxGgFn/f2J+rtamrWNreL824QckAhSINihl5xbDAkOkrR+R34ovCak4p1A1bL0b2G12KKQpeBnDAOP6IO0yqzA7NBLDAoJkOUCOsKSiQMq/67dQAPPOFP+3FcicnJnxqgflzgrViuU6A9mg12bWwKRHQfHCfsJWXBIInhvcdoNDy0I/U9OHDw3SHDiShccPBbwS59F0NMsesmLhWBW1aevzhrM5NgLEtULMd64YWYYcdHX4uIF91zwM4YhBrhxFOshwEMWyGBG4U+5MVtAHoTn9ff9TvOZPTY+tFCi5eOaV8o/cFQievMLf9VhEqVxTPDZ/+SJElgOUGcGz+enTNYLBzcxnCGRCUsmCEY5cOeZq1GWVFvfeD35Th7tr5blL3o2CObb5c82HNi+9GWJxtLKlnKmv9DuRTNjAGRiebRQMSTyNMqSAFKQjvDMLNK89K9hf1nTsr4+YOoXNI8fmxaXPikY58Z2J2eG2LB2oeBygEZrZhFkhyxpegwarOlHzbs/vDn7PzTdftjGm30EM00sBBeWXxaMcP7Klr7JdzCvH5/IZ19Tf9AoJcFL8txfSEld9h/1sqwrZCkaYrABx8A2G7B2BuAmIcdIWd+aYLAdUg4hasaRkKmcdXapCxthlkH7y1KJqI4wY4AHAo42K2hC2g/2IMwsjRJIhrV/UAGuRH3Ihm4CkwkzhC3LLO0t+ZCDdnbqzPW38AFZOrHXYRZi77P0vKmyCT8zOZNYvUK5F81Sis338BlfE1D5C6iJyMeSgM10vBZmaYUBEKIXM41dGKoc5KDLrtxjmAQFljxcfNKXSWymYCbmUyTIFAeWTHUypVGHfWBPmZXYu7AM5pMv0g69cXY4WAKZziwRuTLp2ZdpBT9jQAKim+4RZJ+AUVfc8kNZp16gywPAA3gjB7MI0c4kjowWMS2vVO+Gxdb2PUKrRG1mWPsAw/Lj8fNpE59kVeuGuy2xhJJNCVjzgQV1wFmv5uy/E+nN8mnMh5KfdDHTcK2T/R4EQQc2YllVqFLwxGCaxqhM5YBNVBtx0dfDctnEDT77HDUYv7vgo1xmC4xvv6fgUxGWE+Uo4PSu7BFwaDDko9Z1EjQINKRtk2BjAoHYc9QIxiy9iOqI7euYgfldiH4MLrZYc1diSYRNcHLKNUvAIgjFvyMx/bRPQONOcMJ+1ClkKXhisCeI9wUYg000vySy9LrXJyhh+KiWdatJHJH4SBeHGPLFCyy7ZO8sU3BkPq7FcSEEYyeS47zsIcgz4aNTsNogM3L6x7HDBC+WRujZKZv3g0QvpCMNR98tied+Y0hJOD1LMYIT5XZKfX7/VOiEsPH4nwEwJPxedgj4nwEoO5P7gN8rAkXzqdR7HajXdwQ6g4ATozNoedmyQcCJUTam9oF2BgEnRmfQ8rJlg4ATo2xM7QNNR2Dbtm3pScn3FGKsW7cumeEPjkCpI+DEKHUL+/g6jQCkWLVqVYf1UmYM/hh7NhZ1qMUzHIEiQ6ChoSFrj1OIASkWL16ctYJnOgLFjkBjY+Ne/XyP/ytls8aECRNCbW1tsWPg/XcEUhBYvnx54L+C7G1ltAcx0MI0wzVqlHyvevjwUFNTk6LcXxyBYkOAD5a4su0r4jFlJIYVgF1cLo5AuSGQsscot8H7eB2BjhBwYnSEjKeXNQL/DzM82fAItdPAAAAAAElFTkSuQmCC" /></p>

<p>3，迁移后，核对t_income 里 上海劳务账户余额减少是否正确，上海签约账户余额增加是否正确。</p>

<p>t_month_income 劳务税前和劳务税后减少正确，签约税前和签约税后增加正确。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177783" name="当前劳务税前第一笔收入800，第二笔200，劳务账户余额159，不出现浮层">
	<node_order><![CDATA[2]]></node_order>
	<externalid><![CDATA[29503]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><strong>医生1月份从<span style="color:#e74c3c">上海劳务</span>转到上海签约，没有切换公司</strong></p>

<p><strong>劳务税前&nbsp;1000 劳务税后960</strong></p>

<p><strong>入驻税前0&nbsp; &nbsp;入驻税后0</strong></p>

<p><strong>非综合绩效收入，且订单都没有退款</strong></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>第一笔上海劳务税前800</p>

<p>第二笔 上海劳务200</p>

<p>对应的税后800、160</p>

<p>上海劳务账户余额<span style="color:#e74c3c">159</span></p>
]]></actions>
	<expectedresults><![CDATA[<p>上海劳务账户余额不足，不显示</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177786" name="当前劳务税前第一笔收入800，第二笔200，劳务账户余额160，不出现浮层">
	<node_order><![CDATA[3]]></node_order>
	<externalid><![CDATA[29504]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><strong>医生1月份从<span style="color:#e74c3c">上海劳务转到上海签约</span>，没有切换公司</strong></p>

<p><strong>劳务税前&nbsp;1000 劳务税后960</strong></p>

<p><strong>入驻税前0&nbsp; &nbsp;入驻税后0</strong></p>

<p><strong>非综合绩效收入，且订单都没有退款</strong></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>第一笔税前800，第二笔 200</p>

<p>对应的税后800、160</p>

<p>银川劳务账户余额80，<span style="color:#e74c3c">上海劳务</span>余额80</p>
]]></actions>
	<expectedresults><![CDATA[<p>上海劳务余额不足，不显示</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177789" name="当前劳务税前第一笔收入700，第二笔250，劳务账户余额120，不出现浮层">
	<node_order><![CDATA[4]]></node_order>
	<externalid><![CDATA[29505]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><strong>医生1月份从上海劳务转到上海签约，没有切换公司</strong></p>

<p><strong>劳务税前&nbsp;1000 劳务税后960</strong></p>

<p><strong>入驻税前0&nbsp; &nbsp;入驻税后0</strong></p>

<p><strong>非综合绩效收入，且订单都没有退款</strong></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>第一笔上海劳务700</p>

<p>第二笔上海劳务250</p>

<p>上海劳务余额700</p>
]]></actions>
	<expectedresults><![CDATA[<p>不出现浮层（一笔订单金额不能拆分）</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177792" name="当前劳务税前第一笔收入200，第二笔600，劳务账户余额300，不出现浮层">
	<node_order><![CDATA[5]]></node_order>
	<externalid><![CDATA[29506]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>第一笔上海劳务200</p>

<p>第二笔上海劳务600</p>

<p>上海劳务余额300</p>
]]></actions>
	<expectedresults><![CDATA[<p>订单金额不满足800，不出现浮层</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177795" name="当前劳务税前第一笔收入是综合绩效 800，第二笔200，对应的劳务账户余额充足，不出现浮层">
	<node_order><![CDATA[6]]></node_order>
	<externalid><![CDATA[29507]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>第一笔上海劳务税前为综合绩效800</p>

<p>第二笔上海劳务200</p>

<p>上海劳务余额充足</p>
]]></actions>
	<expectedresults><![CDATA[<p>综合绩效不能劳务转到签约，订单金额不满足800，不出现浮层</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177798" name="切换了公司" >
<node_order><![CDATA[9]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="177799" name="上海转银川" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177800" name="当前劳务税前第一笔收入800，第二笔200，银川劳务账户余额160，出现浮层">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29508]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><strong>医生1月份从上海劳务转到银川劳务，又转成<span style="color:#e74c3c">银川签约</span></strong></p>

<p><strong>劳务税前&nbsp;1000 劳务税后960</strong></p>

<p><strong>入驻税前0&nbsp; &nbsp;入驻税后0</strong></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>第一笔上海劳务税前800</p>

<p>第二笔银川劳务200</p>

<p>对应的税后800上海、160银川</p>

<p><span style="color:#e74c3c">银川劳务账户</span>余额160</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，您1月劳务税前收入中有&yen;200.00可以签约方式结算，迁移后节约税费&yen;31.00，<strong><span style="color:#2980b9">立即迁移</span>。</strong></p>

<p>2，点击【立即迁移】弹出弹窗。</p>

<p>劳务税前1000.00-200.00 劳务税后 960-160</p>

<p>签约税前0+200 签约税后0+191</p>

<p><img alt="" 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" /></p>

<p>3，迁移后，核对t_income 里 <span style="color:#e74c3c">银川劳务账户余额</span>减少是否正确，<span style="color:#e74c3c">银川签约账户余额</span>增加是否正确。t_month_income 劳务税前和劳务税后减少正确，签约税前和签约税后增加正确。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177803" name="当前劳务税前第一笔收入800，第二笔200，上海劳务账户余额160，不出现浮层">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29509]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><strong>医生1月份从上海劳务转到银川劳务，又转成<span style="color:#e74c3c">银川签约</span></strong></p>

<p><strong>劳务税前&nbsp;1000 劳务税后960</strong></p>

<p><strong>入驻税前0&nbsp; &nbsp;入驻税后0</strong></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>第一笔上海劳务税前800入</p>

<p>第二笔银川劳务 200</p>

<p>对应的税后800入上海、160入银川</p>

<p><span style="color:#e74c3c">上海劳务</span>账户余额160，银川劳务账户余额0</p>
]]></actions>
	<expectedresults><![CDATA[<p>不出现浮层</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177806" name="当前劳务税前第一笔收入800，第二笔200，第三笔150，银川账户余额160，出现浮层">
	<node_order><![CDATA[1003]]></node_order>
	<externalid><![CDATA[29510]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><strong>医生1月份从上海劳务转到银川劳务，又转成<span style="color:#e74c3c">银川签约</span></strong></p>

<p><strong>劳务税前&nbsp;1150&nbsp;劳务税后1080</strong></p>

<p><strong>入驻税前100&nbsp; &nbsp;入驻税后95.5</strong></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>第一笔上海劳务税前800</p>

<p>第二笔银川劳务 200</p>

<p>第三笔银川劳务150</p>

<p>对应的税后800、160，120</p>

<p><span style="color:#e74c3c">银川劳务</span>账户余额160</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，您1月劳务税前收入中有&yen;350.00可以签约方式结算，迁移后节约税费&yen;54.25，<strong><span style="color:#2980b9">立即迁移</span>。</strong></p>

<p>2，点击【立即迁移】弹出弹窗。</p>

<p>劳务税前1150.00-350.00 劳务税后 1080-280</p>

<p>签约税前100+350&nbsp;签约税后95.5+334.25</p>

<p><img alt="" 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" /></p>

<p>3，迁移后，核对t_income 里 <span style="color:#e74c3c">银川劳务账户余额</span>减少是否正确，<span style="color:#e74c3c">银川签约账户余额</span>增加是否正确。</p>

<p>t_month_income 劳务税前和劳务税后减少正确，签约税前和签约税后增加正确。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>150迁移后，银川劳务账户余额剩余40</p>
]]></actions>
	<expectedresults><![CDATA[<p>不出现浮层</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177810" name="当前劳务税前第一笔收入800，第二笔200，银川劳务账户余额159，不出现浮层">
	<node_order><![CDATA[1004]]></node_order>
	<externalid><![CDATA[29511]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>第一笔上海劳务800</p>

<p>第二笔银川劳务200</p>

<p>银川劳务账户余额159</p>
]]></actions>
	<expectedresults><![CDATA[<p>不出现浮层（余额不足）</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177813" name="当前劳务税前第一笔收入700，第二笔250，银川劳务账户余额120，不出现浮层">
	<node_order><![CDATA[1005]]></node_order>
	<externalid><![CDATA[29512]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>第一笔上海劳务700</p>

<p>第二笔银川劳务250</p>

<p>银川劳务余额120</p>
]]></actions>
	<expectedresults><![CDATA[<p>不出现浮层（同一笔订单金额不拆分）</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177816" name="当前劳务税前第一笔收入200，第二笔600，银川劳务账户余额300，不出现浮层">
	<node_order><![CDATA[1006]]></node_order>
	<externalid><![CDATA[29513]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>第一笔上海劳务200</p>

<p>第二笔银川劳务600</p>

<p>银川劳务余额300</p>
]]></actions>
	<expectedresults><![CDATA[<p>订单金额没有超出800，不出现浮层</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177819" name="银川转上海" >
<node_order><![CDATA[2]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177820" name="逻辑同上海转银川">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29514]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>

</testcase>

<testcase internalid="177822" name="当前劳务税前第一笔收入800，第二笔200，上海劳务账户余额160，出现浮层">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29515]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><strong>医生1月份从上海劳务转到银川劳务，又转成银川签约，最后转成<span style="color:#e74c3c">上海签约</span></strong></p>

<p><strong>劳务税费 1000 劳务税后960</strong></p>

<p><strong>入驻税前0&nbsp; &nbsp;入驻税后0</strong></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>第一笔税前800入，第二笔 200入</p>

<p>对应的税后800上海、160银川</p>

<p><span style="color:#e74c3c">上海劳务</span>账户余额160</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，您1月劳务税前收入中有&yen;200.00可以签约方式结算，迁移后节约税费&yen;31.00，<strong>立即迁移。</strong></p>

<p>2，点击【立即迁移】弹出弹窗。</p>

<p>劳务税前1000.00-200.00 劳务税后 960-160</p>

<p>签约税前0+200 签约税后0+191</p>

<p><img alt="" src="data:image/png;base64,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" /></p>

<p>3，迁移后，核对t_income 里 <span style="color:#e74c3c">上海劳务账户余额</span>减少是否正确，<span style="color:#e74c3c">上海签约账户余额</span>增加是否正确。t_month_income 劳务税前和劳务税后减少正确，签约税前和签约税后增加正确。</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite></testsuite><testsuite id="177825" name="次月结算税费" >
<node_order><![CDATA[10]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177826" name="劳务转移金额后，检查劳务和签约次月结算计算是否正确">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29516]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><strong>医生1月份从上海劳务转到上海签约，<span style="color:#e74c3c">没有切换公司</span></strong></p>

<p><strong>劳务税前&nbsp;1000 劳务税后960</strong></p>

<p><strong>入驻税前0&nbsp; &nbsp;入驻税后0</strong></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>第一笔上海劳务800</p>

<p>第二笔上海劳务200（转移到上海签约）</p>

<p>上海签约800 （月药价 9000）</p>

<p>&nbsp;</p>
]]></actions>
	<expectedresults><![CDATA[<p>转移劳务的200元后，签约的次月结算在2月6号为15</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177829" name="绩效明细详情" >
<node_order><![CDATA[11]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177830" name="劳务订单迁移成功后，该笔订单的绩效明细和退款详情里纳税模式变化正确">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29517]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>从劳务转移了一笔钱到签约</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，绩效明细里纳税模式由&ldquo;劳务&rdquo;变成&ldquo;入驻&rdquo;。</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>转移成功后，去退款，退款详情里，纳税模式也正确显示</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，退款明细里纳税模式根据当前的纳税模式显示：&ldquo;劳务&rdquo;或者&ldquo;入驻&rdquo;。</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177834" name="选择退款订单页面" >
<node_order><![CDATA[12]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177835" name="劳务订单迁移成功后，去退款该笔订单，“预计从中扣除”显示正确">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29518]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>从劳务转移了一笔150元的订单</p>

<p>去退款，签约账户余额充足</p>

<p>选择该笔订单去退款</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，预计从中扣除：<span style="color:#e74c3c">&yen;143.25</span></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177838" name="劳务领取页面" >
<node_order><![CDATA[13]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177839" name="劳务领取页面也显示转移浮层">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29519]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite></testsuite></testsuite><testsuite id="177842" name="绩效4-10" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="177843" name="解约和重新签约" >
<node_order><![CDATA[5]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177844" name="在猫头鹰被解约的医生，可在签约入口重新签约">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29520]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>在猫头鹰选择一个医生解约，然后该在APP签约入口重新签约（这个医生这个月只签约了1次）</p>
]]></actions>
	<expectedresults><![CDATA[<p>正常签约成功，签约名称为最新的名称，重新签约成功，原来的银行卡自动解绑</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>在猫头鹰选择一个医生解约，然后该在APP签约入口重新签约（这个医生这个月只签约了2次）</p>
]]></actions>
	<expectedresults><![CDATA[<p>签约失败，一个医生当月只能签约 2次</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177848" name="在猫头鹰点击重新签约，APP会收到一条消息通知">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29521]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>点击这条消息</p>
]]></actions>
	<expectedresults><![CDATA[<p>进入签约流程页面</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>重新签约成功的医生点击这条消息</p>
]]></actions>
	<expectedresults><![CDATA[<p>跳转到签约结果页面</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>在通知列表点击最新的重新签约通知或者历史的重新签约通知</p>
]]></actions>
	<expectedresults><![CDATA[<p>重新签约成功的医生会跳转到结果页面，没有重新签约过的医生会进入签约流程</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177853" name="加强新认证用户的收税感知" >
<node_order><![CDATA[6]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177854" name="新认证用户消息通知文案更新">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29522]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>创建一个新认证用户</p>
]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177857" name="新认证用户认证成功页面">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29523]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>点击认证成功消息通知进入认证成功页面</p>
]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>点击左上角的返回按钮</p>
]]></actions>
	<expectedresults><![CDATA[<p>返回哪个页面？ 不同入口点击返回对应的页面</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>点击&ldquo;了解劳务和签约入驻模式&rdquo;</p>
]]></actions>
	<expectedresults><![CDATA[<p>跳转到签约入口</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[4]]></step_number>
	<actions><![CDATA[<p>点击&ldquo;完成&rdquo;</p>
]]></actions>
	<expectedresults><![CDATA[<p>返回的原来页面，哪个入口进来就返回哪个页面</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177863" name="老版本创建新用户认证消息通知">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29524]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>老版本创建新用户认证</p>
]]></actions>
	<expectedresults><![CDATA[<p>新版收到新的通知</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>在新版本创建用户 老版本收到消息通知</p>
]]></actions>
	<expectedresults><![CDATA[<p>老版本收到老的通知</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>新版本，老版本都测试一遍2种消息通知</p>
]]></actions>
	<expectedresults><![CDATA[]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177868" name="收入提示优化" >
<node_order><![CDATA[7]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177869" name="收入优化通知去掉">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29525]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p><img alt="" 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" /></p>
]]></actions>
	<expectedresults><![CDATA[<p>去掉</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177872" name="老收入页面去掉固定黄条文案">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29526]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p><img alt="" 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" /></p>
]]></actions>
	<expectedresults><![CDATA[<p>去掉顶部文案，把原来的配置的黄条展示出来</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177875" name="老版本在途收入页面优化">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29527]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p><img alt="" 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" /></p>
]]></actions>
	<expectedresults><![CDATA[<p>去掉顶部文案</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>在途收入为空时</p>
]]></actions>
	<expectedresults><![CDATA[<p><img alt="" src="data:image/png;base64,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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>新版本没有这个页面</p>
]]></actions>
	<expectedresults><![CDATA[]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177880" name="消息通知优化" >
<node_order><![CDATA[8]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177881" name="2024年1月1日新认证/新认证专业人士用户收税">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29528]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>新创建一个认证用户/新专业人士用户</p>
]]></actions>
	<expectedresults><![CDATA[<p>收税</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>老的认证用户/老的专业人士</p>
]]></actions>
	<expectedresults><![CDATA[<p>还是按原逻辑</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177885" name="取消每个月1号的历史纳税模式余额消息">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29529]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>点击历史的消息</p>
]]></actions>
	<expectedresults><![CDATA[<p>正常点击进入消息详情</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177888" name="取消有综合绩效又有退税合并发送消息的逻辑，改为分开发送">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29530]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p><img alt="" src="data:image/png;base64,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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>退税有劳务，签约也分开发送</p>
]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite></testsuite><testsuite id="177892" name="全量税收" >
<node_order><![CDATA[2]]></node_order>
<details><![CDATA[<p>通过配置阿波罗生效日期：</p>

<p><!--?xml version="1.0" encoding="UTF-8"?--></p>

<p>&nbsp;</p>

<p>income:</p>

<p>contract.formalDate</p>

<p>main:</p>

<p>contract.formalDate</p>

<p>dajia:</p>

<p>contract.formalDate&nbsp;</p>
]]></details> 
<testsuite id="177893" name="未税收用户，税收生效后自动为劳务" >
<node_order><![CDATA[0]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="177894" name="入账" >
<node_order><![CDATA[0]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177895" name="老收入-&gt;劳务">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29531]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>新产生的问诊费、诊金（包括扫码付诊金）、提问、新手任务、推荐医生奖励、绩效等</p>
]]></actions>
	<expectedresults><![CDATA[<p>均是劳务，税率正确；</p>

<p>新产生的收入，均进入新收入表t_income</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177898" name="未收税用户，劳务生效后，当月签约">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29532]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>新产生的问诊费、诊金（包括扫码付诊金）、提问、新手任务、推荐医生奖励、绩效等</p>
]]></actions>
	<expectedresults><![CDATA[<p>均是签约，税率正确；</p>

<p>新产生的收入，均进入新收入表t_income</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177901" name="未收税用户，劳务生效后，当月签约，当月再解约">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29533]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>新产生的问诊费、诊金（包括扫码付诊金）、提问、新手任务、推荐医生奖励、绩效等</p>
]]></actions>
	<expectedresults><![CDATA[<p>均是劳务，税率正确；</p>

<p>新产生的收入，均进入新收入表t_income</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177904" name="退款" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177905" name="老收入-&gt;劳务">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29534]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>对未税收的收入进行退款：</p>

<p>问诊费、诊金（包括扫码付诊金）、提问</p>
]]></actions>
	<expectedresults><![CDATA[<p>扣除当前劳务余额</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>对劳务的收入进行退款：</p>

<p>问诊费、诊金（包括扫码付诊金）、提问</p>
]]></actions>
	<expectedresults><![CDATA[<p>扣除当前劳务余额</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177909" name="未收税用户，劳务生效后，当月签约">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29535]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>对未税收的收入进行退款：</p>

<p>问诊费、诊金（包括扫码付诊金）、提问</p>
]]></actions>
	<expectedresults><![CDATA[<p>扣除当前签约余额</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>对劳务的收入进行退款：</p>

<p>问诊费、诊金（包括扫码付诊金）、提问</p>
]]></actions>
	<expectedresults><![CDATA[<p>扣除当前签约余额</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>对签约的收入进行退款：</p>

<p>问诊费、诊金（包括扫码付诊金）、提问</p>
]]></actions>
	<expectedresults><![CDATA[<p>扣除当前签约余额</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177914" name="未收税用户，劳务生效后，当月签约，当月再解约">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29536]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>对未税收的收入进行退款：</p>

<p>问诊费、诊金（包括扫码付诊金）、提问</p>
]]></actions>
	<expectedresults><![CDATA[<p>扣除当前劳务余额</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>对劳务的收入进行退款：</p>

<p>问诊费、诊金（包括扫码付诊金）、提问</p>
]]></actions>
	<expectedresults><![CDATA[<p>扣除当前劳务余额</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>对签约的收入进行退款：</p>

<p>问诊费、诊金（包括扫码付诊金）、提问</p>
]]></actions>
	<expectedresults><![CDATA[<p>扣除当前劳务余额</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177919" name="提现" >
<node_order><![CDATA[3]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="177920" name="只有1种收入，无中间页" >
<node_order><![CDATA[0]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177921" name="老收入-&gt;劳务">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29537]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>只有劳务收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>点击提现直接进入提现页面，余额显示正确；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177924" name="未收税用户，劳务生效后，当月签约">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29538]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>只有签约收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>点击提现直接进入提现页面，余额显示正确；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177927" name="未收税用户，劳务生效后，当月签约，当月再解约">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29539]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>只有劳务收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>点击提现直接进入提现页面，余额显示正确；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177930" name="提现中间页" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177931" name="老收入-&gt;劳务">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29540]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>有劳务收入+老收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：劳务</p>

<p>历史纳税模式：老收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>只有老收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：劳务「余额为0」</p>

<p>历史纳税模式：老收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177935" name="未收税用户，劳务生效后，当月签约">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29541]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>老收入+签约收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：入住</p>

<p>历史纳税模式：老收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>老收入+劳务收入+签约收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：入住</p>

<p>历史纳税模式：劳务收入、老收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>劳务收入+签约收入（无劳务收入）</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：入住</p>

<p>历史纳税模式：劳务收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[4]]></step_number>
	<actions><![CDATA[<p>只有老收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：签约「余额为0」</p>

<p>历史纳税模式：老收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[5]]></step_number>
	<actions><![CDATA[<p>只有劳务收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：签约「余额为0」</p>

<p>历史纳税模式：劳务收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177942" name="未收税用户，劳务生效后，当月签约，当月再解约">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29542]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>老收入+劳务收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：劳务</p>

<p>历史纳税模式：老收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>老收入+签约收入+劳务收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：劳务</p>

<p>历史纳税模式：签约收入、老收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>劳务收入+签约收入（无劳务收入）</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：劳务</p>

<p>历史纳税模式：签约收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[4]]></step_number>
	<actions><![CDATA[<p>只有老收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：劳务「余额为0」</p>

<p>历史纳税模式：老收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[5]]></step_number>
	<actions><![CDATA[<p>只有签约收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：劳务「余额为0」</p>

<p>历史纳税模式：签约收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite></testsuite>
<testcase internalid="177949" name="上海、银川切换">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29543]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>上海劳务-&gt;上海签约；</p>
]]></actions>
	<expectedresults><![CDATA[<p>收入、退款、提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>上海劳务-&gt;银川劳务；</p>
]]></actions>
	<expectedresults><![CDATA[<p>收入、退款、提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>上海签约-&gt;上海劳务；</p>
]]></actions>
	<expectedresults><![CDATA[<p>收入、退款、提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[4]]></step_number>
	<actions><![CDATA[<p>上海签约-&gt;银川劳务；</p>
]]></actions>
	<expectedresults><![CDATA[<p>收入、退款、提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177955" name="税收生效后，新注册的用户，通过认证开通工作室后，自动为劳务" >
<node_order><![CDATA[0]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="177956" name="入账" >
<node_order><![CDATA[0]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177957" name="劳务">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29544]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p>开通工作室后，默认劳务</p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>新产生的问诊费、诊金（包括扫码付诊金）、提问、新手任务、推荐医生奖励、绩效等</p>
]]></actions>
	<expectedresults><![CDATA[<p>均是劳务，税率正确；</p>

<p>新产生的收入，均进入新收入表t_income</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177960" name="劳务生效后，当月签约">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29545]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>新产生的问诊费、诊金（包括扫码付诊金）、提问、新手任务、推荐医生奖励、绩效等</p>
]]></actions>
	<expectedresults><![CDATA[<p>均是签约，税率正确；</p>

<p>新产生的收入，均进入新收入表t_income</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177963" name="劳务生效后，当月签约，当月再解约">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29546]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>新产生的问诊费、诊金（包括扫码付诊金）、提问、新手任务、推荐医生奖励、绩效等</p>
]]></actions>
	<expectedresults><![CDATA[<p>均是劳务，税率正确；</p>

<p>新产生的收入，均进入新收入表t_income</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177966" name="退款" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177967" name="劳务">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29547]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>对未税收的收入进行退款：</p>

<p>问诊费、诊金（包括扫码付诊金）、提问</p>
]]></actions>
	<expectedresults><![CDATA[<p>扣除当前劳务余额</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>对劳务的收入进行退款：</p>

<p>问诊费、诊金（包括扫码付诊金）、提问</p>
]]></actions>
	<expectedresults><![CDATA[<p>扣除当前劳务余额</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177971" name="劳务生效后，当月签约">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29548]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>对未税收的收入进行退款：</p>

<p>问诊费、诊金（包括扫码付诊金）、提问</p>
]]></actions>
	<expectedresults><![CDATA[<p>扣除当前签约余额</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>对劳务的收入进行退款：</p>

<p>问诊费、诊金（包括扫码付诊金）、提问</p>
]]></actions>
	<expectedresults><![CDATA[<p>扣除当前签约余额</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>对签约的收入进行退款：</p>

<p>问诊费、诊金（包括扫码付诊金）、提问</p>
]]></actions>
	<expectedresults><![CDATA[<p>扣除当前签约余额</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177976" name="劳务生效后，当月签约，当月再解约">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29549]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>对未税收的收入进行退款：</p>

<p>问诊费、诊金（包括扫码付诊金）、提问</p>
]]></actions>
	<expectedresults><![CDATA[<p>扣除当前劳务余额</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>对劳务的收入进行退款：</p>

<p>问诊费、诊金（包括扫码付诊金）、提问</p>
]]></actions>
	<expectedresults><![CDATA[<p>扣除当前劳务余额</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>对签约的收入进行退款：</p>

<p>问诊费、诊金（包括扫码付诊金）、提问</p>
]]></actions>
	<expectedresults><![CDATA[<p>扣除当前劳务余额</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177981" name="提现" >
<node_order><![CDATA[3]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="177982" name="只有1种收入，无中间页" >
<node_order><![CDATA[0]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177983" name="劳务">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29550]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>只有劳务收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>点击提现直接进入提现页面，余额显示正确；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177986" name="劳务生效后，当月签约">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29551]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>只有签约收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>点击提现直接进入提现页面，余额显示正确；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177989" name="劳务生效后，当月签约，当月再解约">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29552]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>只有劳务收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>点击提现直接进入提现页面，余额显示正确；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="177992" name="提现中间页" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="177993" name="劳务">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29553]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>有劳务收入+老收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：劳务</p>

<p>历史纳税模式：老收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>只有老收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：劳务「余额为0」</p>

<p>历史纳税模式：老收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="177997" name="劳务生效后，当月签约">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29554]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>老收入+签约收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：入住</p>

<p>历史纳税模式：老收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>老收入+劳务收入+签约收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：入住</p>

<p>历史纳税模式：劳务收入、老收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>劳务收入+签约收入（无劳务收入）</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：入住</p>

<p>历史纳税模式：劳务收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[4]]></step_number>
	<actions><![CDATA[<p>只有老收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：签约「余额为0」</p>

<p>历史纳税模式：老收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[5]]></step_number>
	<actions><![CDATA[<p>只有劳务收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：签约「余额为0」</p>

<p>历史纳税模式：劳务收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178004" name="劳务生效后，当月签约，当月再解约">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29555]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>老收入+劳务收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：劳务</p>

<p>历史纳税模式：老收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>老收入+签约收入+劳务收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：劳务</p>

<p>历史纳税模式：签约收入、老收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>劳务收入+签约收入（无劳务收入）</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：劳务</p>

<p>历史纳税模式：签约收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[4]]></step_number>
	<actions><![CDATA[<p>只有老收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：劳务「余额为0」</p>

<p>历史纳税模式：老收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[5]]></step_number>
	<actions><![CDATA[<p>只有签约收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：劳务「余额为0」</p>

<p>历史纳税模式：签约收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite></testsuite>
<testcase internalid="178011" name="上海、银川切换">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29556]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>上海劳务-&gt;上海签约；</p>
]]></actions>
	<expectedresults><![CDATA[<p>收入、退款、提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>上海劳务-&gt;银川劳务；</p>
]]></actions>
	<expectedresults><![CDATA[<p>收入、退款、提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>上海签约-&gt;上海劳务；</p>
]]></actions>
	<expectedresults><![CDATA[<p>收入、退款、提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[4]]></step_number>
	<actions><![CDATA[<p>上海签约-&gt;银川劳务；</p>
]]></actions>
	<expectedresults><![CDATA[<p>收入、退款、提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="178017" name="税收生效后，新注册的用户，工作室为“专业人士”，自动为劳务" >
<node_order><![CDATA[0]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="178018" name="入账" >
<node_order><![CDATA[0]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="178019" name="劳务">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29557]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p>开通工作室后，默认劳务</p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>新产生的问诊费、诊金（包括扫码付诊金）、提问、新手任务、推荐医生奖励、绩效等</p>
]]></actions>
	<expectedresults><![CDATA[<p>均是劳务，税率正确；</p>

<p>新产生的收入，均进入新收入表t_income</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178022" name="劳务生效后，当月签约">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29558]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>新产生的问诊费、诊金（包括扫码付诊金）、提问、新手任务、推荐医生奖励、绩效等</p>
]]></actions>
	<expectedresults><![CDATA[<p>均是签约，税率正确；</p>

<p>新产生的收入，均进入新收入表t_income</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178025" name="劳务生效后，当月签约，当月再解约">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29559]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>新产生的问诊费、诊金（包括扫码付诊金）、提问、新手任务、推荐医生奖励、绩效等</p>
]]></actions>
	<expectedresults><![CDATA[<p>均是劳务，税率正确；</p>

<p>新产生的收入，均进入新收入表t_income</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="178028" name="退款" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="178029" name="劳务">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29560]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>对未税收的收入进行退款：</p>

<p>问诊费、诊金（包括扫码付诊金）、提问</p>
]]></actions>
	<expectedresults><![CDATA[<p>扣除当前劳务余额</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>对劳务的收入进行退款：</p>

<p>问诊费、诊金（包括扫码付诊金）、提问</p>
]]></actions>
	<expectedresults><![CDATA[<p>扣除当前劳务余额</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178033" name="劳务生效后，当月签约">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29561]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>对未税收的收入进行退款：</p>

<p>问诊费、诊金（包括扫码付诊金）、提问</p>
]]></actions>
	<expectedresults><![CDATA[<p>扣除当前签约余额</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>对劳务的收入进行退款：</p>

<p>问诊费、诊金（包括扫码付诊金）、提问</p>
]]></actions>
	<expectedresults><![CDATA[<p>扣除当前签约余额</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>对签约的收入进行退款：</p>

<p>问诊费、诊金（包括扫码付诊金）、提问</p>
]]></actions>
	<expectedresults><![CDATA[<p>扣除当前签约余额</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178038" name="劳务生效后，当月签约，当月再解约">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29562]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>对未税收的收入进行退款：</p>

<p>问诊费、诊金（包括扫码付诊金）、提问</p>
]]></actions>
	<expectedresults><![CDATA[<p>扣除当前劳务余额</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>对劳务的收入进行退款：</p>

<p>问诊费、诊金（包括扫码付诊金）、提问</p>
]]></actions>
	<expectedresults><![CDATA[<p>扣除当前劳务余额</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>对签约的收入进行退款：</p>

<p>问诊费、诊金（包括扫码付诊金）、提问</p>
]]></actions>
	<expectedresults><![CDATA[<p>扣除当前劳务余额</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="178043" name="提现" >
<node_order><![CDATA[3]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="178044" name="只有1种收入，无中间页" >
<node_order><![CDATA[0]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="178045" name="劳务">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29563]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>只有劳务收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>点击提现直接进入提现页面，余额显示正确；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178048" name="劳务生效后，当月签约">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29564]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>只有签约收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>点击提现直接进入提现页面，余额显示正确；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178051" name="劳务生效后，当月签约，当月再解约">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29565]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>只有劳务收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>点击提现直接进入提现页面，余额显示正确；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="178054" name="提现中间页" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="178055" name="劳务">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29566]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>有劳务收入+老收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：劳务</p>

<p>历史纳税模式：老收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>只有老收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：劳务「余额为0」</p>

<p>历史纳税模式：老收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178059" name="劳务生效后，当月签约">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29567]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>老收入+签约收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：入住</p>

<p>历史纳税模式：老收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>老收入+劳务收入+签约收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：入住</p>

<p>历史纳税模式：劳务收入、老收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>劳务收入+签约收入（无劳务收入）</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：入住</p>

<p>历史纳税模式：劳务收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[4]]></step_number>
	<actions><![CDATA[<p>只有老收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：签约「余额为0」</p>

<p>历史纳税模式：老收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[5]]></step_number>
	<actions><![CDATA[<p>只有劳务收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：签约「余额为0」</p>

<p>历史纳税模式：劳务收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178066" name="劳务生效后，当月签约，当月再解约">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29568]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>老收入+劳务收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：劳务</p>

<p>历史纳税模式：老收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>老收入+签约收入+劳务收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：劳务</p>

<p>历史纳税模式：签约收入、老收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>劳务收入+签约收入（无劳务收入）</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：劳务</p>

<p>历史纳税模式：签约收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[4]]></step_number>
	<actions><![CDATA[<p>只有老收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：劳务「余额为0」</p>

<p>历史纳税模式：老收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[5]]></step_number>
	<actions><![CDATA[<p>只有签约收入</p>
]]></actions>
	<expectedresults><![CDATA[<p>中间页显示：</p>

<p>当前纳税模式：劳务「余额为0」</p>

<p>历史纳税模式：签约收入</p>

<p>&nbsp;</p>

<p>提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite></testsuite>
<testcase internalid="178073" name="上海、银川切换">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29569]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>上海劳务-&gt;上海签约；</p>
]]></actions>
	<expectedresults><![CDATA[<p>收入、退款、提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>上海劳务-&gt;银川劳务；</p>
]]></actions>
	<expectedresults><![CDATA[<p>收入、退款、提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>上海签约-&gt;上海劳务；</p>
]]></actions>
	<expectedresults><![CDATA[<p>收入、退款、提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[4]]></step_number>
	<actions><![CDATA[<p>上海签约-&gt;银川劳务；</p>
]]></actions>
	<expectedresults><![CDATA[<p>收入、退款、提现正常；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite></testsuite></testsuite><testsuite id="178079" name="体验工作室医生默认图文问诊费为免费" >
<node_order><![CDATA[3]]></node_order>
<details><![CDATA[<p>工作室权限为&ldquo;专业人士&rdquo;的医生；</p>
]]></details> 

<testcase internalid="178080" name="医生提交认证，通过认证后，工作室状态自动为“专业人士”">
	<node_order><![CDATA[0]]></node_order>
	<externalid><![CDATA[29570]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[<p>执业助理医师&nbsp;四证齐&nbsp;自动开半开通工作室</p>
]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>自动开通工作室（为&ldquo;专业人士&rdquo;）；</p>
]]></actions>
	<expectedresults><![CDATA[]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>医生或患者端调用setDoctorSettingService；</p>
]]></actions>
	<expectedresults><![CDATA[<p>会进行医生工作室设置初始化：</p>

<p>图文问诊费为<span style="color:#e74c3c">0</span> 且开启状态，电话/视频问诊关闭状态；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>患者问诊正常；</p>

<p>医生更改为收费问诊后，患者问诊正常；</p>
]]></actions>
	<expectedresults><![CDATA[]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178085" name="医生刚注册，且已通过认证且工作室已开通状态">
	<node_order><![CDATA[1]]></node_order>
	<externalid><![CDATA[29571]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[<p>1、医生还未初始化工作室设置；</p>
]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>检查医生工作室状态；</p>
]]></actions>
	<expectedresults><![CDATA[<p>为开通状态；</p>

<p>因为此时医生或患者端还未调用setDoctorSettingService，所以工作室初始化未进行</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>猫头鹰把医生工作室变更为&ldquo;专业人士&rdquo;；</p>
]]></actions>
	<expectedresults><![CDATA[]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>医生或患者端调用setDoctorSettingService；</p>
]]></actions>
	<expectedresults><![CDATA[<p>会进行医生工作室设置初始化：</p>

<p>图文问诊费为0 且开启状态，电话/视频问诊关闭状态；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[4]]></step_number>
	<actions><![CDATA[<p>患者问诊正常；</p>

<p>医生更改为收费问诊后，患者问诊正常；</p>
]]></actions>
	<expectedresults><![CDATA[]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testsuite id="178091" name="其他老逻辑验证" >
<node_order><![CDATA[2]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="178092" name="医生提交认证，通过认证后，工作室状态自动为“开通”">
	<node_order><![CDATA[3]]></node_order>
	<externalid><![CDATA[29572]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[<p>执业医师&nbsp;四证齐&nbsp;自动开通工作室</p>
]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>自动开通工作室（为&ldquo;开通&rdquo;状态）；</p>
]]></actions>
	<expectedresults><![CDATA[]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>医生或患者端调用setDoctorSettingService；</p>
]]></actions>
	<expectedresults><![CDATA[<p>会进行医生工作室设置初始化：</p>

<p>图文问诊费为<span style="color:#e74c3c">20</span> 且开启状态，电话/视频问诊关闭状态；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>患者问诊正常；</p>
]]></actions>
	<expectedresults><![CDATA[]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178097" name="医生已开通工作室且已初始化工作室设置，变更为“专业人士”">
	<node_order><![CDATA[4]]></node_order>
	<externalid><![CDATA[29573]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>仍保持之前问诊设置；</p>
]]></actions>
	<expectedresults><![CDATA[]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>患者问诊正常；</p>
]]></actions>
	<expectedresults><![CDATA[]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite></testsuite><testsuite id="178123" name="综合绩效发放" >
<node_order><![CDATA[5]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="178124" name="4.22.3之后和pc端开方，当方案的治疗服务费大于等于5块钱的时候，发钱">
	<node_order><![CDATA[0]]></node_order>
	<externalid><![CDATA[29579]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p><strong><span style="color:#e74c3c">每笔订单都发5块钱</span></strong></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testsuite id="178127" name="饮片和免煎颗粒、浓缩代煎液、合煎颗粒剂型" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="178128" name="当治疗服务费选择亲友问诊，治疗服务费大于等于5块钱，药房发货后，给医生发“基础诊疗服务绩效”">
	<node_order><![CDATA[0]]></node_order>
	<externalid><![CDATA[29580]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>医生开方选择中医饮片，诊后病程管理费选择&ldquo;亲友问诊&rdquo;（治疗服务费不为0，同时大于等于5元），患者购药，药房发货成功后</p>
]]></actions>
	<expectedresults><![CDATA[<p>发钱</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[4]]></step_number>
	<actions><![CDATA[<p>医生开方选择中医饮片，诊后病程管理费选择&ldquo;亲友问诊&rdquo;（治疗服务费小于5元），患者购药，药房发货成功后</p>
]]></actions>
	<expectedresults><![CDATA[<p>不发</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[5]]></step_number>
	<actions><![CDATA[<p>医生开方选择中医饮片，诊后病程管理费选择&ldquo;亲友问诊&rdquo;（治疗服务费为0），患者购药，药房发货成功后</p>
]]></actions>
	<expectedresults><![CDATA[<p>不发</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178133" name="当方案治疗服务费为非亲友问诊，同时治疗服务费大于等于5元，药房发货后，给医生发一笔“基础诊疗服务绩效”">
	<node_order><![CDATA[1]]></node_order>
	<externalid><![CDATA[29581]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>医生开方选择中医饮片，诊后病程管理费选择&ldquo;默认&rdquo;（治疗服务费大于等于5），患者购药，药房发货成功后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，给医生发一笔&ldquo;基础诊疗服务绩效&rdquo;。</p>

<p><span style="color:#e74c3c"><strong>5块钱</strong></span></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>医生开方选择中医饮片，诊后病程管理费选择&ldquo;原价&rdquo;（治疗服务费大于等于5元），患者购药，药房发货成功后</p>
]]></actions>
	<expectedresults><![CDATA[<p>1，给医生发一笔&ldquo;基础诊疗服务绩效&rdquo;。</p>

<p><strong><span style="color:#e74c3c">5块钱</span></strong></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>医生开方选择中医饮片，诊后病程管理费选择&ldquo;新增档位&rdquo;（治疗服务费大于等于5），患者购药，药房发货成功后</p>
]]></actions>
	<expectedresults><![CDATA[<p>发一笔5块钱</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178138" name="当方案治疗服务费为非亲友问诊，同时治疗服务费小于5元，药房发货后，不给医生发“基础诊疗服务绩效”">
	<node_order><![CDATA[2]]></node_order>
	<externalid><![CDATA[29582]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[4]]></step_number>
	<actions><![CDATA[<p>医生开方选择中医饮片，诊后病程管理费选择&ldquo;原价&rdquo;（治疗服务费小于5元），患者购药，药房发货成功后</p>
]]></actions>
	<expectedresults><![CDATA[<p>不发</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[5]]></step_number>
	<actions><![CDATA[<p>医生开方选择中医饮片，诊后病程管理费选择&ldquo;默认&rdquo;（治疗服务费小于5元），患者购药，药房发货成功后</p>
]]></actions>
	<expectedresults><![CDATA[<p>不发</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[6]]></step_number>
	<actions><![CDATA[<p>医生开方选择中医饮片，诊后病程管理费选择&ldquo;新增档位&rdquo;（治疗服务费小于5元），患者购药，药房发货成功后</p>
]]></actions>
	<expectedresults><![CDATA[<p>不发</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="178143" name="其他剂型" >
<node_order><![CDATA[2]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="178144" name="当方案治疗服务费为非亲友问诊，治疗服务费大于等于5元，在24小时前，药房发货后，发“基础诊疗服务绩效”">
	<node_order><![CDATA[0]]></node_order>
	<externalid><![CDATA[29583]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>24小时时间根据猫头鹰特殊剂型配置的到账时间</strong></span></p>

<p><span style="color:#e74c3c"><strong>猫头鹰配置48小时后</strong></span></p>

<p><img alt="" src="data:image/png;base64,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" /></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>医生开方诊后病程管理费选择&ldquo;默认&rdquo;（治疗服务费大于等于5元），丸散膏剂型，药房接单后 48小时前，<strong><span style="color:#e74c3c">药房已经发货</span></strong></p>
]]></actions>
	<expectedresults><![CDATA[<p>给患者发一笔基础诊疗服务绩效</p>

<p><strong><span style="color:#e74c3c">5块钱</span></strong></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>医生开方诊后病程管理费选择&ldquo;原价&rdquo;（治疗服务费大于等于5元），丸散膏剂型，药房接单后 48小时前，<span style="color:#e74c3c"><strong>药房已经发货</strong></span></p>
]]></actions>
	<expectedresults><![CDATA[<p>给患者发一笔基础诊疗服务绩效</p>

<p><span style="color:#e74c3c"><strong>5块钱</strong></span></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>医生开方诊后病程管理费选择&ldquo;新增档位&rdquo;（治疗服务费大于等于5元），丸散膏剂型，药房接单后 48小时前，<span style="color:#e74c3c"><strong>药房已经发货</strong></span></p>
]]></actions>
	<expectedresults><![CDATA[<p>发5块钱</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178149" name="当方案治疗服务费为非亲友问诊，治疗服务费小于5元，在24小时前，药房发货，不发“基础诊疗服务绩效”">
	<node_order><![CDATA[1]]></node_order>
	<externalid><![CDATA[29584]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>24小时时间根据猫头鹰特殊剂型配置的到账时间</strong></span></p>

<p><span style="color:#e74c3c"><strong>猫头鹰配置48小时后</strong></span></p>

<p><img alt="" 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" /></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[4]]></step_number>
	<actions><![CDATA[<p>医生开方诊后病程管理费选择&ldquo;新增档位&rdquo;（治疗服务费小于5元），丸散膏剂型，药房接单后 48小时前，<span style="color:#e74c3c"><strong>药房已经发货</strong></span></p>
]]></actions>
	<expectedresults><![CDATA[<p>不发</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[5]]></step_number>
	<actions><![CDATA[<p>医生开方诊后病程管理费选择&ldquo;默认&rdquo;（治疗服务费小于5元），丸散膏剂型，药房接单后 48小时前，<span style="color:#e74c3c"><strong>药房已经发货</strong></span></p>
]]></actions>
	<expectedresults><![CDATA[<p>不发</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[6]]></step_number>
	<actions><![CDATA[<p>医生开方诊后病程管理费选择&ldquo;原价&rdquo;（治疗服务费小于5元），丸散膏剂型，药房接单后 48小时前，<span style="color:#e74c3c"><strong>药房已经发货</strong></span></p>
]]></actions>
	<expectedresults><![CDATA[<p>不发</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178154" name="当方案治疗服务费为亲友问诊，治疗服务费大于等于5块钱，在24小时前，药房发货后，发“基础诊疗服务绩效”">
	<node_order><![CDATA[2]]></node_order>
	<externalid><![CDATA[29585]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><strong>24小时时间根据猫头鹰特殊剂型配置的到账时间</strong></p>

<p><strong>猫头鹰配置48小时后</strong></p>

<p><img alt="" 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" /></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>医生开方诊后病程管理费选择&ldquo;亲友问诊&rdquo;（治疗服务费大于等于5元），丸散膏剂型，药房接单后 48小时前，<span style="color:#e74c3c"><strong>药房已经发货</strong></span></p>
]]></actions>
	<expectedresults><![CDATA[<p>发钱</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>医生开方诊后病程管理费选择&ldquo;亲友问诊&rdquo;（治疗服务费小于5元），丸散膏剂型，药房接单后 48小时前，<span style="color:#e74c3c"><strong>药房已经发货</strong></span></p>
]]></actions>
	<expectedresults><![CDATA[<p>不发钱</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178158" name="当方案治疗服务费为非亲友问诊，治疗服务费大于等于5元，药房接单后24小时后，药房还没发货，发“基础诊疗服务绩效”">
	<node_order><![CDATA[3]]></node_order>
	<externalid><![CDATA[29586]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>24小时时间根据猫头鹰特殊剂型配置的到账时间</strong></span></p>

<p><span style="color:#e74c3c"><strong>猫头鹰配置48小时后</strong></span></p>

<p><img alt="" 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" /></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>医生开方诊后病程管理费选择&ldquo;默认&rdquo;（治疗服务费大于等于5元），丸散膏剂型，药房接单后 48小时后，<strong><span style="color:#e74c3c">药房还没有发货</span></strong></p>
]]></actions>
	<expectedresults><![CDATA[<p>给患者发一笔基础诊疗服务绩效</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>医生开方诊后病程管理费选择&ldquo;原价&rdquo;（治疗服务费大于等于5元），丸散膏剂型，药房接单后 48小时后，<span style="color:#e74c3c"><strong>药房还没有发货</strong></span></p>
]]></actions>
	<expectedresults><![CDATA[<p>给患者发一笔基础诊疗服务绩效</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>医生开方诊后病程管理费选择&ldquo;新增档位&rdquo;（治疗服务费大于等于5元），丸散膏剂型，药房接单后 48小时后，<span style="color:#e74c3c"><strong>药房还没有发货</strong></span></p>
]]></actions>
	<expectedresults><![CDATA[<p>发钱</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178163" name="当方案治疗服务费为非亲友问诊，治疗服务费小于5元，药房接单后24小时后，药房还没发货，不发“基础诊疗服务绩效”">
	<node_order><![CDATA[4]]></node_order>
	<externalid><![CDATA[29587]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>24小时时间根据猫头鹰特殊剂型配置的到账时间</strong></span></p>

<p><span style="color:#e74c3c"><strong>猫头鹰配置48小时后</strong></span></p>

<p><img alt="" 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" /></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[4]]></step_number>
	<actions><![CDATA[<p>医生开方诊后病程管理费选择&ldquo;新增档位&rdquo;（治疗服务费小于5元），丸散膏剂型，药房接单后 48小时后，<span style="color:#e74c3c"><strong>药房还没有发货</strong></span></p>
]]></actions>
	<expectedresults><![CDATA[<p>不发</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[5]]></step_number>
	<actions><![CDATA[<p>医生开方诊后病程管理费选择&ldquo;默认&rdquo;（治疗服务费小于5元），丸散膏剂型，药房接单后 48小时后，<span style="color:#e74c3c"><strong>药房还没有发货</strong></span></p>
]]></actions>
	<expectedresults><![CDATA[<p>不发</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[6]]></step_number>
	<actions><![CDATA[<p>医生开方诊后病程管理费选择&ldquo;原价&rdquo;（治疗服务费小于5元），丸散膏剂型，药房接单后 48小时后，<span style="color:#e74c3c"><strong>药房还没有发货</strong></span></p>
]]></actions>
	<expectedresults><![CDATA[<p>不发</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178168" name="当方案治疗服务费为亲友问诊，治疗服务费大于等于5块钱，药房接单后24小时后，药房还没发货，发“基础诊疗服务绩效”">
	<node_order><![CDATA[5]]></node_order>
	<externalid><![CDATA[29588]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><strong>24小时时间根据猫头鹰特殊剂型配置的到账时间</strong></p>

<p><strong>猫头鹰配置48小时后</strong></p>

<p><img alt="" 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" /></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>医生开方诊后病程管理费选择&ldquo;亲友问诊&rdquo;（治疗服务费大于等于5元），丸散膏剂型，药房接单后 48小时后，<span style="color:#e74c3c"><strong>药房还没有发货</strong></span></p>
]]></actions>
	<expectedresults><![CDATA[<p>发钱</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>医生开方诊后病程管理费选择&ldquo;亲友问诊&rdquo;（治疗服务费小于5元），丸散膏剂型，药房接单后 48小时后，<span style="color:#e74c3c"><strong>药房还没有发货</strong></span></p>
]]></actions>
	<expectedresults><![CDATA[<p>不发钱</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178172" name="治疗服务费跨月，到账正确">
	<node_order><![CDATA[6]]></node_order>
	<externalid><![CDATA[29589]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>4小时时间根据猫头鹰特殊剂型配置的到账时间</strong></span></p>

<p><span style="color:#e74c3c"><strong>猫头鹰配置48小时后</strong></span></p>

<p><span style="color:#e74c3c"><img alt="" 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" /></span></p>
]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>12月31号有一笔订单，在1月份药房才发货</p>
]]></actions>
	<expectedresults><![CDATA[<p>在1月份才发5块钱，该笔订单的治疗服务费在1月份发综合绩效的时候，也会统计进去，扣掉这笔钱</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="178175" name="通知消息" >
<node_order><![CDATA[3]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="178176" name="基础诊疗服务绩效到账后，首页通知和我的通知里面发送消息提醒">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29590]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>绩效到账后，我的tab页上方的通知+1</p>
]]></actions>
	<expectedresults><![CDATA[<p>查看后 红点消失</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>点进入可以查看</p>
]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[]]></actions>
	<expectedresults><![CDATA[<p>该通知无法进入详情页，无法点击</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite>
<testcase internalid="178181" name="次月发放的综合绩效需要减去已经发的“基础诊疗服务绩效”">
	<node_order><![CDATA[4]]></node_order>
	<externalid><![CDATA[29591]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>1月份医生有一笔订单，治疗服务费为8块钱，1月份给医生发5块钱后</p>
]]></actions>
	<expectedresults><![CDATA[<p>在2月6号统计综合绩效的时候，需要扣掉5块钱</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>1月底医生有一笔订单，治疗服务费为8块钱，跨月2月份给医生发5块钱</p>
]]></actions>
	<expectedresults><![CDATA[<p>在2月6号统计综合绩效的时候，不需要扣掉5块钱，在3月6号发综合绩效的时候需要扣掉5块钱</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testsuite id="178544" name="推荐中医师优化，半开通发送图片优惠" >
<node_order><![CDATA[7]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="178545" name="半开通状态开方分享给患者">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29678]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>半开通用户开方分享方案</p>
]]></actions>
	<expectedresults><![CDATA[<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178548" name="邀请推荐中医师页面文案修改">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29679]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>进入推荐中医师页面</p>
]]></actions>
	<expectedresults><![CDATA[<p>步骤流程&ldquo;已认证&rdquo;改为&ldquo;备案成功&rdquo;</p>

<p>邀请记录中 收到奖励的邀请记录改为&ldquo;已备案&rdquo;&nbsp; 收不到的改为&ldquo;未备案&rdquo;</p>

<p><img alt="" 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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>邀请成功人数统计</p>
]]></actions>
	<expectedresults><![CDATA[<p>为该邀请列表中 &ldquo;已备案&rdquo;的人数</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite></testsuite></testsuite><testsuite id="178566" name="猫头鹰端" >
<node_order><![CDATA[9]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="178567" name="税收" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="178568" name="解约和重新签约" >
<node_order><![CDATA[2]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="178569" name="未签约/有两次签约权限的医生详情页面">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29684]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>该医生未签约/有两次签约权限</p>
]]></actions>
	<expectedresults><![CDATA[<p>详情页面不展示&ldquo;重新签约&rdquo;按钮</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178572" name="已签约没有签两次的医生详情页面">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29685]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>该医生已签约但是没有签订2次</p>
]]></actions>
	<expectedresults><![CDATA[<p>医生详情页面展示&ldquo;重新签约&rdquo;按钮</p>

<p><img alt="" src="data:image/png;base64,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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>点击&ldquo;重新签约&rdquo;按钮</p>
]]></actions>
	<expectedresults><![CDATA[<p>弹出二次确认的弹窗，点击&ldquo;取消&rdquo;关闭该弹窗，点击&ldquo;确认&rdquo;给该医生发送通知消息</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178576" name="选择医生点击“解约”">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29686]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>在医生列表选择任意一个已签约的医生，点击解约</p>
]]></actions>
	<expectedresults><![CDATA[<p>弹出二次确认的弹窗，点击&ldquo;确认&rdquo;解约成功，点击&ldquo;取消&rdquo;关闭该弹窗不做任何操作</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>在医生列表选择任意一个当月已解约过一次的医生，点击解约</p>
]]></actions>
	<expectedresults><![CDATA[<p>文字气泡提示&ldquo;该医生本月已解过约，不可重复解约&rdquo;</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>在医生列表选择任意一个没有签约过的医生，点击解约</p>
]]></actions>
	<expectedresults><![CDATA[<p>有对应的文案提示</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[4]]></step_number>
	<actions><![CDATA[<p>在医生列表选择任意一个认证过的港澳台医生解约</p>
]]></actions>
	<expectedresults><![CDATA[<p>解约逻辑与国内医生一致</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178582" name="重新签约">
	<node_order><![CDATA[1003]]></node_order>
	<externalid><![CDATA[29687]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>点击&ldquo;重新签约&rdquo;按钮</p>
]]></actions>
	<expectedresults><![CDATA[<p>给该医生发送一条消息通知，&ldquo;解约&rdquo;按钮&ldquo;签约权限&rdquo;按钮置灰点击有文字气泡提示&ldquo;请取消重新签约&rdquo;</p>

<p>&ldquo;重新签约&rdquo;按钮变成&ldquo;取消重新签约&rdquo;按钮</p>

<p><img alt="" src="data:image/png;base64,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" /></p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>点击&ldquo;取消重新签约&rdquo;按钮</p>
]]></actions>
	<expectedresults><![CDATA[<p>有二次确认的弹窗，点击&ldquo;取消&rdquo;按钮关闭该弹窗，点击&ldquo;确认&rdquo;按钮取消重新签约，返回详情页面&ldquo;取消重新签约按钮&rdquo;变成&ldquo;重新签约&rdquo;按钮</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>助手可以多次操作&ldquo;重新签约&rdquo;多次&ldquo;取消重新签约&rdquo;</p>
]]></actions>
	<expectedresults><![CDATA[<p>每操作一次&ldquo;重新签约&rdquo;给该医生发送一条消息通知</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[4]]></step_number>
	<actions><![CDATA[<p>选择一个港澳台医生重新签约</p>
]]></actions>
	<expectedresults><![CDATA[<p>逻辑跟国内医生保持一致</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite></testsuite><testsuite id="178588" name="新认证/新半开通用户收税" >
<node_order><![CDATA[2]]></node_order>
<details><![CDATA[<p>加入税收名单，以是否有老收入作为判断基础；</p>

<p>税收名单，Redis存储：contract:grayscale_list</p>
]]></details> 
<testsuite id="178589" name="新注册用户" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[<p>新注册：主要是指新近注册，且无老收入；</p>
]]></details> 
<testsuite id="178590" name="认证管理" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="178591" name="通过认证，开通工作室">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29688]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>用户提交资料认证审核；</p>
]]></actions>
	<expectedresults><![CDATA[<p>不会加入税收名单；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>猫头鹰通过认证，开通工作室；</p>
]]></actions>
	<expectedresults><![CDATA[<p>加入税收名单；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178595" name="通过认证，半工作室（专业人士）">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29689]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>猫头鹰认证通过，专业人士；</p>
]]></actions>
	<expectedresults><![CDATA[<p>加入税收名单；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178598" name="认证不通过：普通医生、助理医生">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29690]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>猫头鹰认证不通过（工作室未开通）；</p>
]]></actions>
	<expectedresults><![CDATA[<p>加入税收名单；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="178601" name="快速认证" >
<node_order><![CDATA[2]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="178602" name="医生详情-快速开通工作室">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29691]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>快速开通工作室后；</p>
]]></actions>
	<expectedresults><![CDATA[<p>加入税收名单；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="178605" name="开关/关闭工作室" >
<node_order><![CDATA[3]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="178606" name="医生详情，开通工作室">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29692]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>开通工作室；</p>
]]></actions>
	<expectedresults><![CDATA[<p>加入税收名单；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>开通为专业人士；</p>
]]></actions>
	<expectedresults><![CDATA[<p>加入税收名单；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178610" name="医生详情，关闭工作室">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29693]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>关闭工作室；</p>
]]></actions>
	<expectedresults><![CDATA[<p>仍在税收名单</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178613" name="医生详情，切换工作室状态">
	<node_order><![CDATA[1002]]></node_order>
	<externalid><![CDATA[29694]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>开通&mdash;&mdash;&gt;专业人士；</p>
]]></actions>
	<expectedresults><![CDATA[]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>专业人士&mdash;&mdash;&gt;开通；</p>
]]></actions>
	<expectedresults><![CDATA[]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite></testsuite><testsuite id="178617" name="老用户" >
<node_order><![CDATA[2]]></node_order>
<details><![CDATA[]]></details> 
<testsuite id="178618" name="认证管理" >
<node_order><![CDATA[0]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="178619" name="医生不在税收名单，且已开通工作室，再次审核通过">
	<node_order><![CDATA[1000]]></node_order>
	<externalid><![CDATA[29695]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>医生有老收入流水；</p>
]]></actions>
	<expectedresults><![CDATA[<p>不会加入税收名单；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>医生无老收入流水；</p>
]]></actions>
	<expectedresults><![CDATA[<p>加入税收名单；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178623" name="医生不在税收名单，且已是半开通工作室（专业人士），再次审核通过">
	<node_order><![CDATA[1001]]></node_order>
	<externalid><![CDATA[29696]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>医生有老收入流水；</p>
]]></actions>
	<expectedresults><![CDATA[<p>不会加入税收名单；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>医生无老收入流水；</p>
]]></actions>
	<expectedresults><![CDATA[<p>加入税收名单；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178627" name="医生不在税收名单，且已开通工作室，审核失败">
	<node_order><![CDATA[1003]]></node_order>
	<externalid><![CDATA[29697]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>再次审核该医生，失败其中一项或多项；</p>
]]></actions>
	<expectedresults><![CDATA[]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>医生有老收入流水；</p>
]]></actions>
	<expectedresults><![CDATA[<p>不会加入税收名单；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>医生无老收入流水；</p>
]]></actions>
	<expectedresults><![CDATA[<p>加入税收名单；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178632" name="医生已在税收名单，再次审核通过">
	<node_order><![CDATA[1004]]></node_order>
	<externalid><![CDATA[29698]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>既有老收入流水，也有新收入流水；</p>
]]></actions>
	<expectedresults><![CDATA[<p>仍保持在税收名单；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>只有新收入流水</p>
]]></actions>
	<expectedresults><![CDATA[<p>仍保持在税收名单；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178636" name="医生已在税收名单，再次审核，失败">
	<node_order><![CDATA[1005]]></node_order>
	<externalid><![CDATA[29699]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>既有老收入流水，也有新收入流水；</p>
]]></actions>
	<expectedresults><![CDATA[<p>仍保持在税收名单；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>只有新收入流水</p>
]]></actions>
	<expectedresults><![CDATA[<p>仍保持在税收名单；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="178640" name="开关/关闭工作室" >
<node_order><![CDATA[0]]></node_order>
<details><![CDATA[]]></details> 

<testcase internalid="178641" name="医生详情，再次开通工作室">
	<node_order><![CDATA[0]]></node_order>
	<externalid><![CDATA[29700]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[<p>该医生之前已开通过工作室，但后面被关闭；</p>
]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>开通工作室：有老收入；</p>
]]></actions>
	<expectedresults><![CDATA[<p>不会加入税收名单；</p>

<p>对于既有老收入流水，也有新收入流水，说明此医生已经加入税收名单；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>开通工作室：无老收入；</p>
]]></actions>
	<expectedresults><![CDATA[<p>加入税收名单；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[3]]></step_number>
	<actions><![CDATA[<p>开通为专业人士：有收入；</p>
]]></actions>
	<expectedresults><![CDATA[<p>不会加入税收名单；</p>

<p>对于既有老收入流水，也有新收入流水，说明此医生已经加入税收名单；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[4]]></step_number>
	<actions><![CDATA[<p>开通为专业人士：无老收入；</p>
]]></actions>
	<expectedresults><![CDATA[<p>加入税收名单；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178647" name="医生不在税收名单，医生详情，关闭工作室">
	<node_order><![CDATA[1]]></node_order>
	<externalid><![CDATA[29701]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>关闭工作室：有老收入；</p>
]]></actions>
	<expectedresults><![CDATA[<p>仍不在税收名单</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>关闭工作室：无老收入；</p>
]]></actions>
	<expectedresults><![CDATA[<p>不加入税收名单；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178651" name="医生在税收名单，医生详情，关闭工作室">
	<node_order><![CDATA[2]]></node_order>
	<externalid><![CDATA[29702]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>关闭工作室：有老收入；</p>
]]></actions>
	<expectedresults><![CDATA[<p>仍在税收名单；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>关闭工作室：无老收入；</p>
]]></actions>
	<expectedresults><![CDATA[<p>仍在税收名单；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178655" name="医生不在税收名单，医生详情，切换工作室状态">
	<node_order><![CDATA[3]]></node_order>
	<externalid><![CDATA[29703]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>开通与专业人士互切：有老收入；；</p>
]]></actions>
	<expectedresults><![CDATA[<p>不加入税收名单；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>开通与专业人士互切：无老收入；；</p>
]]></actions>
	<expectedresults><![CDATA[<p>加入税收名单；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>

<testcase internalid="178659" name="医生在税收名单，医生详情，切换工作室状态">
	<node_order><![CDATA[4]]></node_order>
	<externalid><![CDATA[29704]]></externalid>
	<version><![CDATA[1]]></version>
	<summary><![CDATA[]]></summary>
	<preconditions><![CDATA[]]></preconditions>
	<execution_type><![CDATA[1]]></execution_type>
	<importance><![CDATA[2]]></importance>
	<estimated_exec_duration></estimated_exec_duration>
	<status>1</status>
	<is_open>1</is_open>
	<active>1</active>
<steps>
<step>
	<step_number><![CDATA[1]]></step_number>
	<actions><![CDATA[<p>开通与专业人士互切：有老收入；；</p>
]]></actions>
	<expectedresults><![CDATA[<p>仍在税收名单；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>

<step>
	<step_number><![CDATA[2]]></step_number>
	<actions><![CDATA[<p>开通与专业人士互切：无老收入；；</p>
]]></actions>
	<expectedresults><![CDATA[<p>仍在税收名单；</p>
]]></expectedresults>
	<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite></testsuite></testsuite></testsuite></testsuite>