4.42.0.testsuite-deep.xml
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<?xml version="1.0" encoding="UTF-8"?>
<testsuite id="163611" name=" 4.42.0" >
<node_order><![CDATA[0]]></node_order>
<details><![CDATA[]]></details>
<testsuite id="164199" name="医生可设置免费提问完后可付费提问" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details>
<testcase internalid="164200" name="目前免费提问条数、付费提问、付费提问有效期 同时存在">
<node_order><![CDATA[0]]></node_order>
<externalid><![CDATA[26309]]></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>新注册的医生</p>
]]></actions>
<expectedresults><![CDATA[<p>1，诊前诊后提问显示开启；</p>
<p>2，免费提问条数：5条；</p>
<p>3，付费提问：去设置；</p>
<p>4，付费提问有效期：14天；</p>
<p><span style="color:#e74c3c">5，此时小程序显示：提问 免费 剩余5次 ；</span></p>
<p> </p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[3]]></step_number>
<actions><![CDATA[<p>此时回到老版本</p>
]]></actions>
<expectedresults><![CDATA[<p><span style="color:#e74c3c">老版本什么都不显示</span></p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testsuite id="164205" name="免费提问条数设置页面" >
<node_order><![CDATA[1]]></node_order>
<details><![CDATA[]]></details>
<testcase internalid="164206" name="免费提问条数为0条时，点击进入设置页面">
<node_order><![CDATA[2]]></node_order>
<externalid><![CDATA[26310]]></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>可以选择3条、5条、10条、不限</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>显示0，进入该页面</p>
]]></actions>
<expectedresults><![CDATA[<p>选中自定义 0条</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[3]]></step_number>
<actions><![CDATA[<p>显示0，进入后，不修改条数，返回</p>
]]></actions>
<expectedresults><![CDATA[<p>还是显示0</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[4]]></step_number>
<actions><![CDATA[<p>点击【自定义】</p>
]]></actions>
<expectedresults><![CDATA[<p>1，弹出自定义设置弹窗：</p>
<p>2，默认文案：0-99；</p>
<p>3，弹窗标题：自定义赠送免费提问条数；</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[5]]></step_number>
<actions><![CDATA[<p>自定义赠送免费提问条数弹窗</p>
]]></actions>
<expectedresults><![CDATA[<p>1，不输入内容，点击【确定】按钮，toast提示：请填写免费消息条数；</p>
<p>2，输入内容后，点击【确定】按钮，保存成功；</p>
<p>3，输入的数字为负数或者超出99，无法输入；</p>
<p>4，点击【取消】按钮，不保存；</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testcase internalid="164213" name="选中条数后，点击左上角的返回按钮，弹出修改弹窗">
<node_order><![CDATA[3]]></node_order>
<externalid><![CDATA[26311]]></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>点击弹窗里的【取消】按钮</p>
]]></actions>
<expectedresults><![CDATA[<p>还是回到设置页面</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[2]]></step_number>
<actions><![CDATA[<p>点击弹窗里的【保存】按钮</p>
]]></actions>
<expectedresults><![CDATA[<p>修改成功，回到上一页</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testcase internalid="164217" name="选中条数后，点击右侧【保存】按钮，免费提问条数修改成功">
<node_order><![CDATA[4]]></node_order>
<externalid><![CDATA[26312]]></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="164219" name="进入免费提问条数设置页面，不修改，点击左上角返回按钮，直接返回上一页">
<node_order><![CDATA[5]]></node_order>
<externalid><![CDATA[26313]]></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="164221" name="付费提问设置页面" >
<node_order><![CDATA[2]]></node_order>
<details><![CDATA[]]></details>
<testcase internalid="164222" name="付费提问显示：去设置时，点击唤起设置弹窗">
<node_order><![CDATA[0]]></node_order>
<externalid><![CDATA[26314]]></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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CBPEJg5c2afKxHST5s2rU+EBigC+YBAfX1dHxMnad7kwwXqNSgC6RDAzPGLkt6Phh4XBAJK+oLoZr1IPwJKej8aelwQCCjpfd1882aL72zgQ5fW7QdOrbG5hIB+a+Drjddf32sefLDRLFq0IBk6b94S89Zb/1fOT58+Y/bs2WdaWlrMO++cNA8/PEf2ixcvsPkazOrVKyXdrl2vGt4aUM4LL2wzNTVVEn7hwiWzefNGiaOMNWueNVu3vmAo991330vWWVNTbdavXyvhBw4ckmMi1659Lplmw4a10lYCXnxxm/3tMZRfXz8pZb9z50vJPHrgIaCa3scECAZZL1y4mNyI5hxhQEAqti98oTq5h9RHjhyTNBD49OmzQmLynTlzRsqkXP+3IHv27JUB8O67J6XcFSuWGrZFi+Yny6K+6uoqc+DAQRlo3FUYNIT57zAnTpyUOqjP1cP+1Kkz0qa4/qAYHK7uGrhusBuOqKa/i96uXa+ZurpJQszdu1NBffHFrWbDhnWS8vDh42b69EZTVVWdxL26utrMnTtHiEinsPHFKp2GQEDEn4f6EolmS+DqJIHR8HV1XlrSMyCamubIoCD94sXzpSzSccdhT11NTbNlYM6dO9vs3r1P0jEASA9p/Hcuyo2LgA1KhGtcsWKZ7LmrcZcbjijpLXoAi2nT2NhgFi5cIMRDyyKYNzt3bpdjSIw2fuWV18yzz66RdJg5kBqyQS7Ij+atrq6ReAgJeZHp0xuE5HJy92fTpi1C2osXL8kkns2bNyWj0fAMsjff/GfJt3z5UiE3BIDUkMINOFeHf24/bXHXkSw0ZgeJRLPZZc3FPXv2yt0TwjslEvVS1LyxyAEitrWT7dt3mv37D7rT5P7w4WN2cOwzM2Y0iNaB3JMn1wmp0aoQzNnnDCI6C3KeOnVWNo4JDwpETyTWBIOtKbNJ7ipeRI9Zt+45KROtT/totyMAdSALF86XvTt38RIY059Vq1YK7tzJRuJ6VNNbIqAt/WYFdjMPjUGzAA0L0TFvSI/pwMOr07JwCtJj469YsUYGAWnoKB4y0frpNC8anQExkCQSzbbss2ISMfB4cC4EwbTBpHn55Zfk2YbBTj8MR1TTp0EPkvLWA5s5nTQ2Nho7o1K0Pcd+7bN8+bIksZ3WpwweKhkwzs535a5e/VSS8P11JiYQg4K7QXPzs/b4gqEev9BW2uG2/truz5Prx47wzqRJJJrlmSvdXTjMtaim7wct3rRAUv/DJ8TDTj5y5Lg5evSYef75jWbTps22hCKx9ekk8qGRsekxZXgbgznC4EAos76+l7Dcup0wSLgz+OskDq3OmyXuCKtWPSV2PtqPAcMg8r/udGWxJ5w7Em2Oo6BYuOv6B3AiwR1veG+llPR32QCwfk3L2xdI/txzvW8KIBgbtiValzxz526XdJCZc2aoEf+NbywVskI4iM1goDxMKSSdDU845W/ZspFDEe44hEH4V1/9odSRSDTLOWW59hgz28tw93fFijo5Ij6u4rAKtj+diRhMM9B5EW79lixZYnQSyUAwaVycEfj+9/8mZaK42vRx7k1teyQElPSRYNNMcUZASR/n3tO2R0JASR8JNs0UZwSU9HHuPW17JASU9JFg00xxRkBJH+fe07ZHQkBJHwk2zRRnBJT0ce49bXskBJT0kWDTTHFGQEkf597TtkdCYFikv337dtpK/eH+47SJcyCw44r9SmyIEibtEIvUZKOMQOivLG/f7jC/+9056/t7uv0M9m3zxBOPm5Mnf23mzPmK/b78prlxo8W8//6HZtasGebs2XOmtna8nURdY770pXpJ19AwRdIQx4B49NGH7ZeDNRJXXl5mzp+/IJOuHQ5/9EcPu8N+9zd/c9JUTms0JZXV5tpPD0m6cf9xvpxf//kx03bOm1XkCiCucor3qS9hV22eyX+yxtw6d8aUTaxLlnPbDoYJjy81ZbXeF4uXD+yzZdk09hzyT/1u79eQrmzd5z4CoUkPMSG+E44JQyDxjRs3zX33TTbt7bfNAw9MlTCOEQYG8VeuXLOziL4iBG9v77CkN1IGcbiyYE+ZDBYnDLBFix5zp8n9tcMHzeUDPzYP/MV/N9f/33FTObXBlNhJ2xB50vKnzLhHFsiWzBA4uP7z4+ZeOwhuvn/SlrPPTLR5ulpbTWdbixD+49d2moa/eMEweLrabtryvcHF4FCJJwKhSY8mvnLlqp2s/FPR7EeOvCXEvu++elNWVi5xDzwwzfz+959Y4pZb4k+xx+S5Zv71X98Rze6R28hdwGl2tP35859IWQwkCE9+BhJ7Bkw6Gb94mbl9+ZJEQdzxVjMjaG20MeTvsgTmLuD2xKPZETT3uEe8eaUdvnLuX+N9R49Wd/lKKmtMZ2uLbIRdr6wyNV+eI2VLYfoTCwRCkx5y33NP6jQ6TBUnEBrCI357vrZ2vGlomCoanDjyQGZPq5fbuwPmz69sGs9tuMtLGsSv9SUgzQ8a3i8QFnJj8lR/ebbsHdlJx6AonzjJn0WOuyyxncixnVBy/RfHTbktr8jeiTrbWq151CD5GUwq8UIg0oMs2tm/ocWHKp9/ftNgp5MHjY6Z0yuWXXfFb0IR9C//4tnqLj7d3mnzYBy2OYR14h5Gb/7mPVMzq+9UurHWhOGugTCQ2BgsxZbgZbX1ot17LP3HP9477c+VrfvcRyA06Z1p0t+loalnzZou0dj0zBt1ApEZLFeveoOEsnjwRXgIZq6pE+/Z4XbybvHNb3pmi4v379HWpZaY2PAfv7rTfPIPryXNF+x0/x0Ac+aSDUMYDO4hlfOSqipJO2HxUsOAoByOkcv7bR7bvLLaSdacqbL1VSUfmiWB/sQGgdDTBTE7glqYc9zcwQqI3NHhnWPj86YH0wWb3eUlDQ+7CIOgoqLMPvj2PhxLxN2f2tovihnkDxvqMQTH9nbaHA2PBofoTvP7ST9QuZSDqcMDLQ/H5HO2/kD5NC77CASnC4a26bGxnZ2d7nJqre3uF15tOnF5/fY5AyJTwpsWv0BUHnyjCKYT28TlK5PZ1Z5PQhGrg9DmTayuThurCKRBQEmfBhQNym8ElPT53b96dWkQUNKnAUWD8hsBJX1+969eXRoElPRpQNGg/EYg1CvLHuvgsaurK78R0auLBQJF1rtrSUlJpLaGIj0VlZaGyhKpUZpJEcgkAmreZBJdLTsnEVDS52S3aKMyiYCSPpPoatk5iYCSPie7RRuVSQSU9JlEV8vOSQSU9DnZLdqoTCIQifSDLXTFxBHWVxpMXDluP1h6jVcERgKBSC/dWeJx377/LWut1td7c0zdytY0ikXFWFX76aefkjVAXUNZaW/9+nWy+jNEJw+LDh89etxO/J5jHn54tixKxqJlrJ7nLVt/ya62Zydg20XMWBCY1bNVFIHhIBCa9KymjRbfseNlqdetoerNnPKWjITQEL6paY4MDhKSZ9euVyWPW4NVTu7+sOCwfzU5loRPJJot+bfKmqms0seCxiqKwHARCE16FrJlDVU0NiRkJeyguHmxjqTTpzeIBnfpvPgiUxwwrvbvP5RcFJh1U1mJ++LFS7LwsNP0rgzdKwJREQjQbvBiICyTuTFxnJYnF1qdhX+doNlXrFgqK2+zWnaqFJkzZ87YgbNWSM66oNXVNbL+qkuHpt+5c7std7bZsGGdHLM8vYoiMFwEQmv6H/3oVamT1bJZCRstzsrUkBTyQmYn3AXQ1kHBtj98+JiYPNj1EJsy3ILC3mLBqumDuOn5yCAQWtNj1mC/Y26g2T2z44ysYO1vEgMAF308lPpX4iYNtjuDZfnyZbLidSLRnKLluUtwF1BND1oqI41AaE0PiTFv9uzZK+bLD3/4mhAfUwdb35k8kN4jvvcQ+/rrnq8ZLoAHXdLxhoa3N2vXbrB+b1plMPDAivbfvDnVOSoPwbwVUlEEhotAaNJT4bZtLwhpIW4i0SwkxiSpq6uTAYAmD8qDDzaYhQsXJIMZEKtWrZT07NHubAiEd4OHOwvCGx/uDCqKwHARCE16HliD4jS6Cw+eQ+D6+l7CLlrUS36Xx0vjud5zhCcO8wlJV69E6I8iEBKB0DZ9yPI1uSKQcwgo6XOuS7RBmUZASZ9phLX8nEMgtE3PwgneP6q914IDV5bXwY8lDltZfqe2dkIyAXE4bP3gg1Pi4BU33d6iC2USTjzOXa9e/VTy4vkYW56HV/b4wGRBB1x8X7161ZbRKos9uApYIOKJJx63r1DfkrSUNXPmDGkP6XESO2HCeFkcgjx4RJ4z5yFpy+9+91HSM7I/zrWVspqaHjI/+9k70maui/ZynfjYx+c+e3xycoyjWtqKkBenttTHRpvwwU8410Q5FRUsZHFN8r///inJV1ZWJuGUaefi38WhRuL0Z/gIhCY9q4pAPr8QhvttOtYjwrRkNAPCeSjGW7FfiGND2NPB3rG3jA/eFyAca1qRF8LwupT3/1euXJWBRRpIw2AkrqFhgt175VHmlSufCuFpg2uHIyXtZg0siBoU6iP92bP/JlEMUpzRkofr9K7F+dP39m4pITKAEQPHeWymTvJRJnnZamvHy7X5HdoyEJxS+fxzrvnX5pvf/ONg8/R8GAiEJr2ra9++f5YOhHxNTX/ogiXMaTICIaNbOsfzWuytWQUBvM7uEcJDECcnTvxKCEE8hKY8NDnEgSiQD9JAQI49d+CT7f4jKYKy2chHOoQ1qxgsDCK/EI5m9QsaGWEQ0uag+AeqF4c299yS0z7qpK20nc1rizfAuTY3+PzX7OpwhOecep54YrGL0v0IIRDZpqfj0GZ+MwaSQiA63RHDr8UIdxvxHF++7JHCEQGSoB3JV1s7XjbSQiL2+KtH4zvhDoOGRyNCLm/dqo7kwg+kox5WPPG3lXDKmz37K0JC6mdjEFE/wjJCDJzgoCCMOxptpGzEW1HRc0tOOyiLf65duaQh3GltsMPECgptQrgOBjGmG8cqI4dAZNLT8RAxKNjhTjtDCNI5YYUSbt90NiRkjx2MYKZ45HxIyAlBKAfhGJKwnzBhQoo5AkkqKrDRvyIkhIhuwEjmuz8nTvxaiOoPo2348mFPu9i4azhxgzqo7SmfdnP3cUSG3M5Mok3uLkHZ3rF3N2FwYjK5O4Griz31OLwo79FH5woWHKuMHAKRzBvPFu612zFxvA7rEK3Ig+gNa1ijgVknFoHQ3NohDGR35EKLsVQmHUuYIw55nNZj7zQ94RCOB1TqhKhoWfI6jQhZEaeF3bkE+n5c+djivWaFHbVWIB8E5dqcYI64pYWol/L9dxnSEVZbO17uFiwp5Gx6d70zZz5o09wQHKiDwerMMlZi9Js8PIAjlOPHRQL1JzICJYsWLf7LadOmGbahi0cMlx73avfeO05O6cDS0lIhIzOfPvroYyEUpsWUKfeZzs4uscVLSz2XbHS606Rtbbdk6R6W70Ho6C9+cZydOVUpH6hRB2kxac6fvyiE4m7AGxDSPfTQLMl3+vRZSUP91EecE0eqe++9V4hXWTlW2ldZWSlJaBek5Rrq6ibKItCYKZRD+dQPsX//+4uG9j700EwZsJ999rmEk2/ixPGSjrsA2zvvvGdmzLDr25aUWlKflnoZNGDy0UfnzWefXZc1dyE5dXB9mFS0jUWoGVhgoBINgbffftsu79SezBx6zalkTj1QBGKCQHDNqcg2fUyuV5upCPRBQEnfBxINyHcElPT53sN6fX0QUNL3gUQD8h0BJX2+97BeXx8ElPR9INGAfEcg0p9T3d3d9n36HcNeZXAEeN8+kHRevmy6rvT1HzRQnkKNK504yZTUThzW5YcmvUf2LvnzpLhYbxRDQb+1tc3iNcaMGTOmT/K2nx03xfZPuNL7p/SJ04C+CHReu2LufHLeVMye2zdyiCGhWXvnzh37D2iF9U4WOusQm5R/yfg3tbX1Vp8Lu/3r98yYqQ8o4fsg039AyfhaUzqtwbT/8kT/iQaJCcVcOg7Cq4RHgMkw7mMyl7vr5g1TdPfzBxem+yEiMAzTOhTpaU5JSegsQ7yK/E4GbsHlSIvHVuX3RWfw6vgqN6oog6Mip/lii4CSPrZdpw2PioCSPipymi+2CCjpY9t12vCoCIR+Tx+1opHOd+DAwaTvS3xc4goQJ69BSSSag0F67kOgp63NdHz4vilv+qrp/Pgjc+v4EVP6B1PM2HmLDHGtPznoS21MsX3bVPn1XheNKZExOYkt6XH2mkg0p8AcPE+J1JM+CEDqz//2f8r/BJC+9c2D5p7v/Lm5uft/mY7xH5iyGTNN9X9+sk++uAfElvRMCXSafZX1eoybcBaAwOU361e5Pc5kV69eGfd+ykj7+Y9gnF1CqeWffmy6rl01Y6yGRyqfWGY6fvu+uWX//ez47W9Nz61WU2Rfr7p9RdNcuTNkpFGjUGhsSb98+VI7oXyBuAnH1IHYmDkMhESiObkfBQzzroqetlZL8DYxYzBzGBRofLeP+wXH9kHW+bKnA5w7b3+Y6xhdo9YhMfC+eGyl6bp6RRLdsba9+xaoy2r7kgm1KZk7Pvwg5TxuJ7ElPURHqx85ckwWe4DwLPeJtkcwbwhj5RSVgRGA1Jg6ZTNmiTbH/yb2PORu/T//aCrmeC5Vuu2g6LKuVzo//veBC8zx2BibN6lvEFjgjRVMnNZnZUOW6/nGN1LT5Xh/ZKV5Y+ctlHrLm6xDLbs54UH3C9/5M3dqKuYvsrb/Fftmx0ufjIjZQWxJH8Q5uFIJD7Aqw0PAPwAoCe2fDxJb8yYfwNdryA4CSvrs4K61ZhEBJX0Wwdeqs4NAKNJ734TrvNgoXdXVpbhFwS0TeUKRnjmeTBdUCY9Ad3eXKS+vSMlYVN13vd2UBHrSLwLdn3pu3PtNMEBEKNKj6ZkYfudO5wBFalQQARRFR0dnn1lnY+q/ZG4PY65nsJ5COW9/+5ip+MOmyJcb+pUlbqvpROZ76i17KLj3WC8IZdbVdl83IMVVVaZqwePm9m9+aXrU/BkKmKan/ZapWvi4/TMt+lTL0KSnZelcWQypxZooLQLlX+5dsyttAg0cUQRCmTcjWrMWpghkCQElfZaA12qzh0Ak8wZ3fnjtKi72ltDJXvNzv+aiIs+mHzOmf6jTOYLK/SvLTgtZyG8wN4mDtaz/nugnZ3u7t1qg+7Crn2Qa7EMAUnd1daZ1lEXc2LHl6jHOh9dAhyhctwZXVB9Moc0bHBaxsJnK0BFwb26Cb7u4WxKnLhKHjiVY8QbRv3Da0HN7KUORXt36hYW3Nz2vLTs7g3/spa7S2JtajwZDADMnqoQiPZVEvaVEbWC+5PM+4ejKl8uJ9XWEJn2sr1YbrwhYBJT0SoOCQ0BJX3BdrhespFcOFBwCod/T5wJCr7++z074XmqYDL5//yFp0ty5s8UTAt4Rgm4/8I+jc2bT99zrr++1niNaxIcQGDn8cJOIZwk8SuBXyC8uzh8Wp+PYkZ4OePfdE9btx3wh9/r1a5MeEAAegrOpDI4AWNbV1ZlVqxaYF1/cZjZsWCte4jZsWCfuVRgMEDyRaB68sBiliB3pnfYBYzqFjsPVx8KFC6SDOMfnjTE9pqWl1YZNku5IJJplrz+9COBBAlKDI3hxh5w+vVESzJ07R1wlcoK2v3DhkmDp9uQlTRwldqT3g+w3WzZt2mK2bn1BtBK3bPzdsE8kmv1Z9NiHAISH6Hv2eDi1tED+Xqm2M7vcXXOXdayFwkGpJBLNvYlieBTrB9kjR47f1VJWT/mWIEJz+b8NwrGrSl8E0OBgs3nzJtH4DIJTp85KQrB1z0EMDOL8EmdMY6np6Qy0EE5cf/SjV4Xw2KOQHe3utBOdROfwcBbXW7GfaCN9DJkhPlocPHGCywuBHTteFlsfouMWEQwTiWZrLraImQOewbvCSLctk+UVbd68pWfJkiXma19bMmg9fHvjPp4aNHEWEtCBdJ7T8gwC3vA0NjYmw7LQrGSVbdZNXqVvCc1cx5OGMzCcxuecQQDG/jDCR1uCWA5U//e//zfm+vXrySSx1PTJ1gcOgrdgyB909xfIoqeDIBAkdz7gGWubfpD+0mhFIC0CSvq0sGhgPiOgpM/n3tVrS4tAKNJ734Sre7q0SA4SGJw1NUhyjc4gAqFIr279ovcE09v8b24oifmeKqOPQCjSO03vJoePfnPjWSN4pZtxxiqIxKmbxKH3q5sYXlGR6hd06CUYE/qVJe/pcevHO2aVoSEwkLcDJtkzQRwfoSqDI4DyYGL4cCQ06akMM0dd+w0H9tS8VVWVqQF6llEEQpk3GW2JFq4IjBICSvpRAlqryR0EIpk3zt8632CrDIaAXZO1DHMwEtSDFa7xERAI3RNtbbfEI1cuf3gWAYeMZkFJhPlAKqON0cLDuQDhDxbcqqlbv3DM4aEf3PQPqnC4ZSp1KJued8r61iZaV6R36xetLM01PARCkZ6q0v3JMrwmFEZu7489deuXC70dmvS50GhtgyIwHASU9MNBT/PGEgElfSy7TRs9HARiRXrmwHo+WtJfcn8z9MnHpqIIgEDo9/TZgI2Z93v27LWz8t+T2fq0gbmbeD044puZz6RlHD8hTF4mHrIzdxYPXnhDe+ONg0nHUJJQfwoOgViQHu0OcXfubE52EG4rILXzbga5cfCEMCGcAYAcPXpMwhOJNeK24pNP8NSV6sNFEupPwSAQC9LTG4cPH08xUZyZs2rVSiE4y7Hs33/QrFixTLQ84QheuV555VXrp3GdDIDp0xskXH8KF4HY2PRobzS02/xdxoDwXFMUiWMiXM85wcxZvHiB2b59px04x2QQuDjdFyYCsdH0Dz7YkOLDxv9gikMnz3af1K+fxZaWmzJgnI1fmN2tVw0CsSE9D7F+V3LOvOEB9/nnN4rpAqFx64d2xwU1dwe0Puf4ayTeuwsU2cGxRhlQoAjEwq0fZMdBKyR2MpDGJg6ik57B4c9H/nRhrtxM7vVLy0yi23/ZsXTrB4GDMtAbGH9ckPCUky4sWL6e5y8CsXmQzd8u0CsbbQSU9KONuNaXdQSU9FnvAm3AaCMQivTeN+HqlStKJzFrqqSkJEpWzTPCCIQiPdMEcU+nEh4BcCsvLw+fUXOMOAKhSE/tzOzHI5fK0BEAL51mOXS8Mp0y9J9TdB6bEn9oXYNJOHZshUwMH1oOTZVpBEKT3jVIXdE5JHQfNwRCmzdxu0BtryIQREBJH0REz/MeASV93nexXmAQASV9EBE9z3sElPR538V6gUEElPRBRPQ87xFQ0ud9F+sFBhFQ0gcR0fO8R0BJn/ddrBcYREBJH0REz/MegdCkZ34pc1DZOMapEvuwgmcyJ0F3fMHyTp8+I3UEw8nv4lxZwX2wbBdP+11eynXX4+J1n78IhP72ZseOl8UrQUtLq/Uhs9Ts3r3POlJaKwi5ual4HwvKhQuXxAPB3LlzhGA4ZsJDGcTDQwHhTjjH+wGOmZgfy8Rw/NocOHBIXPMxxxWvB6dOnZFt+vRGyUr4+vXrXDFmx46dNv60zVdnB02rmTx5UjKeNrqyqZt2UAfuAt11JAvSg7xCILSm5+ohRVPTbOtR7JBMskbbQ0jIShzexIwpEsdK1dU14osGgjkyNTc/K0Reu3aD9VG5T4jL8RNP/CcBFxI+/fRTZtUqvJQVCWEhJfndpG4ID5GnT39Q0pCOMCebNm2xg+uCzVMvg4uB45XnpUCzv/HGIXunek8If+rUWfGLuW7dc3LuytF9/iEQifR+M2PRovmiIVesWJpE55VXXrNEmy9+JiErsm3bC0nSNzY2WL+U2yUc8v3d370i505jO02PEyfuCDhqopzdu/dKHvdTXz/Jltm7uXD2+LVxDlz37PF84VAGG+1nsEya5A1eBiYDhrsEbUPbq+QvApFI7+CA6KdPn016Cnbhq1c/Je718COJOA3v4tGqa9c+J6ebN28Uj8Iujj3kY9D0inVUaTV5cHl0yvVvLj13HoiOdt+69QVL8EYxwXD2Sjh3CzymPfzwbLkLzZ07W8rBo3Gwra5M3ecPAqFtev+lY6ejqffvvyjasaamSjyNOY38zDPPmkuXLlqCb5BsEApPY9jqO3e+JOGEkS/4wInvSUwcCMuzA+I3X3DUSh6IjVAOmh3BNofch63vSrYzZ84m8yYSzTaFEXPsxo0WGbRo9x/84CXzrW/9F7kjSQL9yVsEQmv61atXWqK1CsnQkGh7Z8pAvIULF4ipArmRxsZG8SSMOePCLl68JPa/QzWRaE55kEVTY7ZUV1fLoOKcrbXVIzgmCmYPzxHcTRh4pCXcDZ7169fZwVQjbYHUf/qnzWLSuAdmBhLthfhcEyYPdxI3iFzbdJ9/CIQm/ZEjx8U0gGhsaFeIAmkgHseYLjt2vCwmBRodIcy9pqyqqpIwZzuTd5d9m8Ie4QE5kWi2R0YWYUgkmpMPsIRRDmH4q3QPz7ypIYzBQbs2btxiyfyUlGusoP3r6iZZU2qrtBETq6ioR+46lMGiDZhCPFgzeFTyF4FQviyBAWK6NyjuGKJBeEdiSIcWDYpLHwznnDK4K1C2S+cGE2UF6yAP6fya2V+nK8NfLnmcBNvo0lNe0G+my6P7eCIwbF+WjvBcvjtGi/rFTz5/uEvvD3PH/jJcOgYSG+KPd3lI59K6MLd34enykSbYRpfe1efK0X3+IRDavMk/CPSKCg0BJX2h9bher1HSKwkKDgElfcF1uV6wkl45UHAIKOkLrsv1giN9hsDXjfhoVBkaAj32xX9/bhDv3Llj7tzpHFpBmsr+h9JjnQiXWX+qkagrCIbO2dp6y74b9/5R1T4YOgIoiiBuEL6jo9MOiLFDL0hTWiWBorgT2RN0KHXNwgKlpaGyaBfdRaC4uMiAn1/a228r4f2ADPEYr9koi6gSisF0ki4sEA1qzJvbt9tTMhcX68okKYCEOOG7qagSivRRK9F8ikAuIaCkz6Xe0LaMCgJK+lGBWSvJJQSU9LnUG9qWUUEg1qTnG/igMAmEb+XZ0sUH0+t5/wiAoR/P/lPGKyb0e/pcubw9e/YKsZkwzpRFJrAw+4pZT8zBZfYV0xjdvNlcaXcutgPMwJM5BswnYPokhGc2GdjilQLyv/yyNwsuF68hTJtiS3omfaxevU5ITgfRWcyXPXr0uHnppZ1m8WIl/FCJwGwxlAMYujnEeI5g+uT3vrdN7pjOoddQy8zldLE1byA4c2W3b39ZtDzTApnr6k0CXyOdRxxpVAZGANIzob7Ielp58cWtkphzXKKsX79WtD13A+Y9o2DiLrHU9HQS4KOdMGsgNscXLhyUubS4BMRTA3cD4lUGRoC5yXixQCA72IIbRMd94iefXBKTkbDgNMuBS87N2FiSntswNiZuPDBncNzkdUaRJb/nJMq7ExzPi07KNHUwZVAcYIjzLkdsjletWimKhDb0N9840+0b6fJja97gGY3bMcSH4GgoCO9uv3Qc54SrDIwAZOZOCWbPP79REh89yt1zvpiM7nkJEzIfJJaa3gHv1zzuAYxbMB2I0IlOa7k8uk+PQBAnNDwCnk5QLvkgsdX0+QC+XkN2EFDSZwd3rTWLCCjpswi+Vp0dBJT02cFda80iAqFIX1ZWqvM5I3YWE3BKSlInjeg844hg2mwdHaM0c4ppWnSeShQEetLMOutRJRIBSm9+bPQXj6FzVlSUWT/xbfYdOauDqAyOQI9opeAqKuSrqKgQJdLV1WW6u1Pnzw5ebmGmACs+MgxOsg+DRmjSo+3ZVIaOQGVl/2krKsr7j9SYjCAQyqbPSAu0UEVglBFQ0o8y4Fpd9hFQ0me/D7QFo4xAaJue9rX/8qTp+vwzU1ypns6G1F/Wbd/YR+elTdrRccf6w+kwxcWqf9ICFAjkzQ0+hEbVrV/7yXdM6QONptRMCzRHTwdCoP3ku6ZiztyUJHQgMpw3ESkFFsTJWHHpx6vzqC8BQqmXriuXjR1iBQHtSF9k0T33mE7w8wmkLytTPH2QDOmQt4fd3by6jCahSN95+ZIpvX9KtJoKPFfJ+Ammy+Lnl54e/a/Dj8doHYci/Wg1SutRBDKJgJI+k+hq2TmJgJI+J7tFG5VJBJT0mURXy85JBGJJ+p62tiSYHPvPiWj7ySFz+8Q7puPDD2RLJtaDFAR2WY9wQWFiPRs+hPCQ4M796Q4cOJScgI+bkLhJ7EgPkT/76++ZrqtXTde1K6b1Jwdlu/XWEcEewre++YbpvtVmOj/+d7t9FLc+yXh7cdrkCM8e933OawTnzusB/oU4Jj3CAHBeJ1z+/fsPZry9I11BpH9kR7oRYcormTDBlDU9LFna3jxoap7+r3J8c/ffG2P/9CybMdPwerDtJwdNd1uruec7fx6m+IJJG/R+4C4cTxJOe7t1svzeJXD+hOeJzZs3yd3Axbn8cdjHj/Tja5O49rTdSjlG87ef+IUQv/LrS+U/BbR9uzV1qr6+zBQN9I1vsqT8P8CPjd99ijG9/mwciXH9gZYPuv3gfNeu18TfEJo/GB8H9GJHej+ofhIX2ztAiR0QfA+ECYRZUzL+A0v0KhkE/rT+MgrxGLMFm93JhQuXLHnr5NTZ8JD+8OHjYtIwQPx+hTBxNm7cYrZte8EVEat9rElfbs2c1n/6sQBeMsG7A5Te/wfW1r9qxAyaPsuaOW+IuROrXslwY53HMleNM2c4ZzBg1uDqD8/PQU2O9if9008/JWmJ789UcuXn2j6WpHemCsRmM/bvfPa8xUHD86kE2r54TqXY/By7QZFrHZCt9riHVepHu6PN2aPhMXEgP+d79uw13Bkgt8uDPe/y4f6PvOSLi8SS9H5TBZPGCeGV1nZHeKB14j92YYW8TySa+718p7WDGp4M9fWpbv1I69z/9VtgDkbE7pVlDmKoTYoZAkr6mHWYNnf4CCjph4+hlhAzBJT0Meswbe7wEQhF+tKJk+Tv/+FXW3glyFsli59fhjP7x19OIR53dUV3jhWK9CW1E03nhfOFiPHwr9lODgc/vzDH082T9Yfr8cAIuMnhA6fqPzb0K8uxc75qOs58aHpwr9bT03/JGpNEoMjO6SyfPiN57g68uZ7d5vr1G+o1zoEy6L5HHOEOx8teaNIXV1WZitmps/oHbacm6BcBXH+MG/eFfuM1YuQRCGXejHz1WqIiMPoIKOlHH3OtMcsIKOmz3AFa/egjoKQffcy1xiwjoKTPcgdo9aOPgJJ+9DHXGrOMgJI+yx2g1Y8+Akr60cdca8wyAkr6LHeAVj/6CCjpRx9zrTHLCCjps9wBWv3oI6CkH33MtcYsI6Ckz3IHaPWjj4CSfvQx1xqzjICSPssdoNWPPgKhv6d3Tbz5m5Pm5vvvuVPdKwIZR6C0qtqMe2S+Kav1XBBGrTA06bvaWszZv96ihI+KuOYbFgIfv7bTTP3ufzPjF6c6ngpTaGjz5uNXdyrhwyCsaUccgXM/+CvLwV5Py2ErCEX6rtYWc+3wobB1aHpFYMQRuP7z45HLDEX6tnPxW2olMjKaMacRuHXubOT2hSJ95Fo0oyKQQwgo6XOoM7Qpo4OAkn50cNZacgiB0K8sc6jtOd8U9065pLI62dbLb+wzvBBwMnH5U+bygX3uVPejgICSPkMgj1+81HRcuWgqv9pgLux9TWqZuHylKb07AO5/5rumfGKdYUBUTmlIacW5//FXKed6MrIIKOlHFk8prdz+Yzj5T9aYX637tuyrZzVJeFmt58AVTQ+x71uz1nz+82P2H8b6ZCsYKCqZRUBt+gzge4/9q/z25UtS8rkfbLMa/4LV8FXmvP038fZdUtfMmiNan085Wt4/YW59dNrUzJptOu0/3iqZRUA1fQbwxUavnNIoJK625K758mwh+Bhrztyy/3W0WKJj/jAAuCsgnF//xTHT7bP3M9A0LdIioKTPIA3Q4mOnNpprPz1kSuzHUqXW+a37R/sTa+dDdO4K2PWk6zFFZqwdLMGH3Qw2sSCLVtJnsNt5e4NAfkwXtHy9tfUv/IP3YEtc75ubNeZT+4mHM3+IU8kMAkr6zOAqb24ge1frcfkUlgdUzjvbWpM1uodWND5mjhI+CU1GD5T0GYIX88UJ5HYER9sjnF877L2pweRxZo/Lo/vMIaBvbzKHrZacowgo6XO0Y7RZmUMgFOmZrqWiCMQdgVCkZ24ir95UFIFsIzB2auqnG2HaE4r0EH7yymfClK9pFYERR4A3XZPsh3pRJfTbGz6a4rXbp/YPF33FFhV2zRcVAT7fYGL4cDwihCY9jZ28co1sw5mcG/WiNV/hIgDR3Wcbw0EhEuldhYw6FUUgbgiEsunjdnHaXkUgHQJK+nSoaFheI6Ckz+vu1YtLh4CQvr29PV2chikCeYHA9evXU67j/wOI9KB4y2FvXQAAAABJRU5ErkJggg==" /></p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[2]]></step_number>
<actions><![CDATA[<p>外面显示去设置，进入该页面时</p>
]]></actions>
<expectedresults><![CDATA[<p>1，提问费用和购买消息条数都没有选中；</p>
<p><span style="color:#e74c3c">2，此时顶部不显示：当前设置；</span></p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[3]]></step_number>
<actions><![CDATA[]]></actions>
<expectedresults><![CDATA[<p><span style="color:#e74c3c">提问费用和购买的消息条数都是必填项</span></p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[4]]></step_number>
<actions><![CDATA[]]></actions>
<expectedresults><![CDATA[<p>1，弹窗顶部标题：付费提问设置；</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testcase internalid="164228" name="只选择提问费用，点击【保存】时，toast提示：请输入购买的消息条数">
<node_order><![CDATA[1]]></node_order>
<externalid><![CDATA[26315]]></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="164230" name="只选择购买的消息条数，点击【保存】时，toast提示：请输入提问费用">
<node_order><![CDATA[2]]></node_order>
<externalid><![CDATA[26316]]></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="164232" name="什么都不选中，点击【保存】按钮，toast提示：请输入购买的消息条数">
<node_order><![CDATA[3]]></node_order>
<externalid><![CDATA[26317]]></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="164234" name="选择后，直接点击右侧的【X】，回到上一页，相当于没有修改">
<node_order><![CDATA[4]]></node_order>
<externalid><![CDATA[26318]]></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="164236" name="选择了提问费用和购买消息条数，顶部当前设置显示">
<node_order><![CDATA[5]]></node_order>
<externalid><![CDATA[26319]]></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>只选择了提问费用：10元</p>
]]></actions>
<expectedresults><![CDATA[<p>当前设置：10元/</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[3]]></step_number>
<actions><![CDATA[<p>只选择了购买的消息条数：3条</p>
]]></actions>
<expectedresults><![CDATA[<p>当前设置： /3条</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[4]]></step_number>
<actions><![CDATA[<p>选择了提问费用：10元，购买的消息条数：3条</p>
]]></actions>
<expectedresults><![CDATA[<p>当前设置：10元/3条</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[5]]></step_number>
<actions><![CDATA[<p>修改了提问费用或者购买的消息条数时</p>
]]></actions>
<expectedresults><![CDATA[<p>顶部的当前设置需要实时变化</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testcase internalid="164243" name="提问费用">
<node_order><![CDATA[6]]></node_order>
<externalid><![CDATA[26320]]></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>1，提问付费下方显示默认文案：回复患者的提问后即费用到账；</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[3]]></step_number>
<actions><![CDATA[]]></actions>
<expectedresults><![CDATA[<p>1，可以选择：5元、10元、15元、20元，单选；</p>
<p>2，可以自定义价格；</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[4]]></step_number>
<actions><![CDATA[<p>点击自定义</p>
]]></actions>
<expectedresults><![CDATA[<p>1，弹出自定义弹窗；</p>
<p>2，默认文案：1-9999；</p>
<p><span style="color:#e74c3c">3，该弹窗标题文案为：自定义提问费用；</span></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[5]]></step_number>
<actions><![CDATA[<p>自定义提问费用弹窗</p>
]]></actions>
<expectedresults><![CDATA[<p>1，不输入内容，点击【确定】按钮，<span style="color:#e74c3c">toast提示：请输入提问费用；</span></p>
<p>2，输入内容后，点击【确定】按钮，保存成功；</p>
<p>3，输入的数字小于1，负数或者超出9999，无法输入；</p>
<p>4，点击【取消】按钮，弹窗关闭；</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[6]]></step_number>
<actions><![CDATA[<p>自定义设置23元</p>
]]></actions>
<expectedresults><![CDATA[<p>1，自定义前面多出一个23元的选项，并且选中；</p>
<p>2，之后点击自定义，重新修改成24元，原来的23元变成24元；</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testcase internalid="164251" name="购买的消息条数">
<node_order><![CDATA[7]]></node_order>
<externalid><![CDATA[26321]]></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[]]></actions>
<expectedresults><![CDATA[<p>1，可以选择：3条、5条、10条；</p>
<p>2，可以自定义消息条数；</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[3]]></step_number>
<actions><![CDATA[<p>点击自定义</p>
]]></actions>
<expectedresults><![CDATA[<p>1，弹出自定义弹窗；</p>
<p>2，默认文案：1-99；</p>
<p>3，该弹窗标题：自定义购买的消息条数；</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[4]]></step_number>
<actions><![CDATA[<p>自定义购买的提问消息弹窗</p>
]]></actions>
<expectedresults><![CDATA[<p>1，不输入内容，点击【确定】按钮，toast提示：<span style="color:#e74c3c">请输入购买的提问消息</span>；</p>
<p>2，输入内容后，点击【确定】按钮，保存成功；</p>
<p>3，输入的数字小于1，负数或者超出99，无法输入；</p>
<p>4，点击【取消】按钮，弹窗关闭；</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="164257" name="付费提问有效期设置页面" >
<node_order><![CDATA[3]]></node_order>
<details><![CDATA[]]></details>
<testcase internalid="164258" name="付费提问有有效期页面，还是原来的有效期页面，逻辑不变">
<node_order><![CDATA[1000]]></node_order>
<externalid><![CDATA[26322]]></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>新注册的医师提问有效期默认14天</p>
]]></actions>
<expectedresults><![CDATA[<p><span style="color:#e74c3c">进入提问有效期设置页面后，自动选中14天</span></p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[3]]></step_number>
<actions><![CDATA[]]></actions>
<expectedresults><![CDATA[<p>1，可以选择3天、7天、14天、30天，单选；</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[4]]></step_number>
<actions><![CDATA[<p>选择完提问有效期后</p>
]]></actions>
<expectedresults><![CDATA[<p><span style="color:#e74c3c">小程序购买提问页面实时变化</span></p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite>
<testcase internalid="164264" name="医生只设置了免费提问条数">
<node_order><![CDATA[5]]></node_order>
<externalid><![CDATA[26323]]></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>免费提问条数选择3、5、10条</p>
]]></actions>
<expectedresults><![CDATA[<p>1，小程序显示：提问 免费 剩余3次、5次、10次；</p>
<p>2，患者用完后，下方不显示提问；</p>
<p>2，患者购买问诊后，可以继续发消息；</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>免费提问条数选择不限</p>
]]></actions>
<expectedresults><![CDATA[<p>1，小程序显示：提问 免费 不限次数；</p>
<p>2，患者可以一直使用，当患者购买问诊后，提问消失；</p>
<p><img alt="" 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" /></p>
<p><strong><span style="color:#e74c3c">3，此时医生端患者会话页，去赠送消息的时候，toast提示：患者已获得不限条数消息；</span></strong></p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[3]]></step_number>
<actions><![CDATA[<p>1，免费提问条数设置：3条，之后医生赠送3条</p>
]]></actions>
<expectedresults><![CDATA[<p><span style="color:#e74c3c">显示：提问 免费 剩余6次</span></p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[4]]></step_number>
<actions><![CDATA[<p>1，免费提问条数设置：3条，没有使用；</p>
<p>2，之后患者购买了问诊，问诊结束后；</p>
]]></actions>
<expectedresults><![CDATA[<p>显示：提问 免费 剩余3次</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[5]]></step_number>
<actions><![CDATA[<p>1，免费提问条数设置：3条，没有使用；</p>
<p>2，之后医生重新设置了免费提问条数3/5条；</p>
]]></actions>
<expectedresults><![CDATA[<p>显示：提问 免费 剩余3/5次</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[6]]></step_number>
<actions><![CDATA[<p>1，免费提问条数设置：3条，使用2次；</p>
<p>2，之后医生重新设置了免费提问条数5次；</p>
]]></actions>
<expectedresults><![CDATA[<p>显示：提问 免费 剩余5-2=3次</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[7]]></step_number>
<actions><![CDATA[<p>1，免费提问条数设置：3条，使用2次；</p>
<p>2，之后医生重新设置了免费提问条数1次；</p>
]]></actions>
<expectedresults><![CDATA[<p>显示：提问 免费 剩余1次</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[8]]></step_number>
<actions><![CDATA[<p>1，免费提问条数设置：3条，使用2次；</p>
<p>2，之后医生重新设置了免费提问条数1次；</p>
<p>3，然后医生又设置了免费 5条</p>
]]></actions>
<expectedresults><![CDATA[<p>显示：提问 免费 剩余5次</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[9]]></step_number>
<actions><![CDATA[<p>1，免费提问条数设置：3条，使用完后；</p>
<p>2，之后医生重新设置了免费提问条数3条/2条</p>
]]></actions>
<expectedresults><![CDATA[<p><span style="color:#e74c3c">小程序还不显示提问入口</span></p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[10]]></step_number>
<actions><![CDATA[<p>1，免费提问条数设置：3条，没有使用；</p>
<p>2，之后医生又重新设置了只收费提问条数3元、5条；</p>
]]></actions>
<expectedresults><![CDATA[<p>显示： 提问 ¥3/5条</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[11]]></step_number>
<actions><![CDATA[<p>1，免费提问条数设置：3条，使用一条后，显示还剩余2条；</p>
<p>2，之后患者购买了问诊，问诊结束后；</p>
]]></actions>
<expectedresults><![CDATA[<p>再次显示： 提问 免费 剩余3次</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[12]]></step_number>
<actions><![CDATA[<p>1，免费提问条数设置：3条，使用一条后，显示还剩余2条；</p>
<p>2，之后医生再次设置免费提问条数5条；</p>
]]></actions>
<expectedresults><![CDATA[<p>再次显示：提问 免费 剩余4次（5-使用1次）</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[13]]></step_number>
<actions><![CDATA[<p>1，免费提问条数设置：3条，使用一条后，显示还剩余2条；</p>
<p>2，之后医生又设置只收费提问条数3元/5条；</p>
]]></actions>
<expectedresults><![CDATA[<p>显示： 提问 ¥3/5条</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[14]]></step_number>
<actions><![CDATA[<p>1，免费提问条数设置：3条，之后医生赠送3条，没有使用；</p>
<p>2，之后患者购买问诊，问诊结束后</p>
]]></actions>
<expectedresults><![CDATA[<p><span style="color:#e74c3c">显示：提问 免费 剩余3次</span></p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[15]]></step_number>
<actions><![CDATA[<p>1，免费提问条数设置：3条，之后医生赠送3条，没有使用；</p>
<p>2，之后医生重新设置了免费提问3元/5条</p>
]]></actions>
<expectedresults><![CDATA[<p>显示： 提问 免费 剩余3次</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[16]]></step_number>
<actions><![CDATA[<p>1，免费提问条数设置：3条，之后医生赠送3条，没有使用；</p>
<p>2，之后医生又重新只设置了收费提问3元、 5条</p>
]]></actions>
<expectedresults><![CDATA[<p> 显示： 提问 ¥3/5条</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[17]]></step_number>
<actions><![CDATA[<p>1，免费提问条数设置：3条，之后医生赠送3条，使用1条；</p>
<p>2，之后患者购买了问诊，问诊结束后；</p>
]]></actions>
<expectedresults><![CDATA[<p> 显示： 提问 免费 剩余3次</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[18]]></step_number>
<actions><![CDATA[<p>1，免费提问条数设置：3条，之后医生赠送3条，使用1条；</p>
<p>2，之后医生重新设置了免费提问条数5条；</p>
]]></actions>
<expectedresults><![CDATA[<p> 显示：提问 免费 剩余7次（5+3赠送-1使用）</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[19]]></step_number>
<actions><![CDATA[<p>1，免费提问条数设置：3条，之后医生赠送3条，使用1条；</p>
<p>2，之后医生又重新设置了只收费提问3元、 5条</p>
]]></actions>
<expectedresults><![CDATA[<p> 显示： 提问 ¥3/5条</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[20]]></step_number>
<actions><![CDATA[<p>1，免费提问条数设置：不限次数，无论提问多少次，显示 不限次数；</p>
<p>2，之后患者购买了问诊，问诊结束后；</p>
]]></actions>
<expectedresults><![CDATA[<p>再次显示： 提问 免费 不限次数</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[21]]></step_number>
<actions><![CDATA[<p>免费提问条数设置0</p>
]]></actions>
<expectedresults><![CDATA[<p>小程序端不显示提问入口</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testcase internalid="164287" name="医生只设置了收费提问条数">
<node_order><![CDATA[6]]></node_order>
<externalid><![CDATA[26324]]></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>医生设置的收费提问费用5元/3条，有效期7天</p>
]]></actions>
<expectedresults><![CDATA[<p>1，小程序端显示：提问 ¥5/3条；</p>
<p><img alt="" 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" /></p>
<p>2，去购买页面也显示： 提问 ¥5/3条 有效期7天；</p>
<p><img alt="" 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" /></p>
<p> </p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[2]]></step_number>
<actions><![CDATA[<p>患者购买问诊后</p>
]]></actions>
<expectedresults><![CDATA[<p>显示：提问 免费 剩余3次</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[3]]></step_number>
<actions><![CDATA[<p>患者购买提问后，还没去提问，直接去购买问诊，问诊结束后</p>
]]></actions>
<expectedresults><![CDATA[<p>显示：提问 免费 剩余3次</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[4]]></step_number>
<actions><![CDATA[<p>患者购买提问后，还没去提问，医生重新设置收费5元/6条</p>
]]></actions>
<expectedresults><![CDATA[<p> 显示： 提问 免费 剩余3次</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[5]]></step_number>
<actions><![CDATA[<p>患者购买提问后，还没去提问，医生把提问设置成免费 3条</p>
]]></actions>
<expectedresults><![CDATA[<p>1，显示： 提问 免费 剩余6次；</p>
<p>2，优先使用收费的提问，3次使用完后，医生回复后绩效到账；</p>
<p>3，还显示：提问 免费 剩余3次；</p>
<p>4，把免费的3条使用完后，不再显示提问入口；</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[6]]></step_number>
<actions><![CDATA[<p>患者购买提问后，提问了1次，直接去购买问诊，问诊结束后</p>
]]></actions>
<expectedresults><![CDATA[<p>显示：提问 免费 剩余2次</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[7]]></step_number>
<actions><![CDATA[<p>患者购买提问后，提问了1次，医生重新设置收费5元/6条</p>
]]></actions>
<expectedresults><![CDATA[<p>1，显示：提问 免费 剩余2次；</p>
<p>2，2次使用完后，再次显示：提问 ¥5/6条</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[8]]></step_number>
<actions><![CDATA[<p>患者购买提问后，提问了1次，医生把提问设置成免费 3条</p>
]]></actions>
<expectedresults><![CDATA[<p>1，显示：提问 免费 剩余5次；</p>
<p>2，把收费的2次使用完后，还显示：提问 免费 剩余3次；</p>
<p>3，把免费的3条使用完后，不再显示提问入口；</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[9]]></step_number>
<actions><![CDATA[<p>患者购买提问后，医生又赠送了3条，还没去提问，</p>
<p>直接去购买问诊，问诊结束后</p>
]]></actions>
<expectedresults><![CDATA[<p>显示： 提问 免费 剩余6次</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[10]]></step_number>
<actions><![CDATA[<p>患者购买提问后，医生又赠送了3条，还没去提问，</p>
<p>医生重新设置收费5元/6条</p>
]]></actions>
<expectedresults><![CDATA[<p>1，显示： 提问 免费 剩余6次；</p>
<p>2，6次使用完后，显示： 提问 ¥5/6条；</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[11]]></step_number>
<actions><![CDATA[<p>患者购买提问后，医生又赠送了3条，还没去提问，</p>
<p>医生把提问设置成免费 3条</p>
]]></actions>
<expectedresults><![CDATA[<p>1，显示： 提问 免费 剩余9次；</p>
<p>2，把收费的3次+赠送的3次使用完后，显示： 提问 免费 剩余3次；</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[12]]></step_number>
<actions><![CDATA[<p>患者购买提问后，医生又赠送了3条，提问了1次，</p>
<p>直接去购买问诊，问诊结束后</p>
]]></actions>
<expectedresults><![CDATA[<p>1，显示： 提问 免费 剩余5次；</p>
<p> </p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[13]]></step_number>
<actions><![CDATA[<p>患者购买提问后，医生又赠送了3条，提问了1次，</p>
<p>医生重新设置收费5元/6条</p>
]]></actions>
<expectedresults><![CDATA[<p>1，显示： 提问 免费 剩余5次；</p>
<p>2，5次使用完后，显示： 提问 ¥5/6条；</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[14]]></step_number>
<actions><![CDATA[<p>患者购买提问后，医生又赠送了3条，提问了1次，</p>
<p>医生把提问设置成免费 3条</p>
]]></actions>
<expectedresults><![CDATA[<p>1，显示： 提问 免费 剩余8次；</p>
<p>2，把前面购买的提问+赠送的5次使用完后，显示： 提问 免费 剩余3次；</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[15]]></step_number>
<actions><![CDATA[<p>患者购买提问后，超出7天还没有提问</p>
]]></actions>
<expectedresults><![CDATA[<p><strong><span style="color:#e74c3c">提问费自动退款</span></strong>，再次显示：提问 ¥5/3条</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[16]]></step_number>
<actions><![CDATA[<p>患者购买提问后，进行了提问，医生回复后</p>
]]></actions>
<expectedresults><![CDATA[<p>医生收到提问费用</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[17]]></step_number>
<actions><![CDATA[<p>患者购买提问后，进行了提问，医生没有回复</p>
]]></actions>
<expectedresults><![CDATA[<p>医生收不到提问费</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[18]]></step_number>
<actions><![CDATA[<p>1，患者购买问诊后，医生收到提问费后，在患者还有剩余的提问条数，医生退款了提问费；</p>
<p>或者2，患者购买问诊后，医生收到提问费后，把提问数用完后，医生退款了提问费；</p>
]]></actions>
<expectedresults><![CDATA[<p>提问显示：提问 ¥5/3条</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[19]]></step_number>
<actions><![CDATA[<p>患者购买问诊后，把提问次数用完后</p>
]]></actions>
<expectedresults><![CDATA[<p>再次显示：提问 ¥5/3条</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[20]]></step_number>
<actions><![CDATA[<p>患者购买3条提问后，医生赠送了4条提问</p>
]]></actions>
<expectedresults><![CDATA[<p>显示：提问 免费 剩余7次</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[21]]></step_number>
<actions><![CDATA[<p>患者购买3条提问后，医生赠送了4条提问，超出7天后还没有提问</p>
]]></actions>
<expectedresults><![CDATA[<p>提问费自动退款，再次显示：提问 ¥5/3条</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[22]]></step_number>
<actions><![CDATA[<p>1，患者购买3条提问后，医生赠送了4条提问；</p>
<p>2，患者提问后，医生收到提问费，在患者还有剩余提问次数的时候，医生退了提问费；</p>
]]></actions>
<expectedresults><![CDATA[<p>显示：提问 ¥5/3条</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testcase internalid="164311" name="医生设置了免费和收费的提问">
<node_order><![CDATA[7]]></node_order>
<externalid><![CDATA[26325]]></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，医生设置的免费提问条数为3条；</p>
<p>2，设置的收费提问为 5元10条，有效期7天；</p>
]]></actions>
<expectedresults><![CDATA[<p>小程序端显示： 提问 免费 剩余次数 3次</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[2]]></step_number>
<actions><![CDATA[<p>1，医生设置的免费提问条数为<span style="color:#e74c3c">0条</span>；</p>
<p>2，设置的收费提问为 5元10条，有效期7天；</p>
]]></actions>
<expectedresults><![CDATA[<p>小程序端显示：提问 ¥5/10条</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[3]]></step_number>
<actions><![CDATA[<p>1，医生设置的免费提问条数为不限；</p>
<p>2，设置的收费提问为 5元10条，有效期7天；</p>
]]></actions>
<expectedresults><![CDATA[<p>1，小程序端显示：提问 免费 不限次数；</p>
<p>2，无论患者提问几次，都一直显示：提问 免费 不限次数；</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[4]]></step_number>
<actions><![CDATA[<p>1，医生设置的免费提问条数为3条；</p>
<p>2，设置的收费提问为 5元10条，有效期7天；</p>
<p>3，把免费提问使用完后；</p>
]]></actions>
<expectedresults><![CDATA[<p>小程序端显示：提问 ¥5/10条</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[5]]></step_number>
<actions><![CDATA[<p>1，医生设置的免费提问条数为3条；</p>
<p>2，设置的收费提问为 5元10条，有效期7天；</p>
<p>3，把免费提问使用完后；</p>
<p>4，患者购买了收费提问</p>
]]></actions>
<expectedresults><![CDATA[<p>1，小程序端显示：提问 免费 剩余10次；</p>
<p>2，10次使用完后，显示：提问 ¥5/10条</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[6]]></step_number>
<actions><![CDATA[<p>1，医生设置的免费提问条数为3条；</p>
<p>2，设置的收费提问为 5元10条，有效期7天；</p>
<p>3，把免费提问使用完后；</p>
<p>4，患者购买了收费提问；</p>
<p>5，医生又给患者赠送了消息3条</p>
]]></actions>
<expectedresults><![CDATA[<p>1，小程序端显示：提问 免费 剩余 13次；</p>
<p>2，13次使用完后，显示：提问 免费 ¥5/10条</p>
<p><span style="color:#e74c3c">或者</span></p>
<p><span style="color:#e74c3c">1，小程序端显示：提问 免费 剩余 13次；</span></p>
<p><span style="color:#e74c3c">2，患者购买问诊，问诊结束后，显示：提问 免费 剩余 16次</span>（要把免费的次数重新加上）<span style="color:#e74c3c">；</span></p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[7]]></step_number>
<actions><![CDATA[<p>1，医生设置的免费提问条数为3条；</p>
<p>2，设置的收费提问为 5元10条，有效期7天；</p>
<p>3，医生给患者赠送了消息3条</p>
]]></actions>
<expectedresults><![CDATA[<p>1，小程序端显示：提问 免费 剩余 6次；</p>
<p>2，6次用完后，显示：提问 ¥5/10条</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[8]]></step_number>
<actions><![CDATA[<p>1，医生设置的免费提问条数为3条；</p>
<p>2，设置的收费提问为 5元10条，有效期7天；</p>
<p>3，把免费提问使用完后；</p>
<p>4，患者购买了收费提问；</p>
<p>5，又把收费的提问用完；</p>
<p>6，之后医生把免费提问修改为5条；</p>
]]></actions>
<expectedresults><![CDATA[<p><span style="color:#e74c3c">1，小程序端还是显示：提问 免费 剩余 2 次；</span></p>
<p><span style="color:#e74c3c">2，2 次用完后，再次显示收费的提问</span></p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[9]]></step_number>
<actions><![CDATA[<p>1，医生设置的免费提问条数为3条；</p>
<p>2，设置的收费提问为 5元10条，有效期7天；</p>
<p>3，免费提问还剩余 1 条；</p>
<p>5，之后医生把免费提问修改为5条；</p>
]]></actions>
<expectedresults><![CDATA[<p>小程序端显示：提问 免费 剩余 5-2= 3次</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[10]]></step_number>
<actions><![CDATA[<p>1，医生设置的免费提问条数为3条；</p>
<p>2，设置的收费提问为 5元10条，有效期7天；</p>
<p>3，免费提问还剩余 1 条；</p>
<p>5，之后医生把免费提问修改为2条；</p>
]]></actions>
<expectedresults><![CDATA[<p><span style="color:#e74c3c"><strong>小程序端显示：免费 剩余1次</strong></span></p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[11]]></step_number>
<actions><![CDATA[<p>1，医生设置的免费提问条数为3条；</p>
<p>2，设置的收费提问为 5元10条，有效期7天；</p>
<p>3，把免费提问使用完后；</p>
<p>4，患者购买了收费提问；</p>
<p>5，又把收费的提问用完；</p>
<p>6，之后医生把提问关闭，又重新打开；</p>
]]></actions>
<expectedresults><![CDATA[<p>小程序端再次显示： 提问 免费 剩余3次</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testsuite id="164324" name="兼容性" >
<node_order><![CDATA[8]]></node_order>
<details><![CDATA[]]></details>
<testcase internalid="164325" name="老版本开启了免费的提问，到新版本后">
<node_order><![CDATA[1000]]></node_order>
<externalid><![CDATA[26326]]></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>免费、3条</p>
]]></actions>
<expectedresults><![CDATA[<p>新版本：</p>
<p>免费提问条数 3条</p>
<p>付费提问 去设置</p>
<p>付费提问有效期 14天</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[2]]></step_number>
<actions><![CDATA[<p>免费，不限次数</p>
]]></actions>
<expectedresults><![CDATA[<p>新版本：</p>
<p>免费提问条数 不限</p>
<p>付费提问 去设置</p>
<p>付费提问有效期 14天</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[3]]></step_number>
<actions><![CDATA[<p>免费，条数为自定义20条</p>
]]></actions>
<expectedresults><![CDATA[<p>新版本：</p>
<p>免费提问条数 20条</p>
<p>付费提问 去设置</p>
<p>付费提问有效期 14天</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testcase internalid="164330" name="老版本开启了收费的提问，到新版本后">
<node_order><![CDATA[1001]]></node_order>
<externalid><![CDATA[26327]]></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>5条、5元、有效期7天</p>
]]></actions>
<expectedresults><![CDATA[<p>新版本：</p>
<p>免费提问条数 5条</p>
<p>付费提问 5元/5条</p>
<p>付费提问有效期 7天</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testcase internalid="164333" name="新版本只设置了免费提问，老版本显示">
<node_order><![CDATA[1002]]></node_order>
<externalid><![CDATA[26328]]></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>免费，20条</p>
]]></actions>
<expectedresults><![CDATA[<p>老版本显示</p>
<p>消息费用 免费</p>
<p>消息条数 20条</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[2]]></step_number>
<actions><![CDATA[<p>免费99条</p>
]]></actions>
<expectedresults><![CDATA[<p>老版本显示</p>
<p>消息费用 免费</p>
<p>消息条数 99条</p>
<p><span style="color:#e74c3c">1，老版本去打开消息条数的时候，里面自定义99条</span>，可以重新设置；<span style="color:#e74c3c">；</span></p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testcase internalid="164337" name="新版本只设置了收费提问，老版本显示">
<node_order><![CDATA[1003]]></node_order>
<externalid><![CDATA[26329]]></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>10元10条，7天有效期</p>
]]></actions>
<expectedresults><![CDATA[<p>老版本显示</p>
<p>消息费用 10元</p>
<p>消息条数 10条</p>
<p>患者有效期内使用 7天</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[2]]></step_number>
<actions><![CDATA[<p>9999元99条，7天有效期</p>
]]></actions>
<expectedresults><![CDATA[<p>老版本显示</p>
<p>消息费用 9999元</p>
<p>消息条数 99条</p>
<p>患者有效期内使用 7天</p>
<p><span style="color:#e74c3c">1，此时点击消息费用，进入详情页面的时候，显示自定义 9999 元，可以重新设置；</span></p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testcase internalid="164341" name="新版本设置了免费提问和收费提问，老版本显示">
<node_order><![CDATA[1004]]></node_order>
<externalid><![CDATA[26330]]></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">老版本取新版本设置的收费的提问，但是医生免费和收费可以正常使用</span></p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testcase internalid="164344" name="新版本免费提问条数0条，付费提问：去设置，付费有效期14天，老版本显示">
<node_order><![CDATA[1005]]></node_order>
<externalid><![CDATA[26331]]></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">老版本显示免费 0条</span></p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite>
<testcase internalid="164347" name="问诊方式和费用里提问的显示逻辑">
<node_order><![CDATA[8]]></node_order>
<externalid><![CDATA[26332]]></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>新注册医生刚进入这个页面</p>
]]></actions>
<expectedresults><![CDATA[<p>提问 免费</p>
<p>条数 0</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[3]]></step_number>
<actions><![CDATA[<p>医师只设置了免费 3条</p>
]]></actions>
<expectedresults><![CDATA[<p>提问 免费</p>
<p>条数 3</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[4]]></step_number>
<actions><![CDATA[<p>只设置了收费的 5元、10条</p>
]]></actions>
<expectedresults><![CDATA[<p>提问 ¥5</p>
<p>条数 10</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[5]]></step_number>
<actions><![CDATA[<p>设置了免费3条；</p>
<p>收费 5元、10条</p>
]]></actions>
<expectedresults><![CDATA[<p>提问 免费</p>
<p>条数 3</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testsuite id="164354" name="患者如何向您咨询" >
<node_order><![CDATA[9]]></node_order>
<details><![CDATA[]]></details>
<testcase internalid="164355" name="文案修改">
<node_order><![CDATA[1000]]></node_order>
<externalid><![CDATA[26333]]></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>
<step>
<step_number><![CDATA[3]]></step_number>
<actions><![CDATA[<p>1，医生只设置了免费提问，不限次数</p>
]]></actions>
<expectedresults><![CDATA[<p>患者可以免费与您不限次数沟通</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[4]]></step_number>
<actions><![CDATA[<p>1，医生设置了免费提问，不限次数；</p>
<p>2，同时设置了收费提问10元10条，有效期14天；</p>
]]></actions>
<expectedresults><![CDATA[<p>患者可以免费与您不限次数沟通</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[5]]></step_number>
<actions><![CDATA[<p>设置了免费提问，10条</p>
]]></actions>
<expectedresults><![CDATA[<p>患者可以免费找你问10条简单问题</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[6]]></step_number>
<actions><![CDATA[<p>设置了收费10元10条，有效期14天</p>
]]></actions>
<expectedresults><![CDATA[<p>患者可以支付¥10元购买10条消息，有效期为14天，逾期无法使用。</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[7]]></step_number>
<actions><![CDATA[<p>免费提问设置了5条；</p>
<p>收费提问设置了10元10条，有效期14天</p>
]]></actions>
<expectedresults><![CDATA[<p>患者可以免费找你问5条简单问题。免费用完之后可以支付¥10元购买10条消息，有效期14天，逾期无法使用。</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite>
<testcase internalid="164364" name="（高）方案里面获得提问条数，获取成功">
<node_order><![CDATA[9]]></node_order>
<externalid><![CDATA[26334]]></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="164023" name="财务提现逻辑修改" >
<node_order><![CDATA[6]]></node_order>
<details><![CDATA[]]></details>
<testcase internalid="164024" name="该医生当前模式是签约，银川公司，上海签约钱包里有100元，银川签约钱包里有100元，去提100元，提上海签约钱包的钱，走工猫提现">
<node_order><![CDATA[1004]]></node_order>
<externalid><![CDATA[26270]]></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="164026" name="该医生当前模式是签约，银川公司，上海签约钱包里有100元，银川签约钱包里有100元，去提200元，提上海签约100元和银川签约钱包100元的钱，100走工猫提现，100走才燊提现">
<node_order><![CDATA[1005]]></node_order>
<externalid><![CDATA[26271]]></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="164028" name="该医生当前模式是签约，上海公司，上海签约钱包里有100元，银川签约钱包里有100元，去提100元，提银川签约钱包的钱，走才燊提现">
<node_order><![CDATA[1006]]></node_order>
<externalid><![CDATA[26272]]></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="164030" name="该医生当前模式是签约，上海公司，上海签约钱包里有100元，银川签约钱包里有100元，去提200元，提上海签约100元和银川签约钱包100元的钱，100走工猫提现，100走才燊提现">
<node_order><![CDATA[1007]]></node_order>
<externalid><![CDATA[26273]]></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="164032" name="提现后检查工猫和才燊 税源地的扣款情况">
<node_order><![CDATA[1008]]></node_order>
<externalid><![CDATA[26274]]></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="164034" name="只有签约需要走上面的逻辑，劳务不需要">
<node_order><![CDATA[1009]]></node_order>
<externalid><![CDATA[26275]]></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="164036" name="医生永久二维码" >
<node_order><![CDATA[7]]></node_order>
<details><![CDATA[]]></details>
<testsuite id="164037" name="刷医生数据" >
<node_order><![CDATA[0]]></node_order>
<details><![CDATA[]]></details>
<testcase internalid="164038" name="把2年内没有过患者扫码、且没有开出过处方、同时医生认证时间超过2年的医生筛选出来，释放该医生的永久二维码">
<node_order><![CDATA[1000]]></node_order>
<externalid><![CDATA[26276]]></externalid>
<version><![CDATA[1]]></version>
<summary><![CDATA[]]></summary>
<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>工作室开通或者关闭 都要筛选出来</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>猫头鹰医生列表的认证时间</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>
</steps>
</testcase>
<testcase internalid="164041" name="每个月筛选一次，筛选出来的医生标记可释放永久二维码">
<node_order><![CDATA[1001]]></node_order>
<externalid><![CDATA[26277]]></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="164043" name="筛选出来的可释放永久二维码的医生数量小于5000时，给出提示">
<node_order><![CDATA[1002]]></node_order>
<externalid><![CDATA[26278]]></externalid>
<version><![CDATA[1]]></version>
<summary><![CDATA[]]></summary>
<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>筛选出来的二维码放到 t_doctor_verify_info</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>1，线上告警群通知；</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testcase internalid="164046" name="筛选出来的医生，按照倒序排序">
<node_order><![CDATA[1003]]></node_order>
<externalid><![CDATA[26279]]></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，按照医生最近一次开具处方和患者扫码的时间排序；</p>
<p>2，两个都没有，按照工作室开通时间排序；</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[2]]></step_number>
<actions><![CDATA[<p>1，医生最近只有开过方</p>
]]></actions>
<expectedresults><![CDATA[<p>按照开方时间排序</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[3]]></step_number>
<actions><![CDATA[<p>1，医生最近只有患者扫码</p>
]]></actions>
<expectedresults><![CDATA[<p>1，按照患者扫码时间排序；</p>
<p>（1）该患者23年1月5号新关注医生，后面没有扫过医生的工作室二维码，<span style="color:#e74c3c">按照23年1月5号时间排序；</span></p>
<p>（2）该患者23年1月5号新关注医生，之后在23年1月7号又扫了医生的工作室二维码，<span style="color:#e74c3c">按照23年1月7号时间排序；</span></p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[4]]></step_number>
<actions><![CDATA[<p>1，医师没有开过方，也没有患者扫过码</p>
]]></actions>
<expectedresults><![CDATA[<p>按照工作室开通时间排序</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[5]]></step_number>
<actions><![CDATA[<p>1，医生最近有开过方（23年1月1号上午9点），也有患者扫码（23年1月2号上午8点）</p>
]]></actions>
<expectedresults><![CDATA[<p>按照患者扫码时间排序</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[6]]></step_number>
<actions><![CDATA[<p>1，医生最近有患者扫码（23年1月1号上午9点），也有开过处方（23年1月2号上午8点）</p>
]]></actions>
<expectedresults><![CDATA[<p>按照开方时间倒序</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[7]]></step_number>
<actions><![CDATA[<p>1，医生A最近没开过方，也没有患者扫码，工作室开通时间（<span style="color:#e74c3c">23年1月1号上午11点</span>）</p>
<p>2，医生B最近没有开过方，有患者扫码（23年1月1号上午9点），之后在<span style="color:#e74c3c">23年1月7号</span>又扫了医生的工作室二维码；</p>
<p>3，医生C最近开过方（23年1月1号上午9:30），也有患者扫码（<span style="color:#e74c3c">23年1月2号上午8点</span>）</p>
]]></actions>
<expectedresults><![CDATA[<p><span style="color:#e74c3c">医生B</span></p>
<p><span style="color:#e74c3c">医生C</span></p>
<p><span style="color:#e74c3c">医生A</span></p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testcase internalid="164055" name="没有工作室永久二维码，有其他渠道二维码，去猫头鹰里把该医生卫健委或者执业医师证审核通过后，工作室可以使用永久二维码">
<node_order><![CDATA[1004]]></node_order>
<externalid><![CDATA[26280]]></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>
<testcase internalid="164057" name="新认证的医生卫健委审核通过，工作室开通后使用永久二维码">
<node_order><![CDATA[1]]></node_order>
<externalid><![CDATA[26281]]></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="164059" name="新认证的医生，卫健委没有通过 或者 没有图片 或者 有图片没有选择通过或者不通过，工作室开通后，使用临时二维码">
<node_order><![CDATA[2]]></node_order>
<externalid><![CDATA[26282]]></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="164061" name="释放的医师有多个渠道二维码的时候，按照渠道码倒序释放">
<node_order><![CDATA[3]]></node_order>
<externalid><![CDATA[26283]]></externalid>
<version><![CDATA[1]]></version>
<summary><![CDATA[]]></summary>
<preconditions><![CDATA[<p><img alt="" 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Ox2Hd3j3cTODvdvB2/t9p07yXX0e/lAyYszTwYcOcXGrXoQ5PyRbdm4/PLL3cyZM92iRYvcXnvt5TbeeGO3uK/f/fGexe4Pdy91e67n3Ku2nuaW9ix13/nDze5v9y5y7ztyW/fyXTd04zuGz284Pk4//XQ3ffp0N3fu3LpI5LuOOdDIk6GieNVPq2/rWbbhp7ApfcvL84teEd/ya+0WxaKXwhfxa7GN9NFVWZV93nCjWXIb6NARV8fObijYbI2ahEEk2WowwfHp6xs6KGMb0rF8+cOO6sipiydqcapbPfGgwogOyTjIBn6l3uf7EKodbtqkGW758qXuf//0Vbfl7B3cbfdc77aaubM7Yo9Xu/MvPSfE0+8TTn9/LU75xa6Nm7bGZbhvpEP6sVw2La0h6v9myWVPtB5VawnrfF+6+1e4Ke3LfMC9KdV8nk9WbeMm+yTOeLa5zv6lPiEvd239k4aNBz6ziuKxNKWbJVdfRbOwMZ+IlqzodXc/+qyb1tXl9t18bbfuxE7XPnGyO+bF27n5v7reXXXLfH9CXs8n5u4YHtohJm8IGpcUTzq2L43ijuVVsPIPje1amfWRxU/hV9c+K1ZR2yfVm+0z+Kx+Z9kEUzoxA2pUOjo63Hrrrede8IIXBNrld+yenh53//33u+uuu84tWbIkM9gs26nOiScaY8UXtXLxRCVrYzbHwcTE138g7W0d7gVz93Y9Kxe60674sbv1nmvcZuvu4N7y4hNcfy8nmg72ZNezuMfdcMONbunSpTKXpFtttZXbZJNNkjLLjGNDJp6o1W8kF0Y0D9vZt8LN7njSveFN+7httt7KqJJkhq4KjCCzysn4jN+f5aasfNIn5qmZelkCxSsa64kvauXiiaZklmfrXBh0tnOidW7ZSn8d4Clbu3/CBLfprtu5zaesdOzreYX9KO+Az8IqXtFYT3xRKxdP1Mqoiy8ay61OLBNGtKw81rdt2RS1Murii1q5eKJWNprYorbjeNTOird0YsZQ3o7Gjkri2WOPPcJOu3z5crdyZW0H3nrrrd2sWbPcOeec455//vnBgVaQ6iT2bVHw4quNjnhW39al20hPmJCQ1fCHYZ+PpXaAjnMv2uKlvi+97vo7r3RvffG73boTNnSPL3ooaIdx8VcInITyrgpQZsasuAZdRRXJFbfaqIkXQQab0o314Me8QZCp1PD9fobb67r8iarLyMomZaAks27/t63fZzddjSCIShy32qg1ilu6sR78mBe5NduCSCk+Vv93kl9+2WGjaW7evB53/p3Pu+5tp7kVXuW8O59zS/3V1I6zZySWMcyJy+84uoIKZjP+2BhVF82ABDY6lLh/RbDgsvSy+GBUYh21RaWXRa2e6qJZGPjoUNRnYUSDMOdPll4W35qKddQWtbqputWL67F+6cQsAxoYtUVZI95tt91Ccjr33HPd3//+d78EsNxNmTLFHXnkkW6bbbZxBx54YEjOK1asEKyOEjQFH6pbBcvP6qDVsVjVrV2rSxL2noNaf3+7v6TodIuWP+eeWHSf53a4nWfv5naa/QKfZNp8Un7APbP4cbeyb7lr9/8m+JnUnnvu6bEs2wQT4Y/si0qi2LNikR7UYoWDXwRr9aw+fAq2VVJyZJxsuNJhW6pwEho/frzr7Ix3IxKcP/n4v1iW/VD3Sa8fmRkg2zfZhlo++rJTBAteeqLwVGSL9lBda8U1Os7PlndZf7y7/bHF7o5n+9zXr3w2wMf7SfIuM9rctmt3uS6vU18G2nQ+9FHJfige9G3fhFeclio28bKwWTbEF05t2YPKB7KYr3aejmxL19pU3VLFIH92LKQnmdVN1WNslo61Z32k+Mgpq6rPwVn0Jz6iInG6SeAK3mpwgPJFx7hx49wFF1zg5s+fH778YBbNAf2HP/whfLnHlywsdTz0UG22KRuxzUbtLBz8othYl3VikgrFr5K6Tdfb0v355tPd1Xf8NfCG/vgd2idnctrsdbdxE9vXqvfJ8TmQnBWL6JCNxnGmMOBT/JgXt61fW0/pxTyWon7wgx/UbTO24fHHHx+28bJly9zixYsdX3qpTJw4wU2aNFnNMBx94ZJkYGAGJLGvuC0DKX7Mi9vCxtTq2brZbOGkMnNch3vTzuu4vz22zN14/0K/tNHudp0zxe06o9tN72IPqZW+3n639KllbvzULtfezdLWgMDTfufHxJ/kbbE+4cdt6ab4MS9uCxvTLL0i/CI61p/VV11UemqLxny1UzTGpHTES+mmeOhbvq3LVqyTxRdWVHpqi4of06YSM0asYS7NJ02a5NZaa62wVMFMmES80UYbhbVlZlskbT5/+9vf3OGHH+422GAD9/DDD9fZiYMr2yYme5ZTnDEvbZdkoaMpIH0nndtg0hx33N5+LZmGUandfVGbGbf7mXRbOPAMHl1fGAe+6We2qSUdZtaTJ08OJzB0UnHDL1JS2BSviK1YZ2DiMMhm+3FS5cRLv9iuTzzxRFhTh/7qV7+qW1/fd9993NFHHzOAN2MzaLG5Sqp/KV5z1uv3AtLpOt3t7rCNJ7iX+o9Kh98ZBnvkt/Xz9y10V51yo5u71yy3xf6z3eD6D/tBlJRlowxN9S/FK2PT6mKLUuxYscjm643il5yYFJ94zXsdQsrm6tRnRddUYlaHZISObbfddm777bcPa6zwSb533XWXu+KKKwbXXLn01SCIyoZobFv8LIodu7FSeMljmbDKuMx+WROstWs76hL/hd8jixf4C/DecCAOJStmy+i0uUld09w6Ezbwix7jamESk09azz77bPiy85577nHd3d1hbZlkxomLkxbr8Ouss07AxLHVDKX/Km6NYQrbuM8KdWinr/dW6z881SZOnOhe97rXhZMqt0n+/Oc/d9dcc01Yzli4cGFI2NxmxhUSfW8Ld2QMWB0YuKy46n0PbxXt83BkLdnYMZItqyu5+mpl7BF8SNJ9K/vcosd6XKfv44QZ41ybv41y+fMr3E1/uM3N2WYT9/DfHwsz5tl7bDhoYnXtMwHGY6FxGAy+iYpsiuaZiP0JA6Ugj3XituwLm9XO4mfZk34RKt+ieZgi/kon5pRREs1ll10WZs2bbbZZ2NgsU1x44YUhPn1zzYxriy22CAnq0UcfHTbgeZ2JZQwASU4lFZdk0JR8iFfbCWoZyNdJIiTXtj4379Gb3Pwnb3TrTd0gLG3UDtEhy0t7e9zzz/W4Q3Z6pZva4W929Vosh9C/M888M3wR+v73vz8kYJLzcj9Wzzz9tPvTn/7kTjv1NPeyI14W7tCgP43KyPa55m1oDOq91/JoLU0pMrbzvHnzQt9IxJxojzjiiLCU8eCDD4bvDY477riw1n7ttdfWLXtwxSFf0CI7MBFJz2LrI23cElaajdrSi2m//+bvmXufd7ecd4c/8fa7rfbdzK296XR3z6X3u8nTJ7mtjpztNnpiPXf1aTe48dP9V6Z++OQLqr7EduO29Cw21mnUFlZ6cbsRX/JmqHxB1ZdGdqRnsY0wksdY8WVLbdEsvuTNUNmEKp5m7AjTVGKOHdOmnHfeee6oo44Ks0O++CNIkhGFg3jTTTcNa9DPPfecYxYJzxZ1zvJUl0y+bFJGRwMifUtjrGTCWBoS70Am6mvrdYuXP+/22GJ/9+JdjvIpl1ujEPIJqcZ/AXi/+9V5J7vlfUv9N/Yr3FNPPR2WLs4//3x36KGHuoMOOsjPKJlJ+y8LH388nExYxnnjG9/o5s6Z40497TRHMuOHCHGJ4x6NPuNT/Y/92zbbassttww/KNKPijjJsqzRqMi+9hvRFC6rz9ruslUEG+vkYWPduM1M+el7nnO3/flON2en2W78xG53x+Xz3eQbprjnn3nevejNu7q28W1uysaT3G7H7Oh6+1b6A7TeivpWzx1K3raPNlZbb4RNyWU3ltFO2RZPNIUrisVGqoiv2Ghbf7Ye41NYq1MGK5wwouLHNCUXz9IYRxs5RX0OjYw/pRMzduRAFEccuPqCj2TMl0C77757mEVzX+/aa68dLt+ZdV100UUZ4QzZzlKQTyuPeXFbuim+eFD6UWsz1fGogWUN/zMTn1ZrSZk6ZUXvcnffs3e5eQ9e75b2Lgw8+n/33Xe7W265JVwZHHDAAeEyPxjz9jkZobP++uuH9fa99t7b3efv7eaL0mOOOSZ3gynO4Mj/adTO0oMvLFQ7iXjCxZQEfMghh8TsujYn3EsuuST0jSsmvnOgxD7kt5HPWN6orWBivaHtWuu7bQsT09ohxMm3dhpmueKOK+a7jbZd3220+7quY1ynmzJrJ3f/zQ+7ufvNcuP8l4HhfO31p8+Z6hNzr+u/rmZV8RTyO3DwKh5hs9pZfOsLG7YtjGjsA754RbCx7aLYLP/C2zika6nVg2/jKBK3tUVd9kYTK5/ypXZMm0rMsRHaDAoJmSTMN/SsoTJDnjFjxuD9zE899VRY8uCHJnz5VaWkBq9RZ+VPWLVFB/Hh4GC6w1IJv1bsdQueutPdeu8Nbu/tDnZrjZvu7nrqFvfLi77vFq941k3tnOlXoPvDyYkvx66//nr3ssNfFi7pwfcuXuR67r07/EyZS2AVTmaHHXaY+/jHPx7uaMgaE8WluNXGjq3LbooKG8uy8Ck+2/XKK690LGOocBskP2GeOnVqoHwJ+Mgjj4QlHH5EEx8swqXsSwaVHGptWJnVT9VT2BRevsjCuhbqWbnEXTT/UtfT3+MO2Gw/t/a4tdx2B2zp1lp/iuv0vwCkTNxgott6g81DPfyJZsiBZxLtoJ8hRF0tltu2rdeBogZ68XihUgQvbGSyIRZcFaz1Z+O0dasT1+U71o/bMY62sLFsNLFFbJdOzDIqajvEDsF9rRQud3/729+GWRMJiLsSdAnMHRzopgp2tWNZanXlW7rIVBcVD5ryVa/nf1AQZsuRrj9Qa6m5193yj+vcuTf/xt3z5B1u750OdGdc8gu3rHeJO3iXw90dt833d2X4X4n5fpKgJk2aGPpd84uRXvfsddf4mbXX2WzoV3TIGS8SMnduKDHb2IifAk9U/ZGeqORQ6VBXifXQsTz04rawUBIzd9WQeFWY/fMLT/q97777hl938gwVrhb4TiFV8EGxMab8Ss/KVBfFjvSsPfiUWC/us7CiNZRzPX1L3IUPXOqe7H3a/8hkOzdj2tpu2typPnH77zbCXlG7VbJ2d45QwaP/M7Rv13pa+6k+UhujjQ0ZxcYh3TyedGro2l9rV3VR60PYWAYfHiWuB+bAH4uDJQz1LJwwoilcHk8xo2NLbE/+pa/YbDuuWx1bx4/si8q39GjLp+pWR7KUT/GkD00fOVajZF1OuIWOA5lb4lgb5QtAkhBJGlmqqJMxRVe8GGf5qota3XweO+KAtq/Uqp76HZTS7h/is+d2L3J3PPp3d8uD17i7H7/VdbZ1u9fs+29uo2mz3T9ufyAcivSXpYxe/zPtdv+rMe5MuPjiS9wK/4yNtucWu+d9e+t1/EOaev0v4DpqQ89YMCbcShfHGLcHIqzTk46odKCNeJKLNsIi584Mll1YpuDXmzfddJOFNaxbX7YuYIqHzPJVFxU21hPf6qkuWofxX/YO7gZeQKvPn3GfXPaMu/zaXwRze26+u3+w1eVuUvtEd/ROR7gpXRM9n/2ED6dxUnX9YTW4b3mp9euboaR4CFL8ZnjCiNa81v424lm5res4h6d6ll2Ly9IRP6XbDE8YUdmHNuJZua3LBrzR7nP9HiTPOVRBQeMvoyyMhMP9uppBI0t1xmKwp4GwuuJZ3aJ1YaHWZiG8v7uCAm7GxPXdmw96tzvpL99xjz1/v3vNfm91u2y8r1vY8xQa4YAmuTLzZTlnpV9L5zL/Bbvs4p+x4G+180d8e+8Kt/DS892iv13uJu/+opCcWYsnoZOcbVHclpeqp/olbEqWsmF5wlqerbNcxZeALNnwZSa3y5111lmDXwLyQ5TUF5nWBvVUbI18y0YKK5tZMmGzaG3f8Mk13AJptfztcf7Om2ufupGg3ayNNnFXPXmdW6d9qttj8Sx31+MXuBmdm/qnDM5ytzx+iZu71p5uhw0P8wbsoVU7wVurqo9En2WrDJVfjZfaRW1YfVsvgi+qj158zBbFpuIQVnbVTummeFbf1lO6MS+ln+IJZ/ce8XKpBgqjjz32WLhczZoBY0j6uUa9kATFL8fsYz8tFn+2jT11DL7q1g98yWKs1QtYjkn/r8/7oUif4zTMob18xqQN3NtfeqL/ifZCt+7kDV13x7hwS53m2OPGdfufo78wzJqfeeaZcIvcprM3HXLFPcyTxrtH/nS265y9uRs3c8PwAxxmniTxuI9xW4bED3F7puhgzAPjobZw0BiLjsXbtsWpzjY66aSTwvcJfJGJ/ote9KLBZRj0OCHrFknhLJU/URun4rP61MUXRrQZrLUtfM1elEC5sKtNgomAHcR/oGEu7Xp6H3MPLL3M9Xbt4h/9usQtWHqRmz5hhld9qXFRs6l4JZBf2shsWzriCytqdaUjjKj4wogPBc8nJbN61GM7RXzLRmy/CDb2JxvNYBUHFDwf2bOyuB7HUMS3bMT287CxH9mAlk7Mcgx92t+Py10WrDPGMz7rpFGdGSY/RuE2MlvkK+bFA5zSAyO+Bod2jB20rQTsGRxKtR+atLsp46a58248w116258kGYB4Lf9/pb87Y3LHdNfdNt51tHeGS/xd/Cz5F7/4hfvwhz8cEu4AwE+Z/bLFBrPchq96g+uYMMnPlJe7n/70p+6FL3zh4JWFYh7E+Eoq7iw94fL6bLFZddmxlO8G3va2t4U7S8RnBs3yRtZ6MnrWh3CWxnK1420lfh4WGXpFsNKtsxvuxKntA529/gko/R3+A/VZ2tsN9T7P89uyzVPnn1vtvE5bv38kaH+3p57nE4BKnW0xPY35aheJW7rGXOk+Cyt/ouJbav3ZujCiFpOqWyzyuC1Mip/Fa8a3MKLya6n1Z+vCiFpMqm6xyBu1ZaN0YhYQysHIDw7uu+++cCBYWZk6Sxh0NO/gxp46JRr7gI+duFh9W7d68DnYoD5H++LXif1BtvXMXd2sdeeGmbH0wyza+Olum+AmtE3xYs7Kzu24047u9ttvD8n5TW96U7hlEJshMv8I0c61pofkduppp4Y1+Je+1M6w5KVGFa9ovbQ2JiPRZ+ziQ7ZS/pgF6xa4OI68tmzKR56ulaVikA1rM4XJw2o7W5yt+63on8G8lvvoQSe6lf6JeOPbxrldDto+qHS3dbmdXryN/47Bf2fic/Vm03byJ+SJ/kl87W7u2ge7cW18Qci9+7W9CJoVi/WpepYu/JHqs7Ulf6KKI4uip/ETRjQL0ywfu2X7rFhirG1bnVRsVhc57VXVZ8XTVGJWoHwbTwLikrZq4Vt9Zt4UDVxsUxvJDpzqlsY4tcFLDx51Cnw+tTVzPxPyGRSZX0X3lxTj3PSO9X0bxaAeiA67AdaAEG6/G+/v+X31q18d3mDxiU98wr3hDW8I9zWzXMEaLPcz81wJxu3YY48Ns2XFUvMw9HfV9HnIX1YcQxrN18KYmjHP8rWq+0yPuE+bKzeVLv+F77rd0/zWrH1RPbSd0ajdn13T9UsXA2WC82+6CQXt2sOcmu2zxoaxoC464GAYkTw1dvDi74NkH0PCpurwrC5taysP2yjuOFb5kU1RfMYlxiKXP+oprOzHcqtL3bbRpRTtc017+JiJj22KYrUxSQfatrhniXKM5WfW773nH0GGQdaFeaznX//6V8ePC7KcZBrzAs5ELGG8/OUvD18o5elaWWrwrDyvbgcnTy/IGEeNENS323h4urkfOWWDseDLwPnz5/lbzK4Lt5hx4Hf71yzNnFl7NKp9tkjKRsxbZX32jtm2l156abj9LW+9OI4xq82Ovc8++zh+sl+kMH70d1X1mRMmP/RheQ6f7Je1Q2ho8w9n1HpSu4Ia3itvwh3y0kNr35toHxquNshZ1X0edGwqzYx3lbirYBU2MVOw1UwZqz7bWOfMrT8umkrMGgB1iIOYYvnWaaM6djj4tZGy9PPsCyuaspEnQz9PjozS5i9h+fJnMFkHbpD4P8N3DHAkJZ1x6SufcOB7mucTq0N+lSbg1oqwouJbmidDL08ex51nN7ZDm0JfVdTvWFdy0RTWyrCTZyNLJr6obIrSX2S17xdqy2uSQetwvluhPZit09tqrLezYha1/VEdGcVuK8ka0Txsnk/sFsHm2ciSiS+a6gMySlafhdW+Zm3kYYWz+raehY0Tc+mlDBmWMwLXjMp2wtbRTbXhx/ZsWxhR9FViPfjiQS3G1mN8LOvn1jaffGVrUE5+CdvSH7yDs2X86KHvCJWE6jc6ByefrCJfyOVP1GJiPWTiQS3G1mVDurEsC4ue1v2FxZbFU6dIbmXwbVu6Vt/qWF34FNmlLrx4UIux9Waw4GvdoU/+BDxQPDfU9O1DHAdyH4nXGbq9UjHKBtTyFKtonp7FjnSfbUzWT9xHZDZWW0dGsbby8GWxq7LPtg+qi5aNmzERRhSeLbJtedSzs0Wsado4oWDUGs6qSzeABv5kYVM2LC/VQclFY3/iC6t2rFcLTYm21pLu4MHp+zxUajM32jU9ZByc/jD1VWGRp0ptZlavJ4yocFlty0/Vi/U5HQO+sWntimfjsnJbz9O1eqqL2v1Lfqwt6VmeravPKWwWb8jm8EOChMw/FXSH9P0YIeMqiuIPDSuDpbZoijeWfU75JlYbr43Z1lNYK7c2VBdtBmttg5ct+JS4HfMkT/mWLBga+GN5qqew1o/0UjyLRc/qWr/D90IrzajrstwatfUMWB07S1+B1ymbhi43xbJ2imCFg1qs5afqxfvMScvvMOYAlR9R7NfqQzOslE/poTscW0OMZp9jv1kxpviKV1R9kW5e3I3GOg+LfeHly8YgXhblka0Ui7H1LBy5Gb2hq6mapsXmxa2Yrb6t52HxJLzis1jxsqiwZTCylcJaO3lxV8HiX3jFYv2Kl0WFLYORrRTW2inTZ3QtVj6aWsqwxmTU8mQcaoNEN9YTPsZIV/xYT+3YntqxX8UinOxCxbMYya1MdVH5srrWhuSisS/ZgS8di7fyZrGyC94W2ZY85Vcy6YIXL1WXffStnvCWZ/HwVaQb0zLYWBfbskdd8pRfySzG8uK69OBLlvKFHkU6UBXpx1S60lM7hZVMulDZoy55I6ww0rdY1aEpvRRPGGSxb+ujLNbapa4iO7RlP/ZrZdSFkX4sFz6ll+JZvLDyY32ApW110KOUTsyAFAx1Fc4i8OO11FjXtlWH2uAsX/azqHQlV1tUfGgjHnLp2HiKYsFYvOqiebFIR9TqxvVYR21Rq9+IJ7loCotM48F2Vt1ibB0bcTvFk46o9R3XYx21Ra1+ipeSp/Qa8azc1jWLYv+3fFsnBrVFbVxxPdZRW9Tqp3gpeUqvEc/KbR37cTvFk46o4orbZbApXdkVlX1R8bOwVi+rXgRrdawdy6dOieU1bhOJGUM6MGWEuzL4CTJv7dh8880H5XxxpC8GpcvzFXiWAreSUfjFIE+d49kLsV1hRGPfcVt6lkpH1MpSdW7749YpbuFTPMJC+aUjlA8HIX1En1vheOa0Tkw8TY9x4Vkh8Ow9srKHDB+0uaeZDz9n1tgQHzLGkHGSruJKxS9MUd1GNoiFB1HxGFf6zraaNm1aeL4HyYhtSXzoIVeCwi795peBxMJ40IciD9aPY9J4xXzblo6olRWtEzvbyfYhtkcftC3QQ07hZ/VgeUEthT7z0f4QmCX+xH7zoGV0YzspbIoX42in9FK8FDbFK4ONdeN2yr54Kd0UT/qWpvRSPItppl55xszOyTN4TznllJCkeDM2PA7UnXbaKTyXlx2UwsN6Tj755PD2Du5/5oDmRyrwTjjhhLqDFgwdjovlSUc01o3bWVgSCg8fIpHy5hF+3cb7+HRQ0eZgpE+8EkrJmR+MHHDAAe7ee+91//jHP8KzlUk8+KF9iX9o/Kte9aqQyE499dRgXzGQ0Hl/HvokZJ5zzOM0ee4Er+myyYGfQh955JGDSQ4bVfusODRGKXvokFDPOOMMxy8Yb7jhhvCDotmzZ4cTMeO19dZbux122CE8o5mHGaFP39jWvP+PBx4R/6233hp0t9lmG7ksTBWbaBZQfRJFTxhRi415bFf2RfH1cCn6Q2E7zZo1y73sZS8LbX5cBQb9BQsWhHug+Tk+bT7cs13kgU7BWPRHMYhG4mHNZvuMoRgb8+QsFYvFSi/FkyyPyr5oni4y60cYUYtN8WJsbE/4RljpWXviFaX4iEtTiVlGODCZTXHgEtj+++8fHmbzwAMPuBtvvNE/0Gc3qQY5v3hjVsksioP8+OOPD0lrww03DD9UQV/JsEhHpSM66KxARRgoM15eLMoBSELkcZ28w44BY4b4+te/3s2ZMydY3XFH/9og329kJGt0eQEAMybe2sFzI+gjCQsdEj2/AuRgxhcf+PQTfxzst912W0h4Rx99dMAfdNBBQU/d0Kybto1b8qI0DysZtoiPNrGxfUm2nDQUL/HoSog6hV9uHnjggeHtNPyQhB+n0A/2A8Y3VfCBr0ZFsYlm6StuKxdGNCWDB5ZtT185CfEyAPZrTtDsr5yEkbGt2P7Yo198qJPEmTFz5Uhh30AvLug22+cUtmqfsWlL3C4qs3rN1uVbFDvUmx0vxWHt5Y2X9C21WMsfyXrKR6XEzAySWSEPSGfmcPHFFzuSLAcxb8nmDSYaCJYImFExI+SgZSbFwYycWedp/t13vDF6tp+NweMzUiXVcWsbOYnyFa94RUiMyBQ3cWn2ih5vZIEip/+8rYRXSXFQMpuGx8+sSdDMGBkPrihI4ODkCx/8yozZOI/O5LVNV111ldt2223DuCgGKGOrGGgXKfhptihO+nT11VeHJMWMl9k9/edERCEull7oKw/H58PT50jGnKi4CtDShWzamEZyG2O3ap8VG8mWbcmJiZkwEw1OyLP9vqkTElcB9Ju38eCXMWE82NbsSzwlUW9Al11olT6nsCPVZxtjXl3+UrHk4VYXmeIvE48wq7LPpRMzQRIgiYIZwZ577hmSEjNMDlJ2anZYdmbkrEdyMDNzZMbBjIKZM8n4jjvuGEyA/DyZhM3Or6IBUbsoJb4yWHQ5qIhRSxGywZo4cvpL3CQqEhZ9ZFbEjIo+MrPkHYd6Ce11110XZtDMtDhAeUQqsy0OWHjMPuFz8nrlK1/pf7o9PyRq7OAD/1peQZ+3UTOOWUXxZsnz+FlYks92220XHmPKFQB9In74jAlJSycc1uQZH/icdElUW221Veg3M04V5LZk+bY6WfWRxmo7s++yH/KdCQ/pYvvy3QnbXfHTb/Z3+giPMWHb6UqJPpOkGS+KcFl9Kcof6T5bv2Vsqz/CiGLP1q39uF5UD5z8xTYatRv5aCS39hWDMKLo2LrFxPWieqUTM44UIDswszxmyOyA7JRc2nIZyBorOzUPJnrJS14Sdlx2dpILl/XMwJhhsSbHzJHLf/tCUvmIOxa30aOztjSDJVFy6U3Cpcjm6aefPmia9UUS8e9+9zvHsgOJmX7Tf+pahgHAWipXBIwPl/jMhDkRkYRJ0CRbZmHMyhgLZs3M2FmX3HXXXYNPZuIkdJaI7FPdRqrP6hj2UjaJjZMEsr/85S9htsg4cfKlsJ01kydJ6UqJsWAc5/jlH9ZY2RdYEgIbF2wXKan4qmKzbLIsQVKln0wYGAeuDOkL/QXHSYm31XCFRAJnEsJVIfs8SZkkzv6emjUX6S86WfEVwWdhU3zZQ5ZXUlhhRMEzRjp+GtmL5Xk+Yt243QzWxh3bo51n02JtPWVHvKJ6Tf3ARE7mzp3reGQll3dctnP5yjvhKNxlwTfUXKKTVA499NBwsHLAMvtgps1MhC+1SM4UkhWB208QmD/qmKgRBRxt4a3M1i1WuhxgJEK+lOTDK5P40CcKOxqzaWb8JFlOJiQc+g6PPqKDPSgHMf1HDo/Le15OyomLkxMPzOHg5YMdkjgHNB/GgQ/++DAbI6nZuNUf8aCqS2ZpLGukz8FF4iGx8C5Cthd3ZhAfSZarH066xI0uH2bX6JOk2f6cgOg/Vx3MqOGpyL+o+KKKV1R8qHhZWOlKz7ZjnmSibLvZPqFyMiUps/21H9N/FU68nDDZ77HJSZWJCX3khAtv5513HowVHDz7kS1RZBRR8cXLw0o3xgojeREqjKjFxPaRiWf1Y56VxRjbpq4ijKj4MZUvyxevEVYY6YmKD5Uty1Nd+qLSV9tiVc+isgkdPoWx0kRdRhFx0HEQwiPBcLAyc4DyQW5nkuz0FOidd94ZZofogGmUeMDIdxbFtmS2brHwKVaPNjokTH2ZhRwe8VPnw3IHCXa//fYLsylmupxkmDGRrElOwkHpFzwu6y+66KKQmM8+++ywDost1ic5uR111FFhfZ44KGBVVM+iWfp5fZatPCwybPAQf5apOKEyc2Q2yUmJOuOlqyLGjRkmJxwKM04SO/3T9tX4BIXoj2KycYsXU6Di2brFyrz0RK2+rQsL5eTC+rjeqMPJkZMTEwkK/WDpiRP4Aj9z5nsTlqQ4gfI4V/Ztluo4NijWd2AM/BFfvq2uZKIWZ/UsVjrCiFp9W09hZcNSa0f4GBvrSM/asTyLFzamRbDSSWHFy/IrbIparPA25hRGerHM2lI9pjGmdGKODajNjIhLWy69qetuBckVCG3W4vjSjC/J2Mk50Nmp84rFW71mB8vawDZ2NNuzNpkhUtDhUp2Ew0HLjJaZFF8SMWukzkySwpIGJ6rLL7886JO4Dz744HBw008+9FknL9qp/oknGoz7PzY+8WIaY2J5Vls4fLB+SnKiMDumXyy5kKCIneUndHRynuOXLjjhUHSi5cRFwR4n4UZF/hvppeTNYi2O/ZG+Mftne7PtuJKiX5yIpMv25XZQ9g/6RYJGl1m0ln2wNVZ9XhX7SGobFOVpHIvqW70s7OreZ9uHRvWmE7MGB8oOyM4LZXBYSyVJsyOraNCYaZ155pnhizKwvIKJJMXaa1yQCwelyC91ePhUHRpj1A5KA3Lqsis+dq644oqwdCAZlNhUSNzce0xiIhlxiU5fmDHxTGq+/CJRcbDyRRmXwayns86sA1jx44+Dlstl/KggJ/lfe+214QtUZpxau1ZfRqLP8ql41GcbB/HBxx+3AnIyZQy4HY4vJvmylj6ybMOyDzqyx/YnwXFbpAozaJ67HRf1SxS57FC3sdm4xbcUfYrwksGzWNpxAcOSFlc1XClRSMh8dJscfcUOyxQUxoCJBnzu5yahs625QgLDfi2/ATDwR30Vha2Yqafihk8RRrTGHcKDTe0j0hO1ccl3ym9KJhtQyS3P2hZf8YrG2JTvPKzFg13T+mz7q36Kln4e853z7hA2UHZa1kj5EgxHcgafWQVfmOkA54cYJDUOatbiGEhmGezI4LVsUOcg0ZCPhKghS1hRAJwsWFZg1ht/QcVBxy1v+lLQOqB/zJI5AfHFDwc1s0h0Wb7gEpgETn+ZedJf7TzYwRe2wTE7Y2yYibMkgF90ufrgMpp4my22r3k2UnrExqvD6JdmySxbEBt94iRCH5DxodgDVTahbF/tJ1YnKyZhs+R5/KJYq8eSC8sQxKiTofXBPs1SDmvN2k+YKTMebDco+zp944qR/YPtR7F+rM24jh6lyPiksEVwebHkyfCXJU/FnaWbihtekdhT2CK4vFjyZPjLksOnWP9ZukHR/In1ttq6/odXTSVmAomDUtv4DgFbPgczbcuztix2JOqx7bhtfSCjKDbpilrdIvWyOOtfdRtPEZ/oxH7jdlE70lMsjEvKVoonrGgRHek2Q2P7cbuMzUbYRvIyvqrojmQcVWxVwZbt/0j6qmKrCjarz3FibvquDIKjKNHS1ge+DV66zEJ0gKNDUVs6Ne7QX2sTbtwWz1LqKtKXfdFYTluxWJmtZ2HFFxXG0lhGO+bh3xa1U7rCilqc9CUTlU6WPIuvODQ+0pO9LCq/wsc4ycHnyWK5xcm38JKJWrnsxFRY+OojdRXJoVlyq6s6VFjxaKvkydCxcouL8dKLddROUWGsLdWhksdYK5O+dGxbeOnHMttWXbqyJxrLrV6so3aKwhNfNmLbVifWjdsjibW2qJdeY9asF7ANlLaK+KLwqfOxB6n0Ra2+eKKxLKsd84W3NEtHfFFhVlWfY79F27Ge4rY0S0d8UWGa7TN4bBXdzrFf27Z1xSWeqPgpGuuoHVNhxadt65JbfixvNF5W39axWRQb42xcqsc6asc0pS8dyUTFFxW/UdzoCSNaFCt9UeGsTfFiHbVjmtKXjmSi4ouKPxp91rEiH9DSM+aUEWuQetwZyYtgLT7LjuylqDCi6FT1WwRv/dm4imDRF17U2mhUF0YU/ap+i+CtPxtjESz6WXhrK6surCh6jfxKLoxolo8UPwsj2ymM5aXwZbEpG9aHrcu2MKJWp1FdGFHpy7baKQomxqFXBIuesKLwGhXZFka0Ec7KhRGVTLbVTlEwMQ69LGxKt/SM2RqRo5gH3/JSwaewCl4y2ik7kscy+HzEj6nsQymSU8/CIrMl5TvGWn1bT2GRCy9dG5d4jbDCxFT2ZUdy8bErnqh0RVO+FXMWJg9rfVPPspHya7HCxVQ6UIqVx3FLVtMc+pvyHWOHtOtrKSwawlMv4zfGZuHl18rxI7/yKYqeLcJbeRUstlM2rc88HfmWvo1LPNmnLTlUWMsTxlLhpYesClZ4qLVJ25aUXysvnZi5iyJVNBgpWSNeFWwj26MprxJ3Fexo9qmR7SpxV8E2ims05VXiroIdyT6VjcPq23qRmMrqF7HZjE7ZOKy+rRfxXVbf2gS7zbbbWZYrfVfGkp7F4UzAbUXcv2sDsvU6LxkNq2/rGep1bKtv63VKBRrNYC3G1gu4G7PxsrGVjRmsxdi6tZtVt/q2nqVv+Vbf1q1OkXozWIux9bL+srDcA84PsrgV0ZYsfenkyfNk4BvJ5SNFG2EbyVM2xWuEzZPnybDfSK4YUrQRtpEcm9xyyn39/BAtdRsmOhMm1v/ArvQaM0YIRkVTctq2Lnketfq2noeRzOrbuuRFaTNYi7H1Ij6tvq2PNtbaL+sXrMXYurWbVbf6tp6lb/lW39atTpF6M1iLsfWy/rKwZfn4bZQIsmwWweb1q5FfsHm+82wXwebZzpMViTsrtiLYPN9ZdovwSyfmIsEWcdzSaY1AawTKj0CVRDBW2PK9HDnEWPe5Wf+lEzOOSM7NlCK4mk7tZ9b4oF3UW6xZBhv3x8Zq67Feo3YRbKwTt/N8xLpxOw8byyzW1mO9Ru0i2CydLL71GevEbavbqG6xtt4IF8uLYIvoyG6jA7qMLdkUrYKVjSyquLN8ZPGxJ2yW7TxsFkb8KljZyKKKO+VDPOlk2Yj5pb/8iw2UaRcJrqYz8FNHn5KLYBSDvydD1RrlLo16TuGW9WvrhQ0MKBbBxjpxO89nrBu387CxzGJtPdZr1C6CzdLJ4lufsU7ctrqN6hZr641wsbwItoiO7OqAVjumZWyNJDa2FbcVd1Z8WXzsCBvbVDsPK50sWgWbZVN8xZ3nQzrCNKKlZ8yNDFaRa2YMDR//R5Q59CDf1C2/Vq/NthmIkJSxUXKGb/VtvUrfimKr+BMWqnozfstii/rI0qviT1io6ll+Yr7Vt/VYb7Tasc+43cgv+mUx1mYzWCUfi7V1az+rbvVtPUvf8tEvi4nxtl2kPhJ9lg38FYl/lc6YGw2CZre9ff3uuWUr3JOLl7lesrEvEORttbwLK5R+f2oRr6ujzW0wdYKbxIPB2oTwVT9zLlOsvq2XsdGsbhV/woqWicFibL2MjWZ1q/gTVrRMDBZj62VsjKRu2RjK6sexNoNXUrFYW499pNpW39ZTujGvrP5I4EeizzaOIn1oKjHLMAGrbh0XqedhScrf/N017sYHl7qePib1A9nZ19r7h5KsP3e6fpYrfByUyV197vX7znGv3mtz/1vzdn9m4qFJwy8KrG9bD0ZG8U8VXzE2bivsIvwiOrIHzdK3Oln1kcRm2cri25iydMryrc2sepbNWL/MsVPUZuyjSBvb3MYFTZUqvscKm+qH5a2ufVaMw7OWJDlUG5AdS3WrnuJZOfWsnZJd45kly90NDy11i/q6nH9qsf90Ov+Ok0BXtnU4fXrb4Pk3oHgK77mVne70y+/xvFryTiXl2HdWHOjZYvtk69JJ8SQTHcnxUtyxX/HlU9TybV1yaB4/9mNxeXVsprApXmwnjkftGCt+jLftLJ08fuzH2surYzOFjXmN2tZHHGcZrLWTqmObZ0Bkldh3rBfHYuUjiY39xG3rN67HuqtrnxV3U4lZYGhq4FM8i2lUZylj2co2P+ftG/z4Xd3D+Azxam1/tg+pGOpfELqi18yv057YSHrtU1qjnos+z0c+55xzgiDVvxQPZe0Q7PjcaJ7SS/HqI8huVcFmWx0usX54vvTFF18cfhwxXHM4x2IlTfEka0TzsIwzN/OzvXiONM+L5nnb2g6NbFt5nh+rl6qnsCmexTaS5+mWwVo7I1Gv4rsMNtaN23l9KaObZ0eysvbs/lcEW2kpQ0GONGV5eObkNrfvtusPmp7/xDLX3dnuZk/vCvNhzu9X/mOR22nTSW5yp58h+/+sR5/zt38MzJe9Anl8aOVj0Ba/uDrjjDPCW7F5V1ujwqDyho6PfvSj4Y0kjfStXBuBt1nwvsDjjjvOitfIOi+f/eIXv+j+67/+q+4Fq2PdGV4wwJtffv/734c3z3Dy5RKdF8m+6lWvqnsAPttU22as4h5r/7bfq1MsNq7RrK/OfW4qMdvsP1oDt9G0TvfvL9nWL1T4hOs/Z9z4mJs+ucsdtMXaYWYM78HFd7o37L+Z22BirRvLPO/P19zp/w6URFJm9sRbJ77//e8PvmBTb7gWTJS3UPC6JN5IwmxXl3tQ3t7B20s48Hndkt5ZiB583mCiN2XzZo/LLrvMnXrqqeG1TJwMwHGCQJc3e2ADP8xGSTD4AMebXuK3pzD+YHnrCW/N4M0rvAKLt2WQNCnYwK7eoKE+QYmRmSQYfg7MGzv0Rg54yOgPfN7CQuFtHPx8mDd48CE+7QfEwmu29IYS3tqS2umxgW3eyIIt9RkeSZR+IMM248fY0HfeN0gcjDmzYfpM34mRt6cQOzFdeOGF7r//+7/dW97yFrfbbruFeJg5f+973wuvxfra1742+LqzVHyho6vRnyonjyrYsRyCKnFXwY5ln1O+m0rMsaFmBkQY0dhm3VTXz3z1nR+TYMog9cmX2bP/6sL/TWRilE0hOXzpS18KCeLrX/96OMh5L198oJIUjj/++HBJzGuDSJAU4iUJMXvmUpkEy5uk3//+94ckx7v/vvrVr4YkQqJ629veFt4G/tOf/jTYet/73udOOeWUkIA/8IEPhORDYiGRfOhDH3I333yz+8IXvhBeSYXt//mf/xmWmEm+733vex2v6iI23hvIu/V4V9073/lOt/HGGwc7xxxzjPvP//zPELP6R1LmfXT0nWRGjG9/+9vdK17xivDm54997GODsR9wwAHBD30+7bTT3A9/+MOQIEmGehci48TsGf/EyzvvPv/5z4fnAmi88I2Nu+66KyRN3ovIq7x4JRfPWzn//PPDiYQYiJ+3cn/yk58M40ySfulLX+pOPPHE8CLY7373uyF5k3B51RNjxvYjuX/rW98Ks3ieScB4c9LhtWWM+Wc/+1n3t7/9zb3kJS8ZPAmFDdrgT/b+mQ0URjRLE3le0TbL08mSVcFm2VwV/CpxV8FW6Vuj7dzIdmo/aCoxxwMQtxsFglwY0RjzyMJ+d/IVD4RUy/5777N9rqtzmVvweI/Pjv7def5gf2p5lzvtb4/6pQx2cL9u7NPzirbaSzStPTtwzLxIqv/xH//hPvjBD7r99ttvMBaLOemkk8JsmcTIbO4973lPEJPYSQ4kFpIbM7hPf/rT7ne/+1140ShJ6pBDDgnJgiT7s5/9LHze+ta3huT2ne98JyRdfBMXbZIKCYa3LjMLJIF94hOfCG9c5j2AKuoHM290mB2SWDkpLPBXAcTJDJ9Z91e+8pXwvkWwdozxReInaZOkSFYnn3xyiPeEE05wW2yxhXvXu94VTiIkf5Iz722kryRHTiC/+c1vAg7bv/71r928efPcl7/85RDLv/3bv4VEe/TRR4cEaH0zi+f9kJ/5zGdC4ubEx3himxPa//3f/7lXv/rV7tZbb3V77713SMi8wJU4SNiMNW+gZsz23Xff4Idx23333cMMmpn67Nmzw3hwguA9jLwsd6+99nKvf/3rgz44ZuVx0djGfBt/LMtqCyOap4ffKiUr7iI2q2CL2B8tnSpxV8Fm9afRds7CiZ/CN5WYZVC0SmdTWGbHk7rb3U6zp4eZMD8V6bnneTd5fIfbYcNJvuXfzO2d3/7IY277Taa4aV6X4r9ac2f7pJ1XSMwsMWgWzOyKEsdx7rnnhjdi77LLLiHhvfa1r3U/+clPQiK5/PLLw2waGbM2ZnTMGElqJEXeBM2scM6cOSEpMDNk9sZlOTyWU66++uqQYJjtgjnooIPceeedF9ZCsXPooYcOW4bQBvzjH//ojjzySId/ZtskHZIthRkiM2BkqUKiY6Z8xBFHON7ATSLbf//9w4z1yiuvDJf9W265ZYhz2223dX/+85+DnPE56qijQkJ9zWte4/70pz8FO2DoD+u6Wg5BxhioTRzgKSxDHHjggWHc9thjj9BHTkicYDjhMBYkz9tvvz18D8DsmWUPEjg2WO5gnR59lkLYJpwk0WcsmcmzBMQJgqsDEj4FHDayisZW8nh/EL8MLWIj9ptnP2WvDD62XQUb28prp+LO07eyFLZK3FWwNq5G9VTcjTBW3lRixqkt6mwzwWRh1xrX516w0WR/k1xtjXnBE4vdNP/LkV09j3Xnlf5zVufDbvuZk9z6fo2ZRYzl/uNvnvN/iQ9OrciH2ika65C8tG6Mvp1l0U9kYHgrMsme5ESS5nIeHoUkxGwTXlyY3YKjICdp45NCciXxZBUSj/yjoziJC1ucdLIKMRKfkqZiZJ2YmGSLviHDFwmNtjDEhw142ONkwwwVOUmdPks3joP46DdJEzt8NI7YZBy//e1vu6uuuiokd5aJmJVrn2NcwFDwobFlPZzxY9ZMzHw/QJtETYzYI3GnxtXut6oTky3iW16jumxkYeE3KhbbyF4jW8itvUb6ZXRjWxaruGOdrHYKa3lZuCx+FWyWzRTf+inb59je8IwRa5RoVwlmOLZ2g5y/cy6kWebB7MZ8lHrZr/v88YMMHp9aqT+oxBXFlw5aklGq8E3+6aefHmZwXEL/6le/Cmokhc022yxc/nPQ8yXUBRdcEBLSNttsE5Ibs2e+qPr73/8eljXAk3SY+ZF48M+sWPZZp+VWPC65GxU2/j777OPOOuus8AUgfhRbIyzyzTffPCTaW265JcySr7nmmjDjp1/MoFn/JkbW0a+//vowkyfZMl7cWUJfuGJgSYQkh4wxOMAveRx22GFBzqx3+Pb0p0qT7GyduNTGD7NwZsVvfvObQ9K324h1fb7kkx7r7RtttFHQo0+clFhKAs8aPgmbNWZm/qxhU+gziZt+XnrppWEcsMfsmuWWVFF8KVkjXhY2i2/txTr24Ld6RepZWPipYn1n6aRwVXnWr2yleJLl0bJ9trZWZZ+tX+pNzZhjIyPVDgPBwevXMv7xdJ/75O/v9PNeft/X5p5Z0ek6/X10F9/yeHDHGvMTy7rdN869141rqyVXeCvaarOpvJhYviC5vuMd7wjf/nMQxzM81i5ZouBynhkeM0ISKzOyz33uc47LedZbKSwbsIbMkgXrtJ/61Kfchz/84SBjmYGkhx2SHYnsuuuuc9/4xjfCeuoOO+wQkvaOO+7ojj322DCz006Y2qmQsd7KcgZLACR8Zqzw9QmOM/5wlwaJiqRFMqIQO31kXZ07Gn784x+H8WCJQycLbjd75StfGfrPujdLM/hj7Z31epYnSKDcQcGtiJrJKgx045KKl/HFFl8g8iUtyxV8AUhBny8eiZ2ETJsvCVmmYKbPTJ31cuKhH2xTdHSFwXYHx/bmewa+eGSJipMR2+6Nb3xj+AKVbbK6FvrTbMnCZvGtnyI6VfQtdiTrWXFn8a3vIjpV9C02rjf1BhMOlPnz54cdOzZYtc25+64nFrr/PvtG99HX7x0eecGs+PxbnnJT/VLGXnPXCjzWob957gL3pgNnuRkT/AHoz/or/E57/NfPcb//+Ctct5cr0bMr2yRH/Mw0mfEyQ+LuBl2uK/7DDz886LDGSSLioOaSmERBAmJWyKyLjYecpQ6SEckOPncNkKRYzybp4RN/LBmQSCnocVsYSYWZHjaIAxvUmUlz/zSJRQV/zAjReeCBBwKOL8v4goz1Y+xzIiBhM4NExxZOSPin33xRSKIjfsVITMyG6a9iYuyIgRMLlFko9kmi+NJYsDyBLWai3E9MW4UkyVUIRckWW9jGD/2h7yyfML7EwXgRH/bAcFVBsuakxHaBx4fYscPM/SMf+UhYc2aNmztpiJn1eK5QKMTEuNI/Zvy6bY9tR7+xR5/KFrt/FcWyrXhVGyeFuLCdsZlV8vxVweKvET4rptHGjmaf8/rUSNZovNjnOEa4LTeesMh2/AaTpmbMBDLaZXxHv5s5rtP55xKFpQp/C7Nbq6vfrT++3c+f2/yyRZvr8jPlGV5ng/G1brDG3M6CxkB4Nk5bZ3BIBnxIypxkSAwq6KLDrJDEarHokJQ4sPnEOwtJgoTALM7iwJDQOPDFj+1ji2THh8KJgNhIomDki5k8cZEEKffcc0+QEbN4JDMu+0nWFGFZy2bJhcSfilFfVCpGsNTB6cc4VoacHY6xFJ+TEnHbxEz/udNCSYg2MagwbnxU8MfsXjbFp80Yyo7kUPR/9KMfhRMOy0gk4J133rnuS1ROEJwwVVgGUeEk0GxRHGXweRi2V14ZLSw+G/nOi2s0saPZ57w+NZI16jNxN9KJfTSVmMs6wSmYvIEdCowdsrZ8sdwn2I6BOosV3HXhv14LeZd2v582r/A6KwbAgQ7sz9afrQ+oDhKSDbeHxTokDkqjmGO57MR8OYz5tk1dePRJGiy3WB78ODaWG7iNzOoxG+QuCmbq1gfJm09esfpWL4svHfknQTKDV1tyxa12TGP92B93rrB8Q5HMYugXCZ11dNbLkcGTbuxvpNo2hjI2Y1zcLmOrGd0q/izW1svGUQVb1hf6VfxZrK03igNdZBNWvAAAQABJREFUW4pgm0rM1knRevGDo81N6Op0TzzT4173xTN9EqZT/su6/vC8OPfD8BXfAM91uXfeMc/PqgdukfPsLWbN8KmbA7eW3Jk85/kukqiK9hG9PF9F7Fh8kdjYyEpG1j52SISNkqHFVKnbuKnHa/ZFbFsb0rc7sa5yJIOmMPBWVb+zYrAxFq2rL7bPRbHN6MmfxRb1bbGqF8Vaf1Ww1k7RuvxZ/aJxW6zqVbA2hrheKTHHQcVtnKV4Kb70SKSzpk10P3nfoSElozus+GTEF33D5308yMgflAHgpZypvF5c5Au+rVu9svxmsFk+rC3VY121tYNk6aX4wkomWpYvHLQoNkvP2lI91o3bWXriW1oWm6XfjM0sW3bbWR3Llz8rF68obYS18rK+xwrbqO82rpSulaf6nMKI1whr5cKIxrK4Lb1KiZkOWcPqYIonh6J5WHS6Q0JlZkyJkmtdsq3NntGqXTH41Wf/CFCK4gkN88fybb2ZuGW2Gax8g6WoLZuWxjK1Y6z4Fkvd8m29mbhluxmsfFus7MVUuuKrXbTPwkGFpW59Wz4yFfhWT3zLK4qVnsVijzYfSpa/IByQqw6NbVlZXJd/8WNsWd+yA12V2DhuG0dcr9rn2J5tj2Sf4zjlZ/ikU5KCNGU4xUuZS+nBS/FT+BpvKGnXsLWknK2fLSnqN6WX4qU8pfTgpfgpfMyrgsVWUb8pvRQvji/LR1Fslr2q+JTdmJfykeLFONopvUY8K1fCTtnOsi/dKljZaJY28p1ntxHWjk9spwo2tlW23cg39oroWL9NJea8AbLGm65rohxmykOJV/aCeFBH3IF15oGmxDVaLxOiRVsjMJYjkHcc5ckaxdwMthmM4rBYW5c8j1p9W8/DpGTNYJvByLfF2rrkebSIflOJWdlflCBsPS+olGwYdnguroMF8TCd+q5IXKP1sjpjFRrD4i5hqwq2hJsRV60S91hhqw7Cmhp31X638KM/Aln7VtMZC4M289t62e5UwZb1NZL6VeKugh3JPpS1VSXuscKW7WOsP1pxcwxlHZhxDFXbVXxVwVaNuwq+StxVsEVjxkfWvlX6yz9ug8Kg/XEAgeQ5SQVq9W09pVuVF9uP22XsW6ytF7Fh9W29CLaszkjat7ZsvUhMVt/Wi2CtThWstVO0bv3ZehG81bf1GMuxxI9qdEzFB2keNrYVt5vFCica26WdJRM/pikbWXaKYlM2hU3J8njCiaZ0s2Tix9TaQEbhB1dsYz7iSa/2kzK1/HcUi3uWaDl2iJtTmzhhfJ1UAdUxCzZWFTblJ8VLhZ3SS/FS2BRvVWFTflK8ojEWxRa1l9JL8cr4TemmeEX9rAps0VhSevCKxpjCp7Ap3khji9pL6cErGmMKn8KmeCOJ5VfFPEJAP3aKT8D4Wne92os45Lf0jBmg7Yiyf8qZnFhMM1jZibHii1q5eJZaeRyvlVmM6lbe6rNGZTjVOImiUXS8ZC3Gil+U5uGtLGXPyuN9JKVveTHWtq1eqm51y/iVrsXH9vNk6Fq57MU2stox1razMOJb3TJ+pWvxsimaJ0PHymWvWay1JRsx5Ze4/OSfHz7F/tDtWVL/rPCm1phjw3E7Doq2dESlE7fFT9EsXQYmb3CEE41tN4OVLbBZRTqi0ovb4qdonm4zcctHM1jFMtZ9Vh9iqvhEY3kzfZaN1bXPiq/V59pIsJ2qbuessRRftNHYS25pjLUyW29qxmwNrA71op3NirUKvgo2K56i/Cq+xwpbtG9ZemMVdxW/WX0pyq/ie6ywRfuWpdds3M3iFEdVvOxUpU3NmKs6beFbI9AagdYI/KuOANfY/LJikX8S21JfSV1z/1PMmP9VN3Cr360RaI3AmjUCJOGHl/a6825d5O59apkb39Hn/t9uM9yGQ0+8DR1aZTPmvDW6NWtoi0fb6nPxsVqTNVvbeU3eesVjr7qdScoLV/a77138uDv1poWuZ2W7e/jppe5h/yTNuKyyGfPqsnYTD8Botlt9Hs3RXX1st7bz6rMtRjOSqtuZxLxg4XJ31YN97sjtp7rX7OJf6Nw7zU0I0+Oht/3QhxGdMZc5o8S6cTtvgMvo5tnJkxX1kdJL8fAV8+P2SMSTZ6ORrEw8sa0sbMyP27Ed245147bVbbZexWYWNubH7bxYY924nYctKqtiMwsb8+N2XmyxbtzOwxaVVbFZFFtE797net3S3jb34m0n+eWLdrfRpE639sAbmGxfKidmG0zeGcXqEQC6lpeHtQELG/NoY8/aTOnk8Sw2L56UXooX+8rqM1iLj3G0s+Ipgk3ZE8/6zfKBrtUrg031WTGnbMo2NI5HbeGtbpm69SubKbzVk9zysrDwYz3a+shWisY21S6CTdkTL45H/JhaPcksT/FIJvqv2Gf6Ho8NbX00Npb2LOPpPf5VbZ3+2fG+Glp60YdRrLyUkdpQvGTzqquuCh/73jfjd1gVO3PmzAmvmOcdcs2UVCxl7BTFp/RSvJTvlF6Kl8KmeFWw2CuKT+mleEViLIpL2SoTc1V8Ks4UL+Un1ovbKUweb1XhU35SvFSssV7cTmHyeKsKn/KT4qVijfXidoxZfyoJud/d/1y/22Si8+8tRWP4/LhyYo4d0543b154Bx1vPbZnlJSu5fHWYDp27LHHWnar3hqB1gi0RmCNHwFy8FbTx7tpXb3uR5c85toPWNct7lnqXzDt3LYz6t/MPjxVN9l9m4CfeeaZ8Cp6yytiltk1b61eU0rZ/tl+jRXWxtBMfaziruK3mX5aTBXfY4W18TdTH6u4q/htpp8jhSkSN4l53e5294GXrOeWLOt3H//9w+5r5z/uenqHv9xjxGbM8RS+SKCpQWkWl7I12ry4z2X8jRW2TIwp3bGKu4rfVD/K8Kr4Hitsmf6ldMcq7ip+U/1YVbyicXf67LzPrG636xs3dI8t8S+e9mvN641vd31+dcGWSomZJEpASqY2uCOOOMLxunmVCy+80O25555u0qRJYrkzzzzTHXXUUYPthQsXuu985zuD7ayK/CK39Sx9y7f6tm518urCQCm2z3k4ZCOBtXYa+ZNcfpvBWsxY9bmKXxu/xqMI1ZhV8T1W2Fafi2zhms6q3s5+edmN8zmz20+Sp07xWbqfeXS/WxKFXCkxKymnkhM8HnOnorblIbPtlB3hLUVPA1oEI11sSN/yrO24HutZ37Fuo/ZIYdWHPH82bqtv61l4i0VnpOLO8pfFL+vXxm37aetZviwWnTK+q2DjeMr4BWt9237aeuxDbYuFV8Z3Faz8i5bxC8b6tv20ddmOqcUiK+O7WSw4PqGQh32p9zvArInC36HMaZiNqoNOvKIcxJi+vj7X29s7+AET88BYHeoUaz8wBv5YfmojWLnFqW7lMd7KpG+plWf12epTF0YUXlEsupQYW+MO/bXyIe5QLU+eJ8OClReNWxhR7BTFoktphLXyGqL+b548T9bIdxVsfYTDW9Z2arysfDi6fsxieRls7LsKNo5DbdkUhR/7hWfltG1B1khu9eO6xca+rSzG0bbyGJvSR0elv5+nZNTeQWr5kos2NWOODcZtjHNnBrfNqZB0L7roorABxKOD55xzjppu+fLloZ6yhyCLr4HKkosvOujQV5rFyhZ41a1d6uKLSq52HjbWVVu02bjBN4stErd0RBWv2s302WKxp7Zsi4ovKj601Wc7GrW6xklUGmrnbSvpiI40Fnux7diH2paurts59MVPmtva2sNDi8ICRk7uaCox24HIqm+77bbu4IMPHhRfcMEFbq+99hpYY2Za3+/OPfdP7vDDDx/UWbRokVuwYMFgu2glawMWwVfBYr8Kfk3EtvpcZK+q12lt5/rxaNQaq/EirlH1rWWMgQGQr4FFjrphGbXEXOelrtHr+hfd5fr7lrvDDxv6chCVyZMnuRNPPLFOu9VojUBrBFoj8M84AmF275c5hhY6hnpZeo1ZlwpDJtI13nPFDFgfljJY2ujr7XHPnvNut/jUVzq3eJ4HD6wr9/W43kXz/RsLF3pebQ0Gy0X9pXTLYMHbYrG2bnWK1Itgi+hk+YqxcTsLl+JbrK2ndPN4jbDIs3Sy+NZfrBO3rW6jehWstd3IDvIsnSx+nv0iGIu39SrYMnbwk+Uri59nvwjG4m29CraMHfxk+Yr5Ycbs9VOldGLW9DtlzPIeeOABd+211w5++BXgjTfe6N8U2+cmztzGdbnFrueGU1z/0vt89l3m3PJH3LN/eIdb8eAfff1xz2u8QG79UY9ji9uxfl7bYm09D5OSFcEW0UnZhhdj43YWLsW3WFtP6ebxGmGRZ+lk8a2/WCduW91G9SpYa7uRHeRZOln8PPtFMBZv61WwZezgJ8tXFj/PfhGMxdt6FWwZO/jJ8hXzSdQxT75GbSlj8803dwceeKD8OK0xd48b73q3f41b8tD1rn3+/7klK5e48XMPcP0rn3NrLbze9V7ykOvf9i7XtZ3/WfbE2X6a788dqbn+oOV0xXba1tPa2dwq2Gyr2ZIq/izW1rO9DUmsvq0PaYxerYo/i7X1ItFafVsvgq2qU8Wfxdp6kZisvq0XwVbVqeJvpLBV7FTtf4zPSsrojVpijoMYane4jhm7unH7vM8tvfZk13Xvn9yKu0537f0r/Sz6Ode5dIlbcvtv3OL+yW767u/xSbn0pD64sp229aE4itWqYIt5qNeq4s9ibb3eQ7pl9W09rT2y3Cr+LNbWi0Ro9W29CLaqThV/FmvrRWKy+rZeBFtVp4q/kcJWsVO1/2XwlRJz1tmns7MzPPPiiiuuGIzlvvvuC6/u7u7udrvvvrvr2uQI1z51juu77yq3YpFfuljxtFs57+eut3sd5zbc26211b5cp3u81mCamDYPeq+vZMVdr5VujRU2HU1x7ljFXcVv0d5l+cjiF7G7umOrxJfV/yo2xwob96VsHGX1rb/RxFZKzFlnH26VY02ZhxlJZ/3113eLFy8OHzrU3zbedUx7geuYupOfKff5Zeb73PP3X++6tzrcjd/hda59wlyfktv9KsbIJWQNqmJSuwwdDWyVDVw09tGIu4jvLL8j2ecsH1n8KnGvLtgqfcvqQxWbY4WN+1I2jrL61t9oYtsW9yzRlNT6zKxPnOCfUTcaxa8xL3/octe1wQtdG7Pm8IxSG9rIJ+jR6EbLZmsEWiPQGgE7Atyh9thjj7kNN9zQsZqQKj1LRvAhRikHzfF8Au5cy3VveqiHs6asJCzanNUWag0fAc7LdhcItxZ5pj1fr+FdXGXhh2VBxrM2oPHQjmQcI3k1NJJxjaatke5zOn2PZg+StnX0DX8uaVK9xfzXGAHtFiTk3pVuxcMPuZU3XO+WPHC/f0yiv8VyoEhN7RYdGoG27k43br31Xdduu/uJzybOdY/zwtoC4UgnE3mtcokvG2saHek+j0hiZgNTygSnnaIKtpmNJ79gbb2srSpxV8GWjTPuZ9U+l9nG1ne5PtfmcyFWjPT0uEXnn+sWXXyRG/fE467LX/a19/lfkA5k5LbwnYV/4qBXbSVpBmyo9PsZ8gqfjBdeepHr2GVXt+7/e4NzU6aGmXPWtmxmHxGm3HauxTkS2KEeN1dTDGXQwlTpM/6Et75HJDFnbWDrKK4LIxrL89plMRpAbFqsrWf5s1irUwRr9akLIxrL89plMTZui7X1LH8Wa3WKYK0+dWFEY3m67dOrz7JhXrdyuVt89pluydlnuUkLn3cdfV7gE3GwF36ENHA75cDkIG3vX5nb7zr8L267HnzYLXvyGffUooVuxjtP8A8F7q6dyLTEYYao3LaqAYURNeYaVoURbQSw+2dRjGxarHjQsnYsplmsYknhSydmGbOdKlrPw+bJsJ8nz5OBTXUcPqUItpFOzVL6bx42T9YotkbYRn3GfpYO/Eb2072tcUcES272yXb5fQvcwvPPd1N4H6Rv9/l03duhJS9RO09m3ly8MKPk4eXeW3HQgGZRLJZthMCLYgdcJYgsNo673Z/A2r3aeP8bgcVXX+MW7naVm7LvfuwAmdu5yDYsopMIPLDysHkywFn7LbLRxBaxj07RkteP0ok5z1iVQWnUmTy/jbB58iJ283RafR4+ulXHS4mMRLzyr5e58Quf84ml3/X6970v8ZfjM17zeuem+8txiufXik/Seg08PM0EJR7QShLlOIR12AE78lHEpmzJToxVAIHvldHPjHFAIL91WN+wfPlDx9hrW9LjnjvnbNfrx3Gcv4V1/LIlbvmlFzv3on1cW4c//BWvbA9QtmGVfbsKNgqlVDNv32tkqAg2T6dRn2P/efqlE3Ns3LbzgrZ6qfpYYVOxlOGNVdxV/JbpX0q3iu+GWJ9UbL557u9/d1P97UaUZe0dbp23vM21zfJfYnWwhEEGysgsAFolnGimvv4498T1N7jupcv92nyfWz7vzsBvNHQNt1XO+I4VNiekUReV7XOefunEzIOIyhScc2ZotlTBr4nYZsdJuH+KPg/MIjt9Epns3wNZW2rwzxz0+9K8hx5xS595Vt31lIdd+SSdO/M06v9y1T7X6Z/sOM0vZ0z2YxVuRvWz5ttuvMkt7yp9+IdlhCrHc5XhX1P37Q6/9DZx4sRhXR/RGfOmm246zEGL0RqB0RgBEvPCri5vunZi5+/s2Zu6JRMmjIa7f1qbXT4xL2TZwpQ5m27slnZ1G84aWm1wwdTPl8VVS+SjlE2PDY887hl6m5PC0YkGGpf6rRVLE2378tSEuMVqjcCIjQBrzHFh/2vtg/Go5Lfbwt0r9Tpt/0zjODyvDXbWP/xhsN50JbJfyqbH8q7TVMmbMQ/ca5SCtXitEWiNQGsEVvMRiJLmah5tXXipmbIUWolZI9Gia+QIMOt4+umn3YoVK9bI+Ecr6Keeeuqfekx4INpC//3DSEyIR2sbVLHbSsxVRq+FbY3AajoCebOx1TTk5sMagdWKXOejYL/RF6itxJy7RVrCNX0EWN/j0+hAGM1+4psvgFIxKL6R9p/yNdI+Vit7o5A86/qXsM82Xb58eZ1a0Ya++MvSbyXmrJFp8f8pRoDHLV533XVNXdZz4PHIxqwvb4oOEDbOPPNM97z/9WJc7rjjDnf33XdX9hHb/ZeaMavzJM9EApU4j2pbr1y5MlMNHZZQKJz4eBHIGWeckanfSJC3jVqJudHoteRr9AiQ+H7729/65yD1lO7H448/7n74wx+Glz6UBhsAifkvf/mLe+655wy3Vr3wwgvdZZdd5l9SnJ0QhoEKMEgcdta8Bn9HVqC3NZXQX9/vVHK2Y2ENis/3FF/5ylfcPffcY8V19fvvv9997GMfGxzXefPmub/7H0DFRTbh23qsJ3lKp/TtcinjLV5rBFaXEWAnZ2b68MMPh+WDZ599dnA2yheEjzzySHizzgR/L/TGG2/soGCYWT/xxBPhQeYbbLBB4N92221hVrTvvvu6rbfeOrwajWTNm3n4wcBGG20U9PDHl21c1jIL2nLLLeuGA92PfOQjbt111w0xgX/00Uddl79HmxlY6scHdQaabAzOyJhFDsvMbWFcGA9iHzdunOMtQ1OnTg39W+IffMQ4cLWAzrRp00Lf6D/jyOxxiy22CLr0BV8zZ84c7COJDl1+XIEd7I50UUKDsp0feuihsO1nrjfTbeIfcdrV3RXGmfjoB/0jFk6CCxYscLzmDtz06dMdr75jBsxLpNdZZx239tpr14XLG5lu8j/KudSfREnG9P3lL395+AKSsXjY+17ux4VxY3zwtWjRIvf0M08Hn5MnTa6zp8bgNhJjgLYSczQgreaaOQI6SPmm/sc//rHjF6prrbVWOPA40Ci33HKL+9rXvhaSBAfN3nvv7Y4//vhw8H7oQx8KCZLkOmPGDPf+97/fnX322UF22mmnufe85z1hNoXtSZMmBbtHH320O/LIIx0zp89+9rMhKW2//fbuAx/4QN0g4utTn/qU+9znPheSwWc+85lwAJMYSHoc4KNRNCZLexYPnpzkp2/FSnffgw+6j370oyExMaufM2dO6PeVV17prr/+evfxj388xMmYvfnNb3ZTpkwJfYNy8vn3f/9398lPfjKYJPHxdg5mnSSmE088MYwndkl2jN/kyenkpJjKUiU1kuZXv/rVsH04yZFsv/GNbwR/bEdi49539L7zne+EfpxwwglhW5CU2Y7n+wdlcUVz+umn+x8xzQ77ho2Hky+yZX7/+O53vxvG5qyzzgrb/tvf/rb7/Be+4J588slgm0kBiZn4nnjyiZDkv/iFL1pzDeutxNxwiFoKa8II6CDlUvTmm28OSZAZHAfRgz4BkSxIGscdd5w7+OCDw+yKOp9TTz01HIwkIpY8Tj755DATJmlzgJO0STqsJx511FHusMMOC0mApHTAAQeEA5/ZL8mBpB4XEiT+mandfvvtQYxd+MykmXGNRtGYLPYnhvC4VOOkf+UK97Of/cztueee7u1vf3uYNZPEmEkSj2IiRuImufGB/wWfhGbNmhXGg3H55je/Gfj/+7//G+xcc801YQbOCYokqSWCHXfc0UQwclVOpqzTv/jFL3Zc3dAHZuosH5FQ6Sdttufvzvide9Nxbwp94aXQ9J1kzsmD/eS9732v22OPPYYFx9UOJ5d3vvOd7nvf+17on8YEZcYFO+wD5513nvv1r3/tSNgk++/+93fDdxXDjOYwWok5Z3BaojVvBDgQSY7rrbdemDHttNNOYYmCmRtJd+edd3bjx493m222WaAcjPfee6876KCDQhuZZrwsb6hwiYptcCx/sIzBgUnCpehyPe9XiSQ4Lpln+xkZMZL0SAhKoPI1EtTanL72DLfIJyZbVvqlDS7xSWb0mVkwSzt33XVXmF0SG5+4sKTBh0R35513hvFkPCjve9/7QgI66aSTgm2uLhgfkhpjN1qFK5hXvepV7txzz3Ws2W+zzTaOkwBXMpv58Z2xjh9r/9Psrbbayt1x+x0hDK5W9tlnn9AXGJxg6BMnWGhcGE9kFMaLojFmnNjuLG+w33HSos9cqZGsiS9VwMlGLG8l5nhEWu01egQ4EEgCLGlw8DF7IjlQ5/PAAw+EtVDWQEm2HEAkVRISiZPZ16WXXhoOWgYCHh+wHGAka9p6A7wO4ryEjB0OQHS4xCWhsbzBgclSBpfTI11sUuUSvt/+LNv7ffrRx8IlNicllnTQIVGTnFkbps2HcbRfWtpEwnNzuDphPPB30UUXOZZyOPGAffe73x1mkozZaD5jh23G0souu+wS+vCJT3winPjoy21/Pj+MNS9d4Ms7kjOFfti+UKcf7BOccFPbEx1kCxctdPGacWyvfnv6s2CiWP+xuJWY4xFptdfoESApMFPhkpK3ErNWSvIlsb71rW8Nl6EveMELwsyVWTJJkeUJljG4HGVWzSz6RS96UUjEfDn3i1/8wh177LFh2YJlj1tvvTUkcmZczDSLFpL4DjvsENYqv/71r4dZGicEktlolmXLloaXDAz68Almqu/3Mccc47785S+HKwpOVMziuSJgrJjZs9zClQZfiqYKyzh//OMfw1iTsFim+da3vuUOOeSQsIzwm9/8JpwUwZMsR6vgm+UnZrRsa2a0XCmRmP943rnuY37bdvsHNj3uX0vGspQSoihxsR05qf/ML3swDlxZxQU+tv/rv/7LffDED8biYW3ZT6flYep1jLbFPUuGX6/UqdQ3lvuN3CqtEVgVI9DhE+XzH/+Im/7g/eGmAp40N/X7P6l7uhwzNZIKX/RxYHKQMvO74YYbwuyXRE3C5dIWGTM8kg4J+YUvfGG4lMUGyZaZLEmJg5KDmpkYfGZ8JGoud7lTg1kmyX+33XYLfkk88Gjjm7scNGMFwwFNAtYyCrp8EUki4G4FksncuXOTl9DNjjMxaEzaly9ziz74ATftqSfCOD43bryb+sOfuMVt7WE8/vGPfwRdxoirB2aNOvnoSyxOKOo/48Y4UebPnx/GhP5yguFynpknNrlVkeQElhkz+JEqnDDZniRUti+zYe6W4EqELzF33XXXsA48/6757la/zfq97lb+zprtttk2bFe+4Nx2223D1RMxcVXFOjUxs7xE/9j+9Is+sJ0YG+6Jf/ChB93BBx0crna4mmCtGj5LOpwQ+PKP7zrYHxgL9jlOeIxN1hj0+PdY2tJKzHY0WvXVagSKJmaWFThAtQZIJ5QYNWuxHeOATl2qZmF0cMpGlh7yyy+/PCRd6XIgvuxlLwuzd/GgeTasXrN1m5g7e1e65z9wgpv25ON1iXnZwGM/U7HA48P4pcbQxpXCI5eN1FhbfDN1m5iFZ7tS6vz56ari8x0J/ec+50GewAMUPidu1sdZjqFN/2f7E/w73vGOkFgHny5XcEpLcuZKjLXnool55E5hUQdbzdYIjOUI5CWTugPXBJmFiflx25gIsyeWSig6qDW7tHp5NqzeqqinYoGX4qfiydIrYyNltyyv8Hb1yZrYUs9Vhs8S2Ic//OEwI1cMbEN9n6D+ZiV3YarQVmKuMnotbGsEohHgAE4l4kit1VwNRiAkZz8jjsvqsA1bP8mOt0qr3RqB1gj8a4yAnzmvrqU1Y15dt0wrrkIjwKxnNG43K+R8NVZiTHTJTZi2vhqHXTg0vjjNLCTc4RPhTPWxEGiZK8t3KzFnjUyLv8aMwD9b0hmJgY/XW0dzPXQk4i1rI3ebr+ZJmb4Sf15ybi1llN0jWvqtEWiNQGsERmAE8k4upWfM/MyxUdHZoJFeSj4S2LwzUcqn5TWLHYm4bRxF6/LbbNz4aRYr30VjtXpFsN19vW6Gv7/Ulnv9vcbPDTwRrpm45bcZLHEIb2MqWh8JbDNxj/e3y63j7/UdLP4Lr3vumOcWDtyLPMgfhcpo9ZlJ8cq28f4zbnjUCAfWj/luz09OB1c2AtvI/M4/iB+C1RRqY42Y9pAezdDqM7xBK9zNUjumgpKvd7X5J9vNSD/ACR+pUjox89CTVGlmh5GdscLKf7N0rOKu4rfZvgpXxXdprE8mD//yFLkOdKs993Bt42vPZqgTjGKjdNwmlrHCmhBcv0/Mj5704yGWzxzb7eWP44H7mIcEQ7WxiruoX+5Y/tYfF7jPnvGU63X1aay9rZbs+vrbvMQ/hGkgS8Ov8fo8r7ZYANI+CRuddg8Hg6wvtP3PtQeGptPFWH+fs7ele5trvv1PtwfyLfrbr/28+8Kb1nNzBuIYMBUIJ65Uqe9RSqMgL8tBEfhYYYvElqczVnFX8ZvXnyKyKr6rYIvENlo6VeIeK2zVsRiruMv47e3vdova1/apjzRGJhxKcm1+ltrfX0u+bT659vskHYonVlZjRn+9Tru36n+G5HUN1qs1wvITFp/+XYe30RtStn/9VJt/rVg4EQzEELlLNSutMXN2o0BVTzlJ8aRfBSvfKftFeIqhiK50hKkSdxUscSgGxVSGNoMVpkrcTWHLdCxHV/HnqAwTCdNU3GN0XNhOKH7La1QXZk3oc+03fj6B+hRE8qRQpyh5klxrZUAw0BJBj4QuPPxanVnw8CRa49XzsYGfdm3zQZ/YqnlKeddYo2HrNQQnhgqFsxtGoWXOdLgcCazsNOpCquOKuyx2JOKuMl7/Un1utHEieWo7NzteY72di+4jTffZZ4sYW6bPVbDRZiudC/AdEpdPfLWlhprFvvqc6Zgk2yRdS8T0u5b2atTnLm+vI8y46yPj4Z+aaQc7XkdtaXJOCKl5IAuT2KkSC7m6L5nih/Ifdhj3uJROzDwwxG4UbUxrmN+s63frlk+9ETbWVxu/fFRSnUFm7aNPHCndmGdx8iGKzMpTfZZuigoLjf1afeTx2AmLXgqL3OrInmKUDGrxWTjhY2qxscy2ZTfLr9XNqgvbjFz+m8GCsb41hrJlZeKJpo4LyfJwKR071nlYZPrITooOTCjrRSFp1RKC9RH3WSD2y1gPWYonTCNaBGuPeWtPc2F4JOda6XfdfgFhim9DYSsJI5/Y7h9m3+5Xj/3Sggqz3W4/6x3nZXxJV0u8LEdwvPjHvXo7fMZ5PRK1kjt4sFohoY3eJD9tHxd812Ji9TkEgoIvRfqMXuk1Zl7Zw1OTbLE7EnyersQTv7bbbrvwTjOewIQOT2jimbbUeUAIbzfgSVa8coZ3bOm36NY2dTbOTTfdFJ7olXquK51VDKI8OIQnSPHEq/j9Xfjkmb08WIQb1Xnwt/0ZLQ9I4cNTv7BH/OjawsNIiJvHAMqnldu65DxYhgft2PefscPzzFsosTC+s2fPDs/txYawyImZsSBe7lPliViMM3hs0k/iYjyIl4f7SJ+H/GCLccEOMmIHoz7wNC3s8YQunkwmezz6ER/w7Djhg+3IOMDXNkWXGMETJ88ctoUYiRd9xpmCHv3nk7UfBEWzrUPb/NFYGdZgVQdElo74ogKqbfcxyaDwGTeeGMczgamzrTSmyNlOFLY9dWzqgUvIGV/GhH4zJoxlPAaMNe/ls3x0GdtNNtkk+XAcbIcyfEJW4w/8VR/FjNvEzNPbeDkA/tmHiIVthi5tPvQZXfqPnBL3n/EBR/+tH/rCGPBRwQ5Pr9OjSMUHNzDnDax2nx1Zxd2we6nbZPoKt8vWs9z8BY+7Ox7pd48uHx8S7zZrL3G7b72e61m60l1z51Pu7kWTwjrwzO5lbquZzm2+8Trutnsed/Of6nRPLu9yM8f5V2Kt0+4Ttk++Ibm2uZse7nNP99biI0H3+Zl3u3/ONfIZnSvd1usudztvMdM9+Phz7qYFS9wjS3mgfp+b4G10hoDJU0NzYcbGjoH6Bx0aBcvNqfNovDgxW3U2EK90YSPx6ETec8bgMsg8XYlnvJKcecbtOeecEzYEOybPz+XNA6nCxub9azzKL5WYU50Dgw8e1k2CUMEXr5LnPW48po8d/l3vepfbf//9Bw8W3uXFa3J4lRAJ5Je//KW7+OKLw0HHIx55yAlJive4zfZJtGjh1T3Ewqt42DkpJEHencabDxgr3ivGe+R43KIKfeEB77yhlx375z//eXia2gUXXBDeYcZBQAL+/Oc/Hx4WTrLjObs8+hI/HLif/vSngw+eNcyzh0nObKsjjjjCve1tbwsHUmyPeHhUJbdI8lYP3hjNIxEpbE+exfurX/3K8WzhOXPmhPemMW74JB62NePDNmAbsSPqQeQ8P/cnP/lJeEM0SRwZfaaPjG9m8XaaKal9pIydLDx8jgn6ReGxoIzxQQcdFE5YjBOP0ESPiQrPh+YxoHphK9vg6quvDvs+fB42zyNGGRMKOMbmkksuCQ9I0vsLg9D/Yb9gP+aRlHFRzAPpORYXbvMoU150SmKG8sjSvfbaK/QDH8TAE9n222+/wZcA6O4t9gP2HyiPFWWCxTEQv7nlqquuCvspjz8djNv3m0kRtnlk5rDiEzJJeaWPYYqfCb/nyA3cYS8c75Yu73XrrjXXnXHN0+4Lv3nabbNBu/v5B7d0PUv8/Rte96ml09ybv3qPW9LX7k583YbukO3Hu55lvW5C11z30z8/7X5yyfNur9kr3Ofeupnfz9vdcj897/V+3vk/j7rnH/UnWh+IZuIsY0xpX+EO27HTffL1G7sl3ndX5yR38W2L3Bd+/Tia7nUv9m+sGe9PyFEH1M+IHZpD6TslTfB42wE7G4PFgc8zbKkzG6QwW+JZpLxV+K9//Wt4G8IPfvCD8CBrdlhmhCQjDuof/ehH4X1r2OSh2hSSkGyzw5M4VbB9++23+R3j5jCzIw4SFYl/wYIFYafnearYsAUdbLJTYYMTB+/2IsHx8HSStPyQuGnzvjje3UUhcaL7pS99KcxmfuYfpv39738/HHjMlMCAJwb6xkHK82g5CIkNOQU+b8fgioJC/Oz04KQTBP6PYkbOlQW+OdjZwTlQkfMuNV4qSTLnhZJf/OIXgxwMz6Zl3H/605+GHZ2+kASInYPilFNOCe8k+8Mf/hBixj8nR14PhD0eoo5P3nyBT140yUPisUEhsZNEOHCQ0ybR8hBx3nd26KGHhofSMzPCF+NHLDyUnoOPEzflta99bZDxkkxmS3/+858HfQSF1fwP+xrbTwmFbcMYkYA0VnEX0FGx9TyeZJYysyYhs2+zDUaj0AcSL5Ms/BEv+y3HvvZZ2wdbJx4ln5gfx4rc6lDnBM+4cgxljSV2WGKY2tXrtpnb5b7wi3vcKz9zt/vfM25zB+0ww894F7k3Huzf/P38Sveaz9/m3v7NW92MSW1uz8363LQJfW6T9TrcJ35yh3vNZ+e7C6593O2z4zSfRP9/e2cCpllR3f3T+zI9PUzP9NDDMEw3siqy6Cc8asb0zANCIIoYQPbFkU8ENEbDE4gQ54Mn0SQqCJoFhRADwUAUEBBNxLAEkMWwyDbMQjMwCzPDrN3Te/d3flXved96b9/7bj09mMdb/bx9761b51TVqVP/OlX33lMjMretWd7Y3C+XXPOsnPv1V+TUq1fIi+tGZFit5Pz16HFpU6v7vD9ok1+v6NM8XpVrb18lH9i/SQ5sH5bD9xZZdMg0aa6j3+TanXKH9eU6DGUDM1Yvioj1h3XEDrpYjmzASLBtaUiHQBlFsQYBOjbBBDAQ+He/+10XDw2NxxQW5YIGl3t0ZCxA9vFC+VEGrGYAkV0SsAABWabkgCwgRXkAKpxWW4CWEZ6NMwEsgAILEmUGPAFWpko2hWIwADQAYwYPhIdCUj7iraxYqQxG7HjMzg2M+FiOgCjAT/mwCrFOATDqBi2OtLHYCey4i1X/4d/7sBXXHQFdFJ/6M5hQNgNmykKw/eiOOeYYVz72PKN+ACSDE3Xkh4XFThsMitzD4j/22GOdRQZA0xbkAT/qCj9kBDDDj4GGcjNDYBCmzqSjzsjeLDiAmyUNeCIrdrFAlgSuseqoF8AL+NtUlqkxssRCREdYSikGMlGFjl67THfTPwZk6kDdkRNTV8AS3aSfULZo+Xy6XAHj7kfjSB2NI1/kxoCPbKciwBf+LIWhKwRmvJSF2UFcW4Xl5JxfsTqHZbf00FA/jpRhQlBx85CNIWnbaI38+fdXyS9f1d2wx2tl+owW2b5TrVQ1LA7aZw+55/HXpaevRVZtq5cV63vlsHfNko191XL5DT3yWI/OOKvrpKm5Ubb36xKFMmyfOU1a6hrktI8eKJecvK/83nuapKl21IEyxorOCaVufFSPumyj8a1NtfKv9y+TlX3T5LnXh6VvcEQWzNG9Jec2y/R6HTpUBvovrwrUK5RVeLM2vCj1nKk9UxWmqHRUdpqlgQBPgI6pKA1JZ2XEM9Bj1AU06ZQAN4ViGgeoA/CMwNdff73bhZilBTo/Vhp5wZ/pDAMCYMv0G8uTpQYAh+3SASIsL6xSpuCMsoAy1iKATRyKhr9cQByQAAguvfRSV0bKwzIGOzSwNo2lQOeiDhZMwVBSllXYMZkpPrRnn322A0nb7p6pG3VgKmsNcMoppzhL8txzz3XriZRvyWeWyE/u/onLgjIzq2D6hzUPD+RFACQtUG4c1dA5CaQB/Gzqx7STsvIDVImHHhkDlMRDC4iwfki+xo97xm/HDoBZ3LSV5Qpky/IH6/fsJswgQKA8DBpWHjoU7W/1pv0YkNAB+FAOqyt0DJQM2gba8MxXY2J8oHxhiF6H96b6HH2i/GEZkC/6zc4V6Gc0mEyIhy6kJY770Tji4wLtRPo4gIxLX24cbUQwHaRcDKTMiJ988sns7C/kG5ad8/Da0hWKC+9xjnzp8/HBA96OkVp5eUuLPnwbkT84SOSEhfPlu3etk6HRepnT1iCbdgDguj4+ViPbdo7I3h1tsn24TzZva5T2ukE58QPT5ZD9pqu1u042DdZL47R63devTkaG9DlUzbD8xVl7y5Z/fFMeXT7glj5qMw8K39w6Lpu26MPBulrZPkRfrJY+Lerg6Ljs0dokbdP12UlDlWzvRWfz9bZQO5dtMSMcHjgAbliQdHo6G4EFfKwq1oppPKwIwADAJtB5w/VeAAjrl86I1YpykQYLE8v4Zz/7mQML6GmgQw99ryp6qz6Um+0A5dVXlznelIHBAOWhLPZACaW6WafuxLOmB2gA5kzVsYjZhh2A/CdNs3XbVtmmAE/eWI+33nqrswwA6qRA/VmGwQrFimCrGmRAoDzcR07nnHNOFvgBc4CenS6wrKFpn92ezWJocEh+fOePpVn5YX1ax8smyJyQH9aadXJkhPKSJw8tsWYJ3KdMgDZtAj+zrqDBwmdtk7bK56cvxivowE9ZaP2a5fjjj3fLU8xq+AHMdaqQBNoAfvwIWDg5K1JcPsxAPvvZz2YHaspGWyFvBuju7m43EJlllq/Gju2Ef1b/CTd2UwT1pbw5MPFAxMDImjlLGjbltyKZjLjmnDpAX0ldLN9KaK08hY6UjzwsH0vLwMvGphgdtKHlTzoDc9ISb4OGpTEe0WPSfXhyz+5zDN/K8ICnAK5vWyzad1guO2uB3Pf4JrnryT7plzrZvH1I1ABWWGaNeVymN9bKhs073Nd9bXWsD9fLacfMln//5Vvy0LJh6VeL+8Ffr5ev3rxK/urOjXLlLetl07ZxWXhYo7TUDssnFs+Rkxd3yEmL95Sj3s0O3Lr0OMIa9bg+tNMHv7X6ZoZ+YbKjTze0HdRya0XjdDkq01AeFQEz4Mo6MgKnAzLlRVh0cixmwIZMOzs7nRXEtI5Oz3SfkRYLGksSKxnLd+HChS49Cg7gfPzjH3cWLhb5GWec4UAF+6mn53XNb0CtP6bkG9Ri7Yx0Cm+BWAUBIZY5sGCw8ikrwE/+LClQPqzjYQWgAeX7spaJqTkPX1A68uYBZdixTDnIAyAEoAAgrMMeta4BPwLAiIIijwf1wQ2ysoawdVWWaU7XPCweurr6Olny6SWuIe+8887sUgL3wsC0H7mSP52HpQ/qRdsgY/KlDHQarFqWk+hMzGSQPWDNgMJsAzkwkBg/6sigifwAXAJt06WWLnXmeQCDC+BjAWsbenSAumL9MoMhUD5mEcx4GIAJ5AF/lrq+8IUvuMGLOlAeC0kWs93nGMoujN9d59QBmZhe8NSdc+TFwz4CukHAMEBX0EF0CjkhM+hpO6sL8uIeP84J8IyLJw2B/KYiUC7ytnw450dZ0Rv0A10jEMcMgdkZ/Z3y0ufQiXCQNn5WP64JpLc6ciRwj36E7Ew+dnQJfCpp1FfbFu4zKEvP75RnXtooP3xgg74JgdFQLcve2C6LD++Q+c07Zf6MQVnQPk2eX7lJZtSMSPd+43LJSR3y+NPr5YH/Ud3Vntes4H34Ie3ygfd2SFP9mLQ2KtjWVesbHVXSO1IjS298XS7/fo985cYeue3BdWod18qO/mH5+Ifmy96ax3v20tlrXY2s3jggK9cNyBZdHilFl3P1qeCtDIRy0kknuTcIWMbgZxYYljQgaOuOLEdgFWIVozgoIRYmRx4S0QmZDvGQDNDAmsK6ZGmA6TXr1XR4QJKGYfqMEtPw06e3uqWEwcF+bbCwSrlzaACTyy67zD3tR5EAYsCJNW6saKabAAhxrGuzNIFlaB2Otw4ADHvKbNxRGNZmedDFkgOWOA+52IWXel933XVu5gD/RYsWuXVeo6UMKCx5vksBDqvDAvliKbMuzLoyZWZtnukcwZQSReeBH+vQ8MMCX7JkiUvHrIEBDnryAJhZ64YHb3ywXAQoI2MGUToTFjXryvBjc0n4US86pg9+vW/Rom7dD+17ctVVVymNt6a539Y2070RwgNINt/kLZbzzz/flRcd4fkAepDjl2GrB+K61Vp+4IEHHB3lYIBLaFZHiPxNFjlOpZ2VQpuUJhrPjAL9BzxoO4KVizqwfMZsADr6AEsc6PtTTz3lZiOAFoMp7WWBgdPam3gDeHvQTjp4I2cAkHwtvfGo5BitGzzgTfswkNt9qx/xGDgsb1kcBgBlpl+jexgG9MPwrRH0DqMBGnhQDwJLhxbPPWabJlvkHAY3DGXQjgWE9oZhufSMLulqq5O325vlyrP3dWvNl36vR3708Ga57uJ95W+X6ECiyxMDo1XyxIoR2aulVr50epfMb62Ww/eboW0zS97cPi5/f9da7Rt98sWTO+Rds+cqOOsSiFrC//FUn/SON8jWHeSIdvJhij541Prd9d9b5cLj5+jatM7a95ymg4G+lPBWjdRtGJTHlu+UD+xJPyqk0Xo7CDVf+coVS4Proqf12lAIH7BkVMM6o5MDbnRAAAOgQLA0EGu1gBCdn46KlUUDo4ykY7qH9YfFBiDRgFhVpAE0eLrPqEyeWFfwgcfpp5/uBgAUB8u5SwEYxSd/rDn4wotzpvYoEErA9RFHHOEUGaXm/GRd94UvigRAhGuwgDd5M0CQF2Uzq496wY/XBzkyIJEvnZH6YBEwG+CBGh2J8mA1IhfkB2DbkgflB1CtzNQR2UIHT5SbX6cCNcsh1AXZAqiUA/A++uijXb0oJ2WiM5EXFjr1gIa6UH4GN+TNUg7yRXYAAOmNnz1YpAyUj3xpq0MOea+TZ1OTX0tdsGAfpWtxyxB0IOgZ4BYvXuzyRM7kyeuO5ENAPygLckMXyIPy0A5WX1UC2XH/fdKoy0yo9JDWf9rJp0pVbf47sI5hGf/Iu1hIShONp00wSKgXOkL9MTI4kpYjdUI30CvqyTltBC3t3KltSjzp0V/0kKOdc0270E5hPLx5wEp+tEu0bNk66ly79567pVFBkpoPqh60qBy1ANkknMTRU0YMKIwpyk05yY/ykJ4Bgfaz5TDS066UjT5sbWzpiY/Wz+qFnKx+HInHGocP+heWD0x+bHmvPPAKkKnvRatabd3SK4+9uEVefmNAVqzdKa+t2ykvrKmSVZurZWXPVq1gvby6blC+d996eeltgL5KNr+9Ux59cau89Ea/rNL0K9boG1X6ltuqDaOy8k2e6dRr/KD86wOb5Zm1+v2FLnNAxx9BzQMZ1Ffp3lDaNRv69bW6enni5e1qSW+Rnt5G2aYW9tZ1a+SDB7fJvFnNWf13xMG/YR3Yw1D2LtnNaiVZAJjpdKzVAnAoCdYOoBMGrFyESqOFwg3TRM9pDEI0fVJ8lL7YNWXnR4cijzAf8givi/Gy+1E6+Ed5W9pdcSQ/flhrgK6BHryJt+lnVO5GQ3qrv5WHMufzox2KA5nRkyc/gKcSGRofjuPKZ93nL5I9Vve4EuxQnu233bHbvcuFZYo7Z2mCh7XMqsI2CNMi81AeXPNLSg9tlCbkxznPb3h4jNEB6CcF513ugk/LjA1vOTlua2iUjh/ewbpZEklePFYvM79i+YREVr/J6D96xCyZB+CAdhhY6PjGPWvl8rsHtU6sHrNowf+cruLpbWQczFHZ6+A0vUavNUXfKMYBg5LK3y0yoOMeb6AH6D3NuDTV8AxAn5/p+8z+2z9NGgTS8bUgd1lfbtI88GDX59L7+PfP3Ch/c06nfPjgWfqOszdMAhaunfsH/Cu1Fm/zVLsu64hSYbGxFgww8BoWI2I00EkLhTgFDJU4pE2KD9OUck7ZkzpFqXlEyx2lS+JP+aK0pZQ5mob8+MVNY4mnTeIC95LahDLn88spOryKlZtBgF9cKEYbpcnPOXr3t+caCxLDBLlGg9U5eo/raFyUttg1fY98sWKnMgD65JOkM9G8k+ocTRd3bbTcQxeZ+cVhil+B1jQKmnxgQgAaCYCli3dYy4ND/Sl0blPc9pauu0FKpclvM2gVW90HJdD06Wt4FoDZ6GNH850BmOs3jTI85oHaaEo5xulBfM8thVsmDZ2Q6fhkQlzBJsNvd9FOptyTod1d9YvLZzLlngxtXFl+W+IAEEAyLkymzsVoCw2CcWWpNI5yxIFjEr9i5U6iIz6k5TxJrs7uVEyNOi6CB2DpHW0CowyAObDUM3cNKPu07pD9Z7TegsYW15mnpYVbhhdjAZZ0NBhQ58fng3/+vfiriXZ1fLrYWEY3Akc7j00YE2npJ0NrecewT4yyfCuhDZlOptyToa2k3P9b61z+s+xcC/1vrbOV+53WEStHTqKFzyz9ZMpdCS2lAiwJ5nrTOxoKwXAiggJdBqwZg9vx8IDMQoennwj8hnk+OXljhefy5r55q/PnmeJl+PuDyYur8NwSTQqYGdFgyjEc6Yx5oeNkaY13KfmGFQ/Th+fGL3oMae3e72KdqTvyKkVmJiejqVhemc4R8it0HrZVWM7wPIk+pA3T7PY6Z1Ci1HzDcof1DM/D+mTPHTB5kCEuTF9q3lleGfqK27nSOmvx2aEEt52s8Y5l+GSt4cy1+bUwz3ChVUsS1p8JAKwn0SWODK5bWgN/40V6Fjl83mqY6muSYfD0MNGV7xhkRsbWdqHsjUc+N4stcjSGJAszKERmNHYsh7YQ3/BeyDuML+W8GG14/3exzsgwlEGSTC2NHUlXqrySeObFRwAlvBen4OF9zsNyRe/F3S+WPqQJ0062ziGvMI9omUupc5TGXQNIWeDKAXQ0r2g5jJfF25H43V5nrcOIAjMhXCsGTPnDwRGBtWEfMtf61Z4PgLrOy0wOyiuZNsMhS4tdDK3/JJwlEoIBuTntJ65a01iOXFsw+dt1eLQSh3FFz6MM7TpspCgTS2NHu2/XhWgtbdIRWn7GK5ouKd7SlUIb5WHXhcptaexo+dl1IVpLm3SEtpRyF6K3ckTTWLwd7b5dFyq3pbFjObSW1o6+G9lV7hjlnbtT+KwUeUV52/XuqrPVIMy3ULktfdwRukLlNhrLK3pdKF+jsWMcrcWVejReVm67LkzvQTiaBqB072jw6XQGFg00LS14zEO7aMjRcuYhdSItd6CN01LWuH28W45T9J6YS2EjIS59tJwlX5cmyHh2k6WdLH18qYrHvpP5vpN5F5dMfIrJlNlxjOsH8VlNiJ1M3u8kbaV5Q1cpLcJ7J2lLyluNVO+LGaUA/DJLEqFVq97gbAnDjgamBrb+iGHnf9jCBOJtCaMwLbKyvD0t9AB/xhjniqi8UKiOuxSY83JNL1IJpBJIJTDFErC1YLLBguUhnF8z9m9QEM+6sHvPWF9lwyOcJnHX3tb2b15wH0vdliB4G4Mf17wfXaUZqSsMB9bEE8wOdm9Eax4AOnm79Ary5MMaNPH+p4cgFJrNlP26HK4y7cu3II+8U1645+V3Pj/lgwU+q2R04D1IXvHh3D5k4B7vYfLObdwIQuFH9EVz/Flwn3dseT3JePASOn4H4A0Pe4cWOj5sgRYJ2X3Lg/xDWu7Dl3h+0XJyn/TcI8AfXvxIC20YaIpwjLT0pKFcpLeyEsd9+BO49/rq12Va8zT35ZSLzPwjHR+AECgTgTh48sUdrxchBysP5bXPWqNyhg/3SAsvK4/x48tBXpMyfsTzC/lZ3YmHH2UgH5MncZSB+yZ7aCwvVwHqkDkJZWb3oseQF/ei19H04XU0bXgdnoc0pZwXo+U+7WsfW5l8kI21u+VDeyBzk100nmvjxRF5I0+Tr6Uv5VhKuZP4FqMl/6Q0SfFhmUmDfPiZnhlPrWyY1AFtU9WwzG0elAPmz5Sedepgf4d+Si4qGwXW2fX9ctiCVukfHJPn9Yu+rWPTHE1zte56Mn1U5rVPl9fe2i5re+vViVGdOr8flNnNihvqGAlwHdWHe2t3NKiT/NrsMgWLGVjUlLNR081rHpAD995DNmztlxUbB2X7uP+mo4Z0vuB5ZUauSXIoG5gfVIc8BsxxTBEiznlQKlxc4pcBr2IoEJ/p4p4T8MAVJ/f41JPPufFlzOepYYA/DmBwdsS39wQ+E+aDFj7rxIUofpjxWcFL8PgkxgUpFV712ipZ+tWlztsdq+8HH3iQ82OB5zvu8yUTjuFxwATYQ3fCCSc495PwpGzE4+sDh/64E8WHB3lSF+pHh+BTVPxDdHZ2uvLZv3y1UZDWPC3gg4IdIC666CKLco5t8LPBZ+gXX3yx3HrLre4cfxgWkC3ywLc0+UnHsHYAAB9QSURBVOMInw6OjwGcNeGvg8/P8XfBV1qAgMmZgZKX9fFRwue7fM0FHxxLUbazzjrLedwDEOCHxz/kCj/8YvCBAXnCDz8g8OMTa/jxCTUe4ig//hz4nBbfHN3d3c7ftG2CQHvywzkUn+eHISedXKyBdS5GzzQylCX3otd56SMX0bThdXgeISt6WYwWHxBXXHGF82GMjPkYi3amP91www3u83kyYTDE1wryo0+YHwr442eGNmPw+853vuPagjamreFNO5QbipW70P1C96wcSWmS4o2OIwYXuwjh+pc+Zj5D6EqqSRnLBy1Ry1adGF2wqEUu+lin+k3G6Jkr37zzDfn+L4Zk3oxhueXP9pOOVv02T5P/6tVeufjv3lSwrZELj5spn/nobDVO9IvA/j3lb25fK7c/NSQf2XdI/vZz+8v0JjXIlGZEf2d8fY08vUa9OLolDgVbjeMrP7aO+v19x+TbFx0gLY3qD3p4TG75xSa55qfb3Jsbxx/VIW1N7DUY1i550CJVvpmXTxd7hXMdOhcdE2XD5wKdHIUiEM/37fh5oNMDZDfeeKPbggglxKEO6VE6lAvFw18CDoTgi9Lxbb55qHr00UcdQOLLlx0w+AQVz3YoJKCA+86HH35Ybr75ZrnjjjucYx7K8uUvfdn5kmBQuPcnflsqnNqb0yVcfy5evNgNIsTjrIg8AR/zkMZggEJwH+ufbY9IR+fAP8Ct6hoUcAS8+DQd4KRc1M8sGurCDIIBiPsEwBXnR8QRxnT6AwgyWCC/MEBj8oXuc5/7nPNZQFkJyIwBBhecbA113nnnuU6KHHGOjyN+ym3O+ZEHZcRrHj6QkRnAgAMmnMsQ4IcfE5wKMYggZ+NHOuOHZYdzIjoQgxkDK65aGXxpXyxrfJrQsQBn9AB/Evj4gAaeBGTFOeUKQ0SP/a1IJPW3EJ5bXKFjmD48L0QTd68YLTqFHqMjyB1f4Dgqor3xb4JMkRFHBk0GUCzE5cuXu0ERnUNf2N6LvBgE4UccwMXgTLsmBQBkV4didY7Lrxwa9B7jCLe76Bm6lKNHCUwR/Drwng1jcvwHZ8r1//66LPzSs/KD+5bJpz4yVz3FbZdPf1SddKkzjT/8yrNy4TdekEM7m+RDXaPSMW1UPnJYi3ztB8vk6D99Th55dpOc8MF22VO3gdqrrUm9w/XJmf/vaTn+8hfk2MtelWfWDLsdTKxuLFpgMc+uG5DP/1GHvLZ2SNM+L/9452o57qg95N26B+Bh80bkpA+1qbN8dDu/IQoNTmUDM054AGQA4rTTTnNAgKWENzEC4MH9zs5OZx0Afji/6erqckoIUCN0QBnLG6Hz5SAdE0AFBNmDD4ABGHD0g5N7m/rZNJmOTUOh7IAZ4GhbQqHwKC982tWhCo5UcOSDspvljYMULBfoiWfKTlkI8GUAufzyyx3g4P0KIeKIBWDBWofWzhmAKCMWKx2Gcxw78Z0/wEbe1AcXnQTygRY6Qv/Oflf2rn27vCXgYn05kCdAh6UKcF177bVueybkYQHvdORBuZAXlj4DED8sejo61hSzDZaiqDN5Y7kiGywRPMrhO5i6w4+2xfLt7u52MwN4McAwIIX8GCQpIwMLdeXzZMCGwY30yJU4fB0wqCJrBm2ACKAmkA4PgCYfq1e+GmdiI5GhcofnxqPQMUwfnheiibtXlFZ1Z6bKjXZBxwFqzs2pEbJBRjhDIuCsC/3iGp3DDweDOLIj0GbM3tBhdAJeSV/IkV6Nul0eitY5JsdyaZADXiBxngRtSO9NHDJhFqa+KUaq5aofrJAfPz0sbw83qw9mXUJTXcGSPqxrpvzowZXywpYm3VBVB7y1O+R9+7fJxv4qufKmHrn3ed0BRTdt3THA0okKS8F2Tts0NRhqZOH79pETf3+ezJquS4dOjrwzzZIjisgSnbgdTGZNq5G/v/NFeWlbizz0cq/uITisO5g0yAG6g8kM9f9c7uBY9lIGwmFvNzyhoRwAEO46UTY6NdYyIICysUxAJzYQAYhxoQm4ms/mnp4eZ0XgCImA4kJPgwAM5If7T6Z2OEk68cQTHZBzDwBkWo3lAD/AD+Doeb1H9jvwAKfUjqn+Q3EZHLAiUXp24WDDUva8w6rFCjTlBlTY1YRlD1wPxgXqSqhSkMVaZRcWrFPAhUGLToQVSR4MZoz85AUoAcwAH1tPAXxYvytWrpDFixa7AQW+8Ee2WOf4h2bqa45qAELLH3kxEDIwEWyQoSMDeNZpSU+HZsCChkGkUwdP6+wMnljQ3AOESRvyY/CDH21pciINZaT8tBMgzJE0eMmjbTkSx2CAT2x2oKFMAIpZyAzUWERYzvnByzgvLgZkqBt5REMYH56H6cqND2mTzqM8a7S991PdZzBmCYf7bL1FH7KAfHCLig4DxsiCOAwV2gZjgx1y+KEH1Hfp0qWuT+A5ED2Khmg5ovej1+WmD+l3JS286CP0K2QQF5wJlVEPmn7rSJ08trrWrfUe0dEnZ33sYLnj4Y3qwL5W9prTJGv+Gxitl6HxIXm7d1j21V2x3x5Q/+xraqW1ZkiOfne1LDx8lnz/3g2yeafGtTTKAR3spN0o0/Rr+7O7W+WCa1bLM28q7Uy28dK1b/3fN1yjzvfVeVFDnWzZqc/O1GlSn/ptHtC1jzkzm9VBvxp0Deo030+Os1UpJq+ygRmGdDi8yJkCsRRBwIpl+oWiAL786OjQEJiSQ0NAsbCysLZRRlxlkhYaXGVi/RHotCgia6hYdIAwU2EAHwsQSw9AYWmCdVKssKbGJunb7pcOzAqGD+ACeHBkOglIAvRYJEybbA0LZViyZInLi6knaYyPK5T+MyAADigr6+msfVN2vOsBngwedD7yBIgJ1iCsC7IMQN7sndbV2eXAkMGMQHlZusFaZ9ZhYOhu6j/Ln0EGcAXYCPDnRxw08KGTA5a0D3HUhWvqaW3DjAXrGn78SEtbGT9ooOUangTS0F6kpzzGiyP8DEBIzzILPKh3mA4+dm11Io6gNpI/ifwnfZg2PA+ThvHheVKaaHw0H+7HxYV0nJNXmI62YdMDBkMMEAZ+lsDQEwCawGyCgQowQp6c89wD3+BY08zg2FQCPTJ5o2/0N5Y6GPhZ1qNdLSTV2e5Hj9Fy2/2wLhYXPU6WNuRXrNyUR4Xsf0rIJaFe13rfM7tfrv38AfKb17bLTT/frA/yGqR356iCo3/LgjcqmtW/8vpNuvSoPKbrtlFHLRiTL5wyX/7rmc1y3zN9sl0B/LGXNslvVr0tv3ih331d+OOvHizHHNksr23aIt/64/1FsdZZ5A+9MCy33f+qDI/q3n/6Cgce7WrVC1JdjRojA0PqZB+/4pTVl9H+F6ujG3gscalHgAirig6HAmFJEbA8efhD56MT8lAPKxcAoBMDrIA2oME0jQcWWII8tLOGhQ+0BADlueefc1YuvLByocfqxiIENFFEHkwtVesBC461O4Aby5BpOzyw5hkE6BgAHeUFAHEaj6XN1Jt03KfRsdiZ5rPJLA/9AM5CAf6szyIXLGbKZlYhAAVP8iONNQjl5mHozbo2fs+998g5557j6m33yY8dpblmGSPJcoAPa7vkS3sw6DAAYp3RoaHDoqadWHagbgAmoMAuJYAGAyIdH8ueTs9gYvyoi/FjFgQ/5Gf8WBMF0GlT5IcssKIBn87OTic2ZMB6PEtLyIU6kQ+8SE/+5FNqCGVUKk0l6eLyiYuL4x2mQ8YsoZ155plO/1i/x6BAV9EN2gyDAsOC5QkCbYlMGfjgxUyQtPQjDBGc7dOWTPfRY9rPBue48pQaF5bbaOLi7F54jEsXFxfSVHKe4wkig3j6tpbar4fM2inXXrKvbFQfy9+4dbWuB6uFXFUty9/cKkceMFP39tspc5qGZW9dP3551Sa3P+ARew3Ln5+zjyzv2Sa3/OdGtYB10wFlOXdeq0xTfbc9sVVFtT30GdpglXzx28vlkm8vk0uuWy43/uwN6R/zO5h8SHflbtf15q7ZOqvUB5BrN/bLG5uGZcegf1BYTl3LtpgRCuuYvKlAR+UJPlNZlAawRZFYEyLwoBDAxDKkQwIM7ICNAgF6dHjWl7GmsMawgnNC99YJSnjffboFk1oK0AG2ZsHy4AqF5Gm1TdGxvAGW7u5ulwcPnwg8JAHUAR9AGKCnXAwm5EG5AThAhw5BoPxYwpQVCwcQigbqDeizvo2Fw84fnDPl5IEhljlvYPDwjQ55ns4OCAAT1tBN/3STzNtrnszfW8FwmV+D5j5lwKInf5YzOhXk6ITIMRoY3GgPgI4NZpn6AsrIknrxUInBiv0McYyPBc/2XbxtQVqAmzbkLQtosOKMH2+lICvjBy0Pahng4AeYoAfMXlhWon6AEO1gFjcDKIMB/AlWN5Z2eFjIrKG3L/+hZ7SO2euMdZS9zp5YJ81G/Nac0Gb4akZfkQODEMYFOkLgHMANl/2QEQ/00GvikSFvayBTBnke0PJWD7yRIfKmrX83g268UT8kV57bKQcpKN758kY5tXueLlvUynU/XSf3P7lFrj6/S/7kD0dlju5u0thYL7/SXUU6dMPVK8/VDSCm18iygRH5VPdcWd9XI3c/qn6rh6bJucdMlz0beqW1uUGmt4zLQ88OSa80yW+2+MFAEUrfutCdfRSEH3+5X05eNF8d9q+T979ntqzfOiav4nB/U688t3qGHDQj3gYGP0LMs/araAcTQAIlYMscrFtG966urqzVA1CSGaM/ozoPxABwHg5hqZmFhlUHqAGMACIAhtKyFo31C2+Ae0yBlAdp8GBbKzo41ilHpoBY4tADCmatA4IAFSABf9LawymUGdBjGojlQZ6AKkBKsE5C54AfnYMOYWuCWHn8yIOA5UN5GbBYDmHwwLk3yxqUGcsUYDz11FNdR2K2YXWo1hEdiweZki/5ICMGLQCRdW5kwEzEdswmbwYX1r+REXkiR+qKZcWyD7IHRKGnjoAfu5xQRuJJB6A+8sgjzsLl1S3KQLvBD+sXfrQRe/IBzMYPIIEfSyy2zMJyFvLmoSKDDuv/8IcffLD+7XVIysw96svegMh1//32d/Uzi9EJVpWWHUwatk3cwcTdj/1Hp/ntCXQ89AiDACOAZxEYMMyW0A90kW2mutWQYAcX0hI40r48LEfH0S+AGP1giQydeFDfcmJGii7RLwD9uFDFTOqe4juYxNFWEpcENqXwitJyjdzoP6FuMAw/tmyHPLDMO/hsrR+V+bNqZc0mXTqtrZPGJn2NrXFcHnlRZ4PrdPOHgWE5qEs3DFYg/YefrJFfrW5wa7/zZ9fKm2/riwQ1tdKsNOP6PvJzrw3qLij6xpC+J3fIu/aQBn14d9svt8kDymtA15B5/Oc/LtH0ejakO2+ven2rvlpXJfvPb5W1m4fkhnvWy4u6S8r2wVrZpDuYHHXgLJkbs4OJgfIu28EEgQHITFNtB5MeXXvGcmJpwQLpsHQpANNuKwj3o41gNNEj6Zg6Q0unJxgf7tnaNB0+DJQPOtIwkBiNpbH78LQOYfeKHaNlD6/Dc/gAopQtmn+xPMq5T10AOmRsMoKesgDk3OdeKCPuQUPduReGJH6kQaZx/IwGsClFnuQPTZJs/A4mF8uM1T2q/jrl1zK233a77mASD0Bh+XfVebQty+EbpeXa9Dgq7zi+pCeg3wyKof5wD72ydgjv5fPSZw6abn0ZO5hEy53Pr/BVJbSV0PCUw3Yw8Q7yeXmNWHaqVr3SNzXcDiZ6xRqv9gKZrbtX83h5m+75N6IfkQCxxBPsiz/voc7jSL1+JTitTneL1zc1+hR82cHEf1CSwxl/zVeBo7rGrTtl1yrm6O4lO3SXFMrFGxxxO5hE67xTN4MOQ9lLGRAbUzofgIfFxzoj0zWOYUBhkqZYUWUyviE956Sjs8cF7tlDqeh9OnxS3qQtdj/KL7yOlj28Ds+hKQWkQt6VnFMX5BANlCUJBLhHh48LSfxIm8SvEE1cHuRfTDZVOk3UfkV/c4eqIVVgfbjrr/K5JulPfqr4qyTaaFvGU8fHRmm5TtLjOA5Gn9Su4QAcR29xVRg1CuQ2lxjPWOV2P3q0fKPxpVxXQlsJTa4sDF5+SWFUgZAw7BwXYQjxOpuBqG7Sqm9KeOdCfsDzIAwN8OzTeaDVPquxg9W6A7q+1QGYa9M5HTT/Gtx38SpX7Odh/VhlWPPqH9ZBQa9Z4iD4oYKdUvJDsTpXBMwhUzopSxe7IoR8y+U3Gdpy80rTT6UEfKfJwLA07tkh4/rQtHpEP4bVF1MHf/20NHxwoT6C9+uppDbA8T0n78oVNBdDCgAqjLG6KKfIC7/JaY3GH/PLYHHx+cSlzeeWX8awDKXRem7ZGo4MyfDK5VKX2VMOMKpr51VItSIBa4c40RJUdr2r+VkpEvlq2Z2l614SztZY4/DuNjHwirI2vwafVqvvANjFuxvIxN8fU57wNi9xnlA1R+NJA38sbmjHHBE8DYD9DiqWDzTlhoqAudxMSkmfKPxSiAukmSq+BbIs+dZUlW2q+JZcsQIJi5fNdxpYgBkN/+f9MqBv5jQqMNfrlLz3X26R/ieeklFmULmkBXJMTlZ+d/HZxGYLM71RCU/HL0OfwYdsfSrmZxzUWtaPC6RB1/8pID4f5JBDZXwKltZCkC/ezlbA4seQbzQ1Aw1/IRAbmJp1azTRaweYKuCchzpS+tYlLZavtWiO1jeUB2gd2PSSITgX7NwfsaZpU7Pbc+kKn5UNzKxXlhLChgnPk2ijaaLXcXSWxo6WJnpt8eExKU1SfEibdB7ShuelpiddISXkvvG1I3GE6LWPzf+flCYpPp86/iqkDc/jU+eXk/SExDrr/YZD3yebZ98rtbrOWjs6Ik36sdH4xg36Un8uB9c5guvcnfQMCVTzCZwGAKt35h7Srs+BxjRufLy0vgxtKW1LurhQtJ0zRJaHHY1X9Jp4lgaoA1atbcbqwdKsWhTCgzaLC+7cWbu5+4BtCOhaS03ng3mOy15naOFDgJbUtmQRzZuc2bqVP09TnoKWDcw8bCg1WIOQPjxPoo+miV7H0VkaO1qa6LXFh8ekNEnxIW3SeUgbnpeSnjTl0ETTRq/j8kxKkxQfxyMaF9KG59F0dh1NE722dBxr9G2Qjv97oaz/u+uldf06B85u+prpQ1m115NMVEj+O39uMgG8+tpmySz98rBa3z4aHdd+bDdLlFKhdiqFRSn0lsaOxjd6DQoR55chfKqcVeuvAUvcgPq1ZL8EwR3sAZYhzLK29eIceCMaLxxmbfDAkZGn9W5CPW0O2OFp993R8cdS5kbmpktR2r+ygbk0tqWnwlqKCr106vyU8Em0vvKTTriaDK2Te3RA5Lr89phQrmIRlZbbWZkwL6HcsW1E3UqgjSt/OaIZ1QdVNfqq2dw/u0w23PFvUv3KMqnn9TmduYXZc+6mtdZD4jIuEMf2Qt53boFEibeK1ygpRfF8kyh9YZy+a52TVG1U3zgandYiO/eZL3udcaZUd3bJaLVCUWG2iTWdyhtRPSus21QA0KTd84HWANqO+EjGgjUgpvJYyt4qBqB53yK3nuzLAXcPyqbo8MD6zvHxafx/vZu1qvPjvSlLCyW1Upjen+8yYC4kxKjAw2JAFxcK8QvTh+mckurNMC5MW+jcaAulid7L5uN1JP92fLWyabK02ZjSyx3SWrnDuIBl4qnOxHzgGJY1PM8kgbeFbD5Gbzc45pKFsdlzo80mi+adTclJ7ibgUjVvvsy54EIZ17VSQBlPBQwupPOTSs59yPLXS+5SMIvz16QjLlcJz4P/+qfRzirHXApAz6f2/40fnOA1MR/iSRum9NfEuPR66WRCUo3JlXJiuV2S7D9fhly9k2kB/mqVX1uDfk7foj449H1dAm8r2KOqLNvgxNoqiCr5tFJa6MJQTLdpHh7SEeLAkrcyRqkn6bIK73PwlrTN/kPL18vWLOqQr2+fjOzz3vjwPBkIcta3j6Ml3Tqzu/S0dqfQcZcBswkxLrOowOPSROMK8QvTxqWLiwtpip1DX0qZJ5NPHG1cXFxZ49JF45I6x4T4TF+AfrfXOb8f5lfVTHp0WdMBMKMt6j+FHx1Y451F5DqmL3vpap/Jih4L+wwgZOn1xKaumZQTDxlaykI1srQTUybHQFRIBsmUmmHpddbXdn0BA3AqBMpkG9UnizNZcZ0U4miT0pYSn8zPVyzfUuX1NexaHfrQG83AdjDhAl6ArV/e8LkD4Lk3OXxLOivc6YVvJL8W7e9BZa/h5b+Shy6Qv9537ZNLb0OAz7H4/7KBGT8I5smMSsY1FF+t8VGJfcbLujRpLT1HC7wkX+xdVktb7MjL+/DifVrKFebDNeWIyyv6AYiVN8wvyi+8V+y8XFrS85k0ryKah71ieXCf+ts7xkl1D+OhsbrHlZEHvXHvyiIf0sfJEhqLj+ZFfsWDqjYdSP+cHcqFBtfJTG1Mf9w199EtbJVy1R/OvrP6s+C/5RVExZ6i17E34iORGyGriyUQk5aAXoehLPl6Mck4fRE+vhiOXVzbh/nYuZXdrjmWShvS2HmUNknfkvOhEuiLF2Lt+LDMrBtUXxgNsmGLepEbqpOBKv2oSvWipapf9mtX3xn6LvOyLfrlrDQ68GwYG5F2/Zx71vQ6eWv7sGwcalDQVjfA+mC0pVb1P6NTgPmWkQYZ0hj/mhz5gjO+Tar5gEXznj+zTrap06SeHTX6UBJ49R++5LecSSD5WDYw4/MBL1coRbSh7Jpv9/nMGT8VeH3DQQtCxz0oDov46IPPhL/2ta+5z1PxqIU/CIC8ksAnq9/85jfdp9F8MMGuH3xizTn58kkw9/kUevHixc6ZDp8k45wI/w742+BzWBzC4zvCdkyxDgE4wY/PwvkcOQx8UGN0YXyhcz5x5nNcZGGBz07Jl8+TzzvvPOdjg8+p+XgnDDi8wSUqAyQuRSkbII7vaD5N53P2q6++2m0+AOhSd9Lh7Q4nULgkRc5Dw0POH8bt/3a7A3N8Ph933HGu8yMP3KDikwGXo9SPT6j5Ag0vZv+gfjkIF6ge4GWQ9sRpEe3JJ958PswGA5Qfz2fogIU6fc3tk3/0STnt1E9Z1IRjDncNPbQDuKmjDbYAlak6RzpmZaA8IfOEiCiIJCRz0Xzqj08Y6w/Ijo0DkDvuCdA5XAjwKTWfz9PmpEWPv/Wtb7l+g2OtMQWNa675tvz85z93/Q2f27gV4HN5dIhg/RCnSPAKP8ueUGYVZxWvyzlC/ZcRb1kA76mz/5NoJ+SdpcidGC0Os/h6GFcG6Azn6JDpL26G8deNr5tc8AO4rTEDjCcfJur7Yn9pa66RfgXgK25cKXc/p6BbPyg3falTDlnQLEM6FbrrUd0F6IebVadq5JQjG+TyM7ukqb5K1itgX/XPPfIfr4zKwgUD8o1LDpC2Fv9hGxbzaX+5Vn71JqCuMswMBljMfGl4ZMeQfOeP95O5e9TI1v5Rue5Ha+SfH/XuQY88oFVmNgLtlNnrcP7R9DxXO9PuXEyRMxTABEpSMrBAPP4ScFaE7wT8IADk+CVGGfE/3KOfbfMZN7sx4PMYZ/gAIL6MwxDyDePt3O7jIwI/D4A7XtgALcCBjkDAOQ+gjHtRdtEAnCkTQIXnOBwV4SCGI059AD7cJ1JenPnjmB7QYZYAqEEDSGMVcg8Q3GveXlasko7IAOdG9nkucsN/ApsNALgElJJfGCg7HZOOT71NBtQV3yFs6QWQosTMWOCJO1O8miFf/Crg5Ai+Dz/0sMuPQZM6AN74vYYnoMKAAAgDxsiUQAfCQdPXFYD/+q+/7u4zGECDrJAdzqLw27B06VJXP/hwjx8DT4MCc3vGyRU8rQ6c+wDIBmake9XLA7HTO3crqrY5HTQuu+IYli3U+UK8oaFtOjs7s/VmwJrZNtPJF5BBX3GgBWDjDpTP4tFJBkD8sjBIw4f2ZJCkHXABS1r8suDj2mSKbuNjhvQ2W7Ly5cockRdWnorMrQJZ4swxrHPkVtHLkDaXd2Ey+gBYwKCDMzP81eCXGkzAWRZ6xCAGZuQHFEFtYe07VGZe44hc8sl58tNH18jiLz4uDz7xhlz0iX2ktapXPn1sqxykDuvPvuoZufp7y+RjR+lXyvsMS2frkJx//Gy59f6VcsKfPiErerbIqYvn6Q4mIzJ/dqOs39wnn/mrZ+WkK1+RT1y5XJ5bk//ZtF/GqNL9BAfly6frZh/q5/m0K38tP33oLTn3ox1y8KwBOaxjRM45dp7MyOxgYnLhiLzsOr9u2jZ9O/unRqujOaXXqQRSCaQSSCVQkgQiQ2lJNGmiVAKpBFIJpBKYQgmkwDyFwk1ZpxJIJZBKoBIJpMBcidRSmlQCqQRSCUyhBFJgnkLhpqxTCaQSSCVQiQRSYK5EailNKoFUAqkEplACKTBPoXBT1qkEUgmkEqhEAikwVyK1lCaVQCqBVAJTKIEUmKdQuCnrVAKpBFIJVCKBFJgrkVpKk0oglUAqgSmUQArMUyjclHUqgVQCqQQqkUAKzJVILaVJJZBKIJXAFEogBeYpFG7KOpVAKoFUApVIIAXmSqSW0qQSSCWQSmAKJZAC8xQKN2WdSiCVQCqBSiSQAnMlUktpUgmkEkglMIUSSIF5CoWbsk4lkEoglUAlEkiBuRKppTSpBFIJpBKYQgmkwDyFwk1ZpxJIJZBKoBIJpMBcidRSmlQCqQRSCUyhBP4/wQwxMgxOe/oAAAAASUVORK5CYII=" /></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A（有2个永久二维码，一个工作室二维码1，一个日签二维码 2）</p>
]]></actions>
<expectedresults><![CDATA[<p>优先释放日签二维码，在释放工作室二维码</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[2]]></step_number>
<actions><![CDATA[<p>当医生A的日签二维码还没被释放，此时医生A近一个月内有开过方或者患者扫过码</p>
]]></actions>
<expectedresults><![CDATA[<p>1，医生A的工作室二维码表里都对应自己的医生id；</p>
<p>2，医生A的日签二维码，表里还为null；</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[3]]></step_number>
<actions><![CDATA[<p>1，医生B（有2个永久二维码，一个工作室二维码1，一个医生便签二维码 3）；</p>
<p>2，当医生B的便签二维码还没被释放，此时医生A近一个月内有开过方或者患者扫过码</p>
]]></actions>
<expectedresults><![CDATA[<p>1，医生B的工作室二维码表里都对应自己的医生id；</p>
<p>2，医生B的便签二维码，表里还为null；</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testcase internalid="164066" name="释放的永久二维码使用顺序">
<node_order><![CDATA[4]]></node_order>
<externalid><![CDATA[26284]]></externalid>
<version><![CDATA[1]]></version>
<summary><![CDATA[]]></summary>
<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>之前工作室二维码、随访单二维码是一个永久码，日签是另一个永久码；</strong></span></p>
<p><span style="color:#e74c3c">现在工作室二维码、随访单二维码和日签变为同一个码</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A（有2个永久二维码）</p>
<p>医生B（有2个永久二维码）</p>
<p>医生C（有1个永久二维码）</p>
<p>1，新注册一个医生D，需要使用永久二维码</p>
]]></actions>
<expectedresults><![CDATA[<p>1，优先使用医生A排在第一个的渠道永久二维码；</p>
<p> </p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[2]]></step_number>
<actions><![CDATA[<p>又注册一个医生E，需要使用永久二维码</p>
]]></actions>
<expectedresults><![CDATA[<p>1，优先使用医生A剩余的一个永久二维码；</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[3]]></step_number>
<actions><![CDATA[<p>之后又新注册一个医生F，不需要使用永久二维码</p>
]]></actions>
<expectedresults><![CDATA[<p>不需要使用永久二维码</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[4]]></step_number>
<actions><![CDATA[<p>又新注册一个医生G，需要使用永久二维码</p>
]]></actions>
<expectedresults><![CDATA[<p>1，优先使用医生B排在第一个的渠道永久二维码；</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[5]]></step_number>
<actions><![CDATA[<p>1，又新注册一个医生H，需要使用永久二维码；</p>
<p>2，但是医生B近一个月内有开过方或者有患者扫码过；</p>
]]></actions>
<expectedresults><![CDATA[<p>1，优先使用医生C的永久二维码；</p>
<p><span style="color:#e74c3c">2，医生B剩余的工作室永久二维码，还可以继续使用（此时去查看工作室和随访单二维码，还是永久码，日签二维码也变成永久码）；</span></p>
<p> </p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testcase internalid="164073" name="使用释放的永久二维码时，需要再次校验该医生最近1个月有没有患者扫码或者开过处方">
<node_order><![CDATA[5]]></node_order>
<externalid><![CDATA[26285]]></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>有的话</p>
]]></actions>
<expectedresults><![CDATA[<p>跳过该医生，使用下一个医生</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[2]]></step_number>
<actions><![CDATA[<p>没有的话</p>
]]></actions>
<expectedresults><![CDATA[<p>使用该医生的永久二维码</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testcase internalid="164077" name="释放掉永久二维码的医生，再次使用永久二维码的时候，需要校验卫健委审核通过或者执业证审核通过">
<node_order><![CDATA[6]]></node_order>
<externalid><![CDATA[26286]]></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A的永久二维码释放后，最近1个月医生有过患者扫码或者开过处方</p>
]]></actions>
<expectedresults><![CDATA[<p>1，医生卫健委审核通过，可以再次使用永久二维码；</p>
<p>2，医生执业证审核通过，可以再次使用永久二维码；</p>
<p>3，医生卫健委审核通过，执业医师证没有审核通过，可以再次使用永久二维码；</p>
<p>4，医生卫健委审核不通过，执业医师证审核通过，可以再次使用永久二维码；</p>
<p>5，医生卫健委没有审核通过，执业医师证没有审核通过<span style="color:#e74c3c">，不可以再次使用永久二维码；</span></p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testcase internalid="164080" name="上线后把最近15号到上线期间生成临时二维码的医生的二维码替换成永久二维码">
<node_order><![CDATA[7]]></node_order>
<externalid><![CDATA[26287]]></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="164082" name="工作室二维码" >
<node_order><![CDATA[8]]></node_order>
<details><![CDATA[]]></details>
<testcase internalid="164083" name="使用临时二维码，显示二维码有效期">
<node_order><![CDATA[1000]]></node_order>
<externalid><![CDATA[26288]]></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>检查工作室二维码、日签、随访复诊单（工作室二维码和随访复诊单的二维码是同一个永久码）</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><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><img alt="" 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" /></p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testcase internalid="164088" name="可以使用永久二维码时，工作室二维码页面显示：更换永久二维码 操作按钮">
<node_order><![CDATA[1001]]></node_order>
<externalid><![CDATA[26289]]></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 更换为永久二维码</p>
]]></actions>
<expectedresults><![CDATA[<p>把临时码，换成永久码（工作室二维码、随访单二维码、日签）</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[3]]></step_number>
<actions><![CDATA[<p>不点击 更换为永久二维码</p>
]]></actions>
<expectedresults><![CDATA[<p>工作室二维码、随访单二维码、日签，一直使用临时二维码</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[4]]></step_number>
<actions><![CDATA[<p>医生不点击 更换为永久二维码，助理在猫头鹰帮医生生成了永久二维码后</p>
]]></actions>
<expectedresults><![CDATA[<p>医生再次打开工作室二维码，变成永久码</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testcase internalid="164094" name="使用临时二维码的医生，每天打开工作室二维码/日签/随访复诊单，都会生成一个新的临时二维码">
<node_order><![CDATA[1002]]></node_order>
<externalid><![CDATA[26290]]></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>打开工作室二维码/日签/随访复诊单时</p>
]]></actions>
<expectedresults><![CDATA[<p>都会生成一个临时二维码，这三个码一起更换</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[2]]></step_number>
<actions><![CDATA[]]></actions>
<expectedresults><![CDATA[<p>老的临时二维码还有效果</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite><testsuite id="164098" name="兼容性" >
<node_order><![CDATA[9]]></node_order>
<details><![CDATA[]]></details>
<testcase internalid="164099" name="工作室二维码使用临时码的医生，老版本进入工作室二维码，不显示有效期时间，但是码是临时码">
<node_order><![CDATA[1000]]></node_order>
<externalid><![CDATA[26291]]></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="164366" name="系统分组问诊优惠逻辑调整" >
<node_order><![CDATA[18]]></node_order>
<details><![CDATA[]]></details>
<testsuite id="164367" name="新老患者设置专属优惠" >
<node_order><![CDATA[6]]></node_order>
<details><![CDATA[]]></details>
<testcase internalid="164368" name="（高）新患者">
<node_order><![CDATA[0]]></node_order>
<externalid><![CDATA[26335]]></externalid>
<version><![CDATA[1]]></version>
<summary><![CDATA[]]></summary>
<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>问诊退款后不算有效问诊，购药后并且药房接单后算一次购药</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>没有购买过问诊，没有购买过药</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[2]]></step_number>
<actions><![CDATA[]]></actions>
<expectedresults><![CDATA[<p>没有购买过问诊，购买过1次药，但是药房还没有接单</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[3]]></step_number>
<actions><![CDATA[]]></actions>
<expectedresults><![CDATA[<p>购买过问诊，但是费用还没到账；没有购买过药</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testcase internalid="164373" name="（高）1次问诊">
<node_order><![CDATA[1]]></node_order>
<externalid><![CDATA[26336]]></externalid>
<version><![CDATA[1]]></version>
<summary><![CDATA[]]></summary>
<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>1，问诊退款不算有效问诊，购药后并且药房接单后算一次购药；</strong></span></p>
<p><span style="color:#e74c3c"><strong>2，确定问诊和方案是否是一个问诊流程，</strong></span>t_solution_chat_relation的多个方案跟一个问诊单编号对应，算一个问诊流程；</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>购买过1次问诊，并且费用到账；没有购买过药</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[2]]></step_number>
<actions><![CDATA[]]></actions>
<expectedresults><![CDATA[<p>购买过<span style="color:#e74c3c">1次免费问诊，并且医生回复</span>；没有购买过药</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[3]]></step_number>
<actions><![CDATA[]]></actions>
<expectedresults><![CDATA[<p>购买过1次问诊，并且费用到账；购买过1次药，但是药房还没有接单</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[4]]></step_number>
<actions><![CDATA[]]></actions>
<expectedresults><![CDATA[<p>购买过<span style="color:#e74c3c">1次免费问诊，并且医生回复</span>；购买过1次药，但是药房还没有接单</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[5]]></step_number>
<actions><![CDATA[]]></actions>
<expectedresults><![CDATA[<p>没有购买过问诊；购买过1次药并且药房已经接单</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[6]]></step_number>
<actions><![CDATA[]]></actions>
<expectedresults><![CDATA[<p><span style="color:#e74c3c"><strong>购买过1次问诊，并且费用到账了，同时跟该问诊单对应的方案有多个，患者都购药成功，并且药房接单</strong></span></p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
<testcase internalid="164381" name="（高）老患者">
<node_order><![CDATA[2]]></node_order>
<externalid><![CDATA[26337]]></externalid>
<version><![CDATA[1]]></version>
<summary><![CDATA[]]></summary>
<preconditions><![CDATA[<p><span style="color:#e74c3c"><strong>问诊退款算一次有效问诊，购药后并且药房接单后算一次购药</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>购买过2次问诊，并且费用到账；没有购买过药</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[2]]></step_number>
<actions><![CDATA[]]></actions>
<expectedresults><![CDATA[<p>购买过2次免费问诊，并且医生回复；没有购买过药</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[3]]></step_number>
<actions><![CDATA[]]></actions>
<expectedresults><![CDATA[<p>没有购买过问诊；购买过2次药并且药房已经接单</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[4]]></step_number>
<actions><![CDATA[]]></actions>
<expectedresults><![CDATA[<p>购买过1次免费问诊，并且医生回复；购买了不在同一个问诊流程里的方案，并且药房接单</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[5]]></step_number>
<actions><![CDATA[]]></actions>
<expectedresults><![CDATA[<p>购买过1次问诊，并且费用到账；购买了不在同一个问诊流程里的方案，并且药房接单</p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[6]]></step_number>
<actions><![CDATA[]]></actions>
<expectedresults><![CDATA[<p><strong>购买过1次问诊，并且费用到账了，同时跟该问诊单对应的方案有多个，患者都购药成功，并且药房接单，</strong></p>
<p><strong>之后患者又购买了一个问诊，费用到账</strong></p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[7]]></step_number>
<actions><![CDATA[]]></actions>
<expectedresults><![CDATA[<p><strong>购买过1次问诊，并且费用到账了，同时跟该问诊单对应的方案有多个，患者都购药成功，并且药房接单，</strong></p>
<p><strong>之后患者又购买了一个免费问诊，医生回复后</strong></p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
<step>
<step_number><![CDATA[8]]></step_number>
<actions><![CDATA[]]></actions>
<expectedresults><![CDATA[<p><strong>购买过1次问诊，并且费用到账了，同时跟该问诊单对应的方案有多个，患者都购药成功，并且药房接单，</strong></p>
<p><strong>之后患者又购买了一个方案，该方案跟第一次购买的问诊单不对应，药房接单后</strong></p>
]]></expectedresults>
<execution_type><![CDATA[1]]></execution_type>
</step>
</steps>
</testcase>
</testsuite></testsuite></testsuite>