oracle12c分页,ArcSDE10.2.1使用Oracle12c新特性分页

在Oracle 12c推出之后,其中一个新特性就是分页语句。 Easy Top-N and pagination queries ,更易用的Top-N和页码查 询提供了类似MySQL中limit的语法,Row Limiting Clause 注意:该功能是Oracle12c的新特性,并不是ArcGIS的新特性。 语法介绍 row_limiting_

在Oracle 12c推出之后,其中一个新特性就是分页语句。

Easy Top-N and pagination queries ,更易用的Top-N和页码查

询提供了类似MySQL中limit的语法,Row Limiting Clause

注意:该功能是Oracle12c的新特性,并不是ArcGIS的新特性。

语法介绍

row_limiting_clause

The row_limiting_clause allows you to limit the rows returned by the query. You can specify an offset, and number of rows or percentage of rows to return. You can use this clause to implement top-N reporting. For consistent results, specify the order_by_clause to ensure a deterministic sort order.

OFFSET

Use this clause to specify the number of rows to skip before row limiting begins. offset must be a number. If you specify a negative number, then offset is treated as 0. If you specify NULL, or a number greater than or equal to the number of rows returned by the query, then 0 rows are returned. If offset includes a fraction, then the fractional portion is truncated. If you do not specify this clause, then offsetis 0 and row limiting begins with the first row.

ROW | ROWSThese keywords can be used interchangeably and are provided for semantic clarity.

FETCH

Use this clause to specify the number of rows or percentage of rows to return. If you do not specify this clause, then all rows are returned, beginning at row offset + 1.

FIRST | NEXTThese keywords can be used interchangeably and are provided for semantic clarity.

rowcount | percent PERCENTUse rowcount to specify the number of rows to return. rowcount must be a number. If you specify a negative number, then rowcount is treated as 0. If rowcount is greater than the number of rows available beginning at row offset + 1, then all available rows are returned. If rowcount includes a fraction, then the fractional portion is truncated. If rowcount is NULL, then 0 rows are returned.

Use percent PERCENT to specify the percentage of the total number of selected rows to return. percent must be a number. If you specify a negative number, then percent is treated as 0. If percent is NULL, then 0 rows are returned.

If you do not specify rowcount or percent PERCENT, then 1 row is returned.

ROW | ROWSThese keywords can be used interchangeably and are provided for semantic clarity.

ONLY | WITH TIESSpecify ONLY to return exactly the specified number of rows or percentage of rows.

Specify WITH TIES to return additional rows with the same sort key as the last row fetched. If you specify WITH TIES, then you must specify theorder_by_clause. If you do not specify the order_by_clause, then no additional rows will be returned.

当然,大家最喜欢看的就是实际的例子,总结上面就是,在Oracle12c

环境下,提供了更加方便的分页语句,而不再使用Rownum对象了。

测试环境:

ArcSDE10.2.1、Oracle12.1.0.1sde@PDBORCL> select count(*) from point;

COUNT(*)

----------

231774

sde@PDBORCL> select count(*) from poly;

COUNT(*)

----------

13

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Blog: http://blog.csdn.net/linghe301

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1:获得前N条记录的语句

语法: fetch first N rows only;sde@PDBORCL> set autotrace on

sde@PDBORCL> select a.objectid,a.poi_name from poly b,point a where sde.st_within(a.shape,b.shape)=1 order by a.objectid fetch first 10 rows only;

OBJECTID POI_NAME

---------- ----------------------------------------------------------------------

1326 96699994

1790 96700095

6511 96700093

8761 96698253

9650 96698338

10186 96699086

10597 96700092

12400 96698659

12443 96700465

14594 96699995

已选择10行。

执行计划

----------------------------------------------------------

Plan hash value: 3842462730

-------------------------------------------------------------------------------------------

| Id | Operation | Name | Rows | Bytes | Cost (%CPU)| Time |

-------------------------------------------------------------------------------------------

| 0 | SELECT STATEMENT | | 1 | 76 | 55 (0)| 00:00:01 |

|* 1 | VIEW | | 1 | 76 | 55 (0)| 00:00:01 |

|* 2 | WINDOW SORT PUSHED RANK | | 1 | 417 | 55 (0)| 00:00:01 |

| 3 | NESTED LOOPS | | 1 | 417 | 55 (0)| 00:00:01 |

| 4 | TABLE ACCESS FULL | POLY | 13 | 2964 | 3 (0)| 00:00:01 |

| 5 | TABLE ACCESS BY INDEX ROWID | POINT | 1 | 189 | 55 (0)| 00:00:01 |

|* 6 | DOMAIN INDEX (Sel: .0000043)| A6_IX1 | | | 4 (0)| 00:00:01 |

-------------------------------------------------------------------------------------------

Predicate Information (identified by operation id):

---------------------------------------------------

1 - filter("from$_subquery$_003"."rowlimit_$$_rownumber"<=10)

2 - filter(ROW_NUMBER() OVER ( ORDER BY "A"."OBJECTID")<=10)

6 - access("SDE"."ST_WITHIN"("A"."SHAPE","B"."SHAPE")=1)

统计信息

----------------------------------------------------------

2099 recursive calls

0 db block gets

4802 consistent gets

17 physical reads

0 redo size

679 bytes sent via SQL*Net to client

359 bytes received via SQL*Net from client

2 SQL*Net roundtrips to/from client

29 sorts (memory)

0 sorts (disk)

10 rows processed通过SQL的执行计划可以看出,系统还是通过Rownum来进行分页

的,是否我可以理解Oracle封装了一下,做了个二次开发呢?

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Blog: http://blog.csdn.net/linghe301

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2:获得第N条开始后的M条的语句

语法:offset N rows fetch next M rows only;sde@PDBORCL> select a.objectid from poly b,point a where sde.st_within(a.shape,b.shape)=1 order by a.objectid offset 11 rows fetch next 10 rows only;

OBJECTID

----------

17833

18358

18710

19544

19719

20030

23028

24001

25139

25257

已选择10行。

执行计划

----------------------------------------------------------

Plan hash value: 3842462730

-------------------------------------------------------------------------------------------

| Id | Operation | Name | Rows | Bytes | Cost (%CPU)| Time |

-------------------------------------------------------------------------------------------

| 0 | SELECT STATEMENT | | 1 | 39 | 55 (0)| 00:00:01 |

|* 1 | VIEW | | 1 | 39 | 55 (0)| 00:00:01 |

|* 2 | WINDOW SORT PUSHED RANK | | 1 | 417 | 55 (0)| 00:00:01 |

| 3 | NESTED LOOPS | | 1 | 417 | 55 (0)| 00:00:01 |

| 4 | TABLE ACCESS FULL | POLY | 13 | 2964 | 3 (0)| 00:00:01 |

| 5 | TABLE ACCESS BY INDEX ROWID | POINT | 1 | 189 | 55 (0)| 00:00:01 |

|* 6 | DOMAIN INDEX (Sel: .0000043)| A6_IX1 | | | 4 (0)| 00:00:01 |

-------------------------------------------------------------------------------------------

Predicate Information (identified by operation id):

---------------------------------------------------

1 - filter("from$_subquery$_003"."rowlimit_$$_rownumber"<=CASE WHEN (11>=0)

THEN 11 ELSE 0 END +10 AND "from$_subquery$_003"."rowlimit_$$_rownumber">11)

2 - filter(ROW_NUMBER() OVER ( ORDER BY "A"."OBJECTID")<=CASE WHEN (11>=0)

THEN 11 ELSE 0 END +10)

6 - access("SDE"."ST_WITHIN"("A"."SHAPE","B"."SHAPE")=1)

统计信息

----------------------------------------------------------

647 recursive calls

0 db block gets

2481 consistent gets

0 physical reads

0 redo size

457 bytes sent via SQL*Net to client

359 bytes received via SQL*Net from client

2 SQL*Net roundtrips to/from client

1 sorts (memory)

0 sorts (disk)

10 rows processed关于Next的用法分为两步

第一步:先把过滤第1到第N-1的数据

第二步:然后再获得第N到M的数据

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Blog: http://blog.csdn.net/linghe301

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3:获得前百分比N的语句

语法: fetch first N percent rows only;sde@PDBORCL> select a.objectid from poly b,point a where sde.st_within(a.shape,b.shape)=1 order by a.objectid fetch first 10 percent rows only;

OBJECTID

----------

1326

1790

6511

8761

9650

10186

10597

12400

12443

14594

15163

17833

18358

18710

19544

19719

已选择16行。

执行计划

----------------------------------------------------------

Plan hash value: 2419008321

-------------------------------------------------------------------------------------------

| Id | Operation | Name | Rows | Bytes | Cost (%CPU)| Time |

-------------------------------------------------------------------------------------------

| 0 | SELECT STATEMENT | | 1 | 52 | 55 (0)| 00:00:01 |

|* 1 | VIEW | | 1 | 52 | 55 (0)| 00:00:01 |

| 2 | WINDOW SORT | | 1 | 417 | 55 (0)| 00:00:01 |

| 3 | NESTED LOOPS | | 1 | 417 | 55 (0)| 00:00:01 |

| 4 | TABLE ACCESS FULL | POLY | 13 | 2964 | 3 (0)| 00:00:01 |

| 5 | TABLE ACCESS BY INDEX ROWID | POINT | 1 | 189 | 55 (0)| 00:00:01 |

|* 6 | DOMAIN INDEX (Sel: .0000043)| A6_IX1 | | | 4 (0)| 00:00:01 |

-------------------------------------------------------------------------------------------

Predicate Information (identified by operation id):

---------------------------------------------------

1 - filter("from$_subquery$_003"."rowlimit_$$_rownumber"<=CEIL("from$_subquery$_

003"."rowlimit_$$_total"*10/100))

6 - access("SDE"."ST_WITHIN"("A"."SHAPE","B"."SHAPE")=1)

统计信息

----------------------------------------------------------

647 recursive calls

0 db block gets

2481 consistent gets

0 physical reads

0 redo size

577 bytes sent via SQL*Net to client

370 bytes received via SQL*Net from client

3 SQL*Net roundtrips to/from client

1 sorts (memory)

0 sorts (disk)

16 rows processed

从这些语句可以看到,原来使用比较麻烦的分页SQL写法,现在变得

比较简单和方便了。

目前来说,我在ArcGIS10.2.1 for Server进行Rest测试,还不支持该

方法,希望Esri能够尽快改进吧。

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Blog: http://blog.csdn.net/linghe301

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另外需要说明一个问题。

很多情况下都会出现这种现象,比如在一个班级里面的数据成绩,从

最高排序有100、99、97、97、94等

那么,第一名就是100,第二名就是99,第三名应该是并列两个97,

那么在上面的语句中我们看到有一个ONLY关键字。

如果使用ONLY关键字,那么如果用户需要获得排序后的前三名,那么

只有100、99、97,显然这个不符合实际情况,所以用户应该使用

WITH TIES关键字,这样虽然获得前三名,得到的结果是真实的四个

数据。sde@PDBORCL> select objectid,num from aaa;

OBJECTID NUM

---------- ----------

1 1

2 2

3 3

4 3

5 3

6 4

7 4

8 5

已选择8行。

sde@PDBORCL>

sde@PDBORCL> select objectid,num from aaa order by num fetch first 3 rows only;

OBJECTID NUM

---------- ----------

1 1

2 2

3 3

sde@PDBORCL> select objectid,num from aaa order by num fetch first 3 rows with ties;

OBJECTID NUM

---------- ----------

1 1

2 2

3 3

4 3

5 3

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Blog: http://blog.csdn.net/linghe301

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PS:该功能目前可以在ArcGIS Desktop中使用,但是不能再

REST中使用。

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qUCvFiZpi80ztI%2Ft5X2gTxvZQxK0ZGa%2Bzv%2FzSi0ZEgm8u1lGMCkjezsKS434zolr%2B75tNeo3ORr33VJd%2FU1Mxq%2BVYTd8LVy4XA%2F9mKVrBrbRNUe1kj1SVtHSUl0%2FcoEWtWmnz25vp%2B7meU2zh%2FyqoFBT7bmyVpwGaMZEBP2xR8Aj4BHwCHgEPAIegcZDABIbs%2FuNJqV31dZ77Kl55sD7ac5iffzqa9pzxUS1jVTolaee0crjjlOHdjnaesguGjN3jvLyv1IHezqT2z66PiWsJrHJSTF9Om6lKhbaXfXmXoS02Z%2FKlhTq0Z%2FK9WVhTEOy7bFZJZXKN29lRjSuTvZIqcqCEv1oN1wVGsmdujBfn8bMg5sS11vvLtLcFeW6dPOUwNVMZVeWRtQro1yffJerkqxy%2FWznWKYPC%2FnGysv05md5mlhepPl2UxiPb0CSrFzxlSV68cs8Vc4qUaGR7lT7xPJLdc%2Bz87Vgz7ba124A45Fg48fl6pGvC9Xh6LZWMrtxa16Jvl1oBLqyQv%2F%2BaqlGTzUCGV%2BpKx%2Br0GWHt1IXywOyWlFYoS72ooW5Mwv13NeVAWmF3EaMOBfnx%2FTwi0tUua897cDY5%2Fw55cpbGdPLX%2BUpbW7M3kNcpvueX6Cle7fVAVaOgPxaM2VY5OwOFfr6xwJNtjx4Fu6kiUs1cnoVqaZuXjwCHgGPgEfAI%2BAR8Ai0FATgOLzsYM%2FYQk147mHNNUKL7BMt1NDW5eaks62cpTP09dMPa4a565Is7NCUUnNKRmw7QUNQWOOFfa6eQjlM7BmvRlDZ54nALbnAM1%2B58arMHnzqnu3KNV5R27lruk7bq53d%2FZ%2BpnXLiuuPvs%2FT3mfEqj65FLrMIPKPVSdRcu61sP0CxPTWgzDy6mRmrtwe4MHzz8oVCC1OOR9a8lniEq1MxApiHi9PAaJVe5Y0N4tr5IsuPSwjPvI0YRe99SHf994AMPfTyXF38Wr5yzKubZgmyvYF6MIsosL2yDk6IMm%2BTSDavb4HdfJZiYLda5Y2tqredL6167izPt21leRSsKk9rvMO2raDQjjkVYGj%2F0q0O6VanPIvn8gmwsJkIYbx4BDwCHgGPgEfAI%2BAR2BAIcM9T%2Bw7Zenjnaeo3%2BlqVR9moWX82kmrMJlrNbswZaC7Q0lU3O6UYe7OHlFZXK3yt%2BmQtfySXFSul3yA9utPd%2BsM7S20VvNjyrRbIW8S8ljVLSrRqed1dhaC2zoho%2FyHZ2iFeoqttv%2Bxr08yz6B7gb3ikGnlLBZuwGBsN51NNTkNh2E7QKpNnFVTJGmGMVLdx18IX7Hymlae6%2FHatzAhlhbHyFeZF5m64HHv2Q1sjzk6Iziwim7vCEsWILu%2F9RVw2fEOO7ZGva0h1eQgLCQ6Xozpkkj2rtvrA%2FAIeAQ8Ah4Bj4BHwCPQRAgYSbOV6eTSQiVXQDLrT2K5BYpPWBzTIuXVFLYqhLsWDl%2Bb38llRUoq586j1VJvWsVbsnJtG8EFd00L3ka1rNC26BqBTdwesDqrDfwLEm3Edvmni7X3f43Qmkc4xzysXjwCHgGPgEfAI%2BAR8AhsyggkxyuU1TZH0UG7mvMNj139SeyGwjE5Vqq0npsHb1VlxZ4i15vEUmjSyLM9pHgoU4wwmgO12UllWYWWl9r%2BXiucOV29eAQ8Ah4Bj4BHwCPgEdhkEbAFY3vMaaFGL%2BiqlG3vCbZwtgQw4Jr2ZFRNsqdicX88EtoT2wwZaFUZ%2FX%2BPgEfAI%2BAR8Ah4BDwCHoEGQACHY6V5Iavu72lZ9%2BbggbVblZRhK%2F8Vtkc28MRCX4vKyoMH%2BDdHb2oDtJlPwiPgEfAIeAQ8Ah4Bj4BHIAEBPJwtRdgBEOcxVsE7XoPtBDx5oExbdyhTlzb2itbEHbgtpWa%2BnB4Bj4BHwCPgEfAIeAQ8AhstAlF7QcCiwqimLI8Gzz8IPLEF9mitC%2FbtqBN2b2vPgfUsdqNtfV8xj4BHwCPgEfAIeAQ8Ai0UgajdoP%2Fi54W64OmV9k6CVTd2sYWglOe52rNRi9yDVltoBX2xPQIeAY%2BAR8Aj4BHwCHgENj4E2pjrFb7qtr4GntjqarLXoPrA%2FAIeAQ8Ah4Bj4BHwCPgEfAINBMEEkiqf%2BhUM2kXXwyPgEfAI%2BAR8Ah4BDwCHoHaI%2BBJbO2x8iE9Ah4Bj4BHwCPgEfAIeASaCQKexDaThvDF8Ah4BDwCHgGPgEfAI%2BARqD0Ca%2B6JXUe8SCSiZHs2V%2FCqr3WE85c8Ah4Bj4BHwCPgEfAIeAQ8AnVFoKLC3gLLw2BrKbUisUl2G9jy5ctVUFBgd4T5N3vVElsfzCPQYhFgwkpfx6B48QhsygjQD3DixGKxTRkGX3ePQKMiAHGNRqPq0KFD8F1bIlsrEsuANnv2bKWmpiojI6NOLLlRa%2B0T9wh4BBocAQbspUuXqrKyMjAonsg2OMQ%2BwRaCAAS2vLw86A9dunRpIaX2xfQItDwEHM%2FMzMxUTk5OrR0otSKxjiH37t1bbdq0CQa3lgeRL7FHwCNQGwRSUlI0ffr0wPO0xRZbBIN4beL5MB6BjQ0BSGxxcbFKS0vVr1%2B%2Fja16vj4egWaDAF7YkpKSOjtJa0ViXS1ZTmFWiofGi0fAI7DxIoD3lX5Of%2BfjxSOwKSIAiWXcw5Hj%2B8GmqAG%2BzhsKAfpYfbhlnUjshqqMz2fDIoAbPyy%2FpEgYdj6%2FFC6cZn1%2Bk0dt98XUtQ6Ux9WDPGqbT33q4eNsWggk6iK1D%2BsY18PHmxY6vrabEgJhG0u9wzad34nCmOL6j7PJiXHq0ndcWi6fusR1cfx380ZgTfbSvMvqS9dICOB1o7NjLGqz%2F5GwLDnXZIQaqogsLZAP37UVwlN%2BDBXl%2ByVxBq0ueZAme0brGueXyuKvbxwI0CfQD9en0DGEcwjX0U101YtHYGNHAP1H952tdf0A%2FacvQFrD%2FYXzhHXjC3Y2Mb7rU7XFzo0L9Eny9La7tsi1jHC1Zwgtoz6%2BlHVAgBv1FixYoCuuuEIrVqwIjEWfPn10%2F33B79r8rS2bt1aTz75pH7%2F%2B9%2FrH%2F4h3beeWcVFRXVIddfDkq5vvnmG7322mv67W9%2FGxi0mspCShg7yn7%2B%2Bedr5cqVonzs26Z8nTt3XusdxVlZWfrrX%2F%2BqN954Q9yw8cgjjwTEY235uFJjBAsLCwPjSxp1NaguHf%2B98SGQlpamWbNm6bTTTlP79u2Vl5cndAR9OfbYY3XllVdq7NixOvHEE4PfF154ofLz8zc%2BIHyNPAKGALp%2F22236V%2F%2BpeOPPJI9erVS3%2F%2B85%2BDMWP33XfXH%2F4R7Vt2zboJ9nZ2Vq8eLH%2B7%2F%2BTyNHjtTPP%2F%2BsG2%2B8UW%2B%2B%2BaZ%2B%2FPFHXXrppcFY9corr2i%2FfbTrbfeGvSrtQHNuMATlc4777wgfcYFZMCAAbrlllsCIvtLtn5tafvzzQsB7w5oXu2xQUvDHi%2FuAvz73%2F8eGBgMy9133109Q4awYVwwAG4mzay2U6dO6tatW%2FC0CneeMISFgPLNJzyDhli68%2Bnp6Wslf8Rh8P%2Fb3%2F4WENR77rlHrVq1Wisu7FeDrB544IEBcXj88cd1%2Bumn69prr62ecZOmy5tv6gDxhkxAkmfMmLEG2aVOPIXDxQEHR1apxzvvvKNHH300IMvOc8B1F55vCI3DJpwW8V1aa62Uv9BiEeDGhG233VaPPfZY0Bcuv%2FxynXPOOdX7KSG39B10mkEUXaA%2FhHUnPDniOnfruuuuL7ZYgHzBNxkEuBnupJNOCmzr4YcfrsMOOywYE4455phA74844ojA2YANZwxi%2FEG%2FTzjhBH333XdatGiRxowZo9zcXB111FEiDcKefPLJwY126wKScDgnDjjggOpxgbGBvnf77bcH%2FY%2B%2BhZ2mb0F6w8fhcYwwCOFc38Tuc4xtd2OfS4vzblxYVxn9tYZBwHtiGwbHFpkKnZallc022ywgpnR6CCFGA%2BLHtd%2F97nfB7PXUU08N7tKdNGmSvvjii8AgtWvXLjAqDMLMniGG%2B%2B67r5566qkg%2FjXXXBMYCTo%2BBmTKlCnB8cEHH6wdd9xxrYaIwR0jBFmeM2dOQKoxCm45KAy2qwNhqQdGChKMAUQwLHjC8MySLsbqqquuCupG%2BXv27FltmBxZxSh9%2FvnneuuttwIDiKe6rKwsICJ%2F%2BtOf9PbbbwcYUaZf%2FepXgTGDlGCIZ86cGeQLQR40aFBgzD799NMgLTDdZpttdPTRR6%2B17kFk%2F69FIsCgzUoGEzD0Dv1iQGPwhdziGXr66ac1fPhwbbnlloE%2BMQiiawzWbgvC4MGDgzCsLBD%2FP%2F5j959990Ak%2B222y4gBlxDX714BJorAthmnvnJxK23PdkIG8n4wngBUUVYueA6Hzyz2Od%2FvfwTX6kCOL2GT6E5%2BOHTv%2BoiOgpnGBRCkPqyH0HRwKEyZM0DPPPBN4bOm7n332mT7%2B%2BGMx3r344ovBKh%2B%2FKT9j4dChQ7X33nsH48u9994bkGS8xvRd%2Bi1pUb%2Brr746qAvjmJfGRcB7YhsX32afOp0doRPyccJMFC8o1%2BnYL7zwQjDrhNhCdvFE%2FvDDD0GHxSBAVCGtzHIhk8S%2F8847g8Eccoex2HzzzQMCzDYBOvrahGsYN4gxRPKMM87QkiVLgrRqikMZyZ9lK4zjHXfcEXhiCQuxZokKwWjhfb755psDkgypTbzjGK8XpAJj1LVrVy1cuFAYKwwq9YRUYIwJx1IYRpa8IS7UESOLQYbsTp06VV9%2B%2BaVGjRoV1J2yOILjCUjQJBvdP3QRMktfcpMxBjI%2BtDl9h0H65Zdfrn7mNnr0%2FPPPB33j1VdfDba4MFFCrz766KNg244b6InLNh6uefEINHcEGC9wKEAE8cqyTQz7Tv%2Bgn2B%2FnR3mmP7D9rCDDjooGAPYOgBpJUy4T9Wm3qSFnWZcwHvLhwkhqyOkh1PlL3%2F5SzBe%2FeEPfwgcJq4vEhbbzlj28MMPB48cnDZtWjAJdd7X77%2FPiC6EOOLLrpI9913XxCefO%2B6664gD2%2Fna9NS6xfGe2LXD7%2BNMjazXsgoAiHEM0snZeA89NBD1b9%2F8AYMTDTYfFSsudpl1120dlnnx3MTnm7G0s5hGFPU9%2B%2BfcXy0bBhw4ItDGvbC4iBI2%2BWln766afAgJEvgz9prU3wdG2%2FfaBURw4cGBQHjywxPnnP%2F8ZXIOIEg5iSrlrMjDUhRk5e7Bef%2F31oOykc8MNNwRGjfqR5kzzuF5yySXBnkbS%2BeSTT4IXgmCASfurr74KCDR7jkmTulMn6gc2hPGycSKQ2LYcMwDjZWJrAfo0b968oPJOb9ENvKx4dRgkGewPOeSQYKsLg7Ab4BlIWW2AHHjxCDR3BCCpTPohsZA9Vtawh%2FSJmvoJ9aFP0BdYudhqq60CUpsYtrb1pt%2FwrOsLLrggsNU4JriPA7t80003BR7T3XbbLSC6119%2FfTCZpC%2FiMb7uuuuCbNjPvmzZsmCbGt5ZhEkl59n2wEoLK4vkQVqQdrZMsKXNbVMIIvl%2FjYKAt4SNAmvLTpQZ6Pjx44Nlb2qC95Gl8Llz51ZXDEPkSCDfLOEz62W5HMMBmYN88v3ggw8Gm%2FQhwmzu%2FWvf10dtzrBVT%2FImxkyBgLjh3eT%2Fa6kDZlem1AethTg6WQWzxuniA%2FhJE9uBICcU1bCOQ9ATelheJ577rlgOwAGDU8sM3cnkBAMLeLO43mG4ELmwYI8wAzjBoHhxjMILFsZIOQunkvTf2%2F8CLiBGI98uO9Qc%2FoM59Er9AQii6CneKPwFLntBegxfcGlEQT0%2FzwCzRAB7By2e%2F99w9WqRgL1uWMoAroNf0A%2B0m%2FWJutZKzAxmNv1yaMCz169NDetgWAfLHF2G%2FS5V6InXbaKfiNA4b7I%2BijXMNuO2E8oCw4XsJ9jt98cEowRm699dZBXPomY184rEvLfzc8An47QcNj2mJSxAjU1NHoxCynsI0AY4JXCJK26667BoMqFSQugy2dm46Pl5NvN1C75XeWZ%2FCEcsc2S6XMxhmQMT41CeVhMMcgXHzxxZo8eXJ1mjWF5xxxyI8Bn3Lh7X3ppZeC8mEAMWR4gnvbvibI5UjbpkBYyo%2BBJT7lwVjxzR2weFrBAONEmni%2BXN3ChtXhR5lZ9iJ93uzDXbVsiWDJiTTx6jLTZ6%2BUw2Zt9fHnWzYC6An9Ar2pqa3Rs0RPKuHRVT7OawsK9D%2FSoN%2BgV3hi2WLjSG7LRsqXfmNGgH6A7vLtiCv6zTkn2GBnvwnnfru%2BwDf9iP7BGMR1CKIbP7jXgv7i7LBLl%2B9wWhxDNulPpIldxznCk3YoD9%2BsliGUIyyMFZTffXMN4sy9H4wf9GfSpE%2BTFucYDxLTCafpfzccAt4T23BYtriU6JjhwZBOivCaRTyhGA6%2BIaLMUiGWLJ%2Bw34flckga%2B0dHjFtmcksAACAASURBVBgReCvx3jLTZg8qj1LBi%2FrEE08ERJTHmnAzC8swLNXTyWsSjMxvfvOb4EYsjBb7YdnH9LFttmfjP4YJg%2BEEA8LyDR7YmUY8CYvHlyUkDApElEcZsR%2BL9KgjWyIwguzVhWCzt5d6stTL0hDLuHidjz%2F%2B%2BGAZiW0N7EMkLcp93HHHBfXjOmXCaLEfmEd2ceMORpctCfvss09www57sPbcc8%2BgyOAAqfYGzrXgxvfNIDt69OigjzzwwAPBTY3oKbqDR%2F6%2F1voIf0H%2FbkcdMWe1%2BHDBkS9Dn2bjOocjc3AytLn%2BiaG5TZxhLuAxsfgr5GGwMCjC3cG8A4gD4zCfv222%2BDczzSEPvMdewv%2B06xk9hynBzcQIWw6sAYw8oY%2FYC0cIgQF48qkzrsMTYXMuuE%2Fsa2sYceeijYwsBecmwwfZC%2BQ3y2EzCW0bfYisa4Qx%2BDWFMu8sROc43tDTgv2BpHeMrFPR7c30E%2FxUvLWEV40udmYPIIl8mVzX83LAJJfa6eGl9ZUKIHTsrR6cNylFu0WhFcVigIjced3DSeN6AOmZb7zUDJnfUsp7CPB6OCB5PHU7n9qpAznkSAFwgCigHgGk8ogARCxuiokFuMCccQXwgkNzVBkrkOCWbAxgh079496PzMijEYNQkkALJMXuTL8gx7kjAkxAkTQI7Jl%2FzQUzyhEGU8uKTT27yvhIF0o7eUD7KAcWE5iW0H1JPysO2A%2BJSZZxZCXjGGGDXqi%2F5TJ9JlbxfxKRPkmHMYY%2FZxITyZgNk%2BZSccBpcw7Mfid3MW6jzTJgRghKF2k5vmXObmVDZ0jEkQ3hp0FR3mHLrDIMxvdJL%2BsMMOOwQ6iB6iX0wgwR%2F9YvWAGwUZjNFvhD19pEffIA0vjYsAGDOxZq8ye%2B3XVyKRqCqSMmQ%2BR0tqTY%2Ff%2Bqbd3OJHIsmG27TAfmBDsatsiUGq%2BkSy2dgpgV1Ot2t9%2BvZRaUmZJk2eFIwT1nmUaufnzpmrNtltgv5D%2FygssOd0x6s8tIxN9BskPC4wFtC%2FqseFjp3MtndQrGKVA8SgT0tPNrtfGthttg9kZtrjHXNL7ebg49XTxoJzzz03KDvjW3Z2ppKtyRYvyQ22u8GDqAPps7%2BdFbZr7IOO0KqDB29v49Lq7WZBAdf6L8nSNm9yBQR749aJtUJgF%2FBkwzOxcXCGtU0AsjOT9fQXRbpidK5aR0vkSey6UN2Ir0Go8JhC7lAeZpNnnnlmMIiGqw3BQ5kwCAjGAYPkxF2DyJGOO8ZguYEb48LAjDCQQzp%2FSciDvBwx5jcGrCZhoCG8IwaUgXJDvvgklpl0KJMrs0uTvCgfQnldmTl2afEbcXFdWpxzZea3SwsMwAIhz7XVIQjQTP5R75mexK5Xazj9YeIECXKCd8qRT6cP9Bv0CZ1BV4nDsVv6dGmRhutfLj3%2F3bgINCiJTUpWfu4ytS6bqIiRlioi27jlb9LUIYpuHKiwm4CNoKHLcSOgxfQJu56ezmO0bIJn18tKq%2B6zoI%2FEYlWrgpA6%2BgL2l7agr4QFMhvuX9XXLG3CZ2QwVlU5OgLbHp73WZholG0KacH4Rlm5iRKvcPv27eylPw8Yec5WsTlvEscF%2BijnMuw567fddKO%2B%2B%2FY7e7zkPrrcbgarMCcF9aO%2BwVylulA1%2FzAfsooqsxVrNVCtstKD%2Fl9zyI37LG1bHxK7pkb8AkYYWD5efhkBOhCDVHMVvKosp0CyKCcdEqKa2L7OQITPu3OublwjvuvoHCeSPgZfBFzCabk0Er8Z0J1gMJB1xXMk24VzZXRx3DHXKQOfcJk5j7jwlNeVuerK6mscu7guLc6Fy8wxaYFtOG%2BXPtcbQyjP%2BuodZSQdhN%2BNXebGwKG2aTYEXjXlFdafMH5hPSUe18JE1%2Bm60xmuh9NycWrKs7meayyMN0R9KbtrP%2Fdd73yT7Y1u0yZq4KJLlBYpkD21ut5JtZSIjIDumTJYFPc7dVUFsOyrfKNy51wYgsA2OHbcM3yN64iLV3W05n8XnnTWFo4wvBS63Gz1gdkpGn5rF1yoKht3gUqtAolxw2mWWJybD7abMA%2FvbAPAWJW8d3RgO%2BvSsqkq0sLYTsob%2BHdt3bbN%2F4wja9Zo4z2if7lxpy61rBWJdUaI5VVmK%2Bs7SNalgC01LBjVp0E2ZH0Ty7ch2rUl4LIh26Ch82oIfDEmzsPs9pA1dDmbS3oNgVdzqUtzLUdLxhgbySSCfsBWkPWReNy2kFRElb7HKEVTbLJZTc3WJ1Uft6ERoF0g33Yrb62SrrTwkGxCp9YyzpoJVypjeUzTZs%2FS2KJlm6wnlr7GNikeIVgXqRWJdUaI%2FYwsQztvQV0y2pTC0hg8Joq9OiyNeLxspmseXx63xd4%2F9sw6r%2B2mpBeNXVeW6tijxV5c9gUnepLrkr%2FzOm3MusvyFf2UfXXr2oNVF9x82NUIoEOQP%2Fb30ucZR1qiYM%2Bpy%2Fr0J1dvtumo01Al2cjrvIvumv9uPgjUp23qE8fVOF6xXNltpgb74FnF3BQFe8ze87qOObUisQ5QCKy%2FscuhsfZvjB4ea24GYm9mXRtl7Sm33CuQWJbbmWmhQ57ENnxbQmLZl8vECYwbYtBt%2BFI2nxQxmvRTZ9c8Xg3bNhA%2FPmCMPrZUEtuQqIBHvNz29kerngPckGn7tFouAvFYUXU%2F2ZRJbNWe6bpNdutEYiFj7tNy1aXxSw6JxWA7rDyJrdqHCg5hXBq%2FJTatHBy%2BHuPatbvDi2%2F3qV1MH6q2CIQx9iS2tqj5cJsiApu63Xa2oq5tv0Hu0qJxmIEyG%2BeDhxKi1xzEeWG4A7K5GNlEvMAMj%2B6mLuDivDpOl9Y1cyO880ry3VjtS7p4QClTc9HruurKL2Hr6ri%2BfZd0aDOwou%2B1dKG9wcTpY33q5LCti%2F4QJ2xT3Q2aLR3PcPkTsQUf14%2FD9a%2BN7SY8GLl2Cjyidi5RCIetrU87JqbVGMc8ypCH9PPhmdY8W5UtG7URVr%2FeeeedIB5vgXOPA7zxxhuDRy3W9tF%2F3HQ4ePDg4OUtNeVLecAxLDy%2Fm8fJjRkzJny6QX%2FzHNkTTzwxqN%2Fzzz%2FfoGk3x8TAONxHWFlKxD2x3Fx39ndtfSAxDsfhfNY15tYUt7HP1ckTW9%2FCUGmENzbBtnPssRQ8lw3jw3FTCI3C8iGdmt8DBgwIXgfaHJYUwQWDw5ujUDqML5udeV5dU%2BHVFG0UzhMcGIB4%2FuvEiRODSww2vFubZ7vW1G7oHc%2B5ZS8uz4Dt379%2FjeHC%2BazrtzMADKQ8AxS9QTAe3PTIs2y33XbbVY%2BRWdOIryvd5nANrLhxhTowCKF%2FvIoRvWNwo448H5jnPPJs3PqSJvJhIAYv3nBGWnUxps0BK1cGyk1fffvtt4MnUKAP9akTmPBWPHAG89pgS3vQFrwogX4BjnzX1A9ceVvSN9hClnhrILiyDQnZbLPNgudZc8zNh%2BDGa5x5tei66g7G7MfH3oMT4w%2F9ONGegiuEi29IF0K%2Fby7CfSnYPOp65ZVXBs%2FTvu2224JXeYPDuoQ%2B9%2BKLL2rUqFHB66%2Fp5zyHmGeGu0cUriu%2Bu0ZYbC%2B6X5PwchleboAeO2HMJ074nLvWEN%2FsNebFM7xkoHPnzsHLaZ599lmdcsopDZF8s0wDHeX55ugruPIyCfrHurbq0Q%2FYdzp%2FvxAv2mTxD6QWFn6H2nyFkryXNeYmxh3QxxvEBKLsbj%2FvuDN28AGm%2FP4NWJgIGhAiQ%2BCAaDT3hg45o770DhuhMaITENl55roPB1F57vDz%2F8UB9%2FHHwFqc77rgjeDi9S7cpvqkXe0d5pd3nn38eECIemM%2BbTD755JNAmSi3w8cZ2LUdUweHX%2Fi3i8c5h2UY4zBe4fOEbwrBA8sz5HgpgxvQePsLb9HCkwBGrh6UD4zosIRh4OI3Ohd%2Bz%2Fa66hi%2BRloIRpvZPuXAE%2BIel4Qnjjdx8fYvCBqGxF0jnkvLpeOOwZXfiLsWHDTBP%2BoGSeXNY7wAAzKGvt1www3BjU%2FgzzX6Lg%2F3ZlBye7dcfVyxqYs7x2%2FXLvymHcCIwZRX8tL%2FGEhrSsth4tJyeph47PLdkN%2BUgYGDN3OhV9SLOqBv4MaNdRy7OjgMEsvIdbDnec2%2F3v9eWXXwakLBzXxSENhwH5ofMMLB%2Bb%2FeLNX7yJzvWNmuK4cw4%2FdxzWQ5e%2BK687dmE31Df5U07GDfSSt99BtvAeQt6HDx8e6NG%2B%2B%2B4bvKGPN%2FaBh5NwHakDeDFBAy90mDfw8QansPeR9mSseu%2B99wKHy9dffx0M2rQR6SFNhYerF%2F2QG4YhsbyIhM%2FYsWOD%2Blxnzyiljo899lgQnD589tlnB7%2FR0%2Ffffz8g%2FRBMdI3JP32QevMWxTApBU8e3M9Nj7wym7C80RDhTVa8JYuJQFjQfbD79NNPdfPNN2v%2FfcP2o324jzPIe%2FTp084SvCbNuBNj8ccc0zwAgFeFMJrw3nLIn1p%2BvTpQVpM8NYmt956a%2FCmRfemL4559jnOCyY6eK15eQi2h%2F561FFHBThC5iD1CBN23gYGTrxsB28zkyNsVe%2FevYMX1RAX4c17TIqw%2BegELw5CPzek0G7oAc975%2BU8kHbqm0hiXV9Gj%2BkH4HvBBRcEb9OkjSDCYb1O7DvEJ80PPvggsDWMubzBM9zfXB7UP5zWhsBjNRNspNwwCvfee29gLFBMjAdeA7cEArNHaAyAomEA0Rl3fnOebxeWhiA8H9cwAMcx8bnu4hAPgDnPOReesKTH6%2BXonM3lIfSUCaL0zDPPBAMkrzFlgMJ7QPkRV39XL%2BqOOEUKH1PfMJYOoyCC%2FSMtrpO2w55v0uIcnzD2Lt6G%2FkaPXn755WCQgeDzYZZNB0QcJmGdQMeuuuoq3XnnndX1dOVOrKPDkuvuN3V3%2BsJ58sCbwatEwwYf3eHtLrxql3ZyhCycFuUiPkKa5BEuM7%2FBuakErHhbG28zo0%2BA70EHHSQGA4w1EysGOl6tiyeG%2BiCU2fUtzlEvhDpyHpw47%2BoPVrzW9xnTbwa0MNlfG%2B4OL6fXicdBhhv4H%2FWmncGDAZh%2BSp3cW7dcW1JmPhzzTdn57a7T7mDCq2SZPKBzYbxctQjn4mIjiMOARTuxNJxIXkmfOKTndJ20iMs1ziP8Jl1XRn4jicfByQ34j%2FJBoC6%2B%2BGIdfPDBQT0hMZdddlmAO3rDRIG%2ByKAKHk5cHcHR1R9nCU9IAK%2B99tqr2m64OA4r0sFmgC06T1qIw8vpt4vXFN%2BUxZWH%2FCkj9pEJOq9RdfrDqhW66YSy8wGLsI0iLSbhbnsB4enzRx99dDBec8xTT3hNtxMIK6%2BHrUnAMlHQJ%2BIzgQgLBBZPMkJZcRAgb7zxho488kjN5GkOJhBNPI5rE3ScT1goB09qgYQ68sl1dIBtDTiG4CYOLwg9LzpAKBf1p38j2EH6BkQRQk6%2F4cOEILFOQYQN8I8%2BAPGmj0DYsd2OV5E95QMDVz9%2Bo9%2FY37333juwvdSJ9gc7wjsdcTrGOYTJE%2BMbJD%2BcB9dIl%2FYljkuD8xtKGt0TSwdjZoOXEzBRDmYOzu3NMR0P7w5ywgknBDNkDBMzZUBhSQmv7YgRI4LOOm7cON19990B4IDPrJIlZgwa4QGaQYXXNeK54%2FVwdCA8mzxK53e%2F%2B13gaQJ0hIZtDsaJsqAMkARmvnhn3BIBSyUoHJ2SmSUeMl4Ty%2FuelyxZEry3mU7HcgpEi5kWs3Be90qH5dWyzBR5IwmeLzoyhg%2FPDwYMOfXUU3XssccG%2BdA53f4lXqHK3iswonxNIeTLMhFGjtk0s2reVU2HYrDhffS8JxvBM0obEx5jzQDvOiPX%2BQ2Wjz76aFB%2FzkEgWAZDnyBeGC%2BMFWlhZNEh9I9zs2fPDowGs9Fdd901MJDgia4zw3dLNBzTwdFLZrG0GcYDXXz88ccDTDGK9AuWBrlGXZoCYzBhcKNPMBhSDgwjRp7zDAIMJOgmOoJRo5xghacb4089qC%2BeG9qCukE6wAZBV9FZ0iZN2sC1C9982ELDZJd8wJctNLQF%2Bgg%2B9AO8RByT1n333Rek1RSY0R9Y3sVjB8FC32hbPB14kehveK3og7%2F%2B9a8DDOhz2Bvqim4xYUCX3Tn0iwEcbBg4mfCDBd4o%2BjYkGdvHOTBE0PGw%2FSJt8mbSh45jS5mguL5Cung3OSYf7DEYo9foOrhiCzi%2B%2FfbbAxKJnd7QQtnQFQgVJIq2Rrfoc3j3qAeeRzDFvhEWHMCSMYVHeyFHHHFE0C9JD0nECx0eP3588PIX4kMOSJ9%2BDEb0W8gUJA%2FCgEcxcdIQJNyE%2FxyRoK%2FhpUbYRoWtxHazVxQbRt2pjxO2TPBhbOSaE8YOtqowccUbyfjKq1UZV9AnJgTobliwoXwYt7CVlAlh1QYvMZjSRmFhdYfy0kYsczMW4eiCwNIm2AyEb0gmnKAmQefDgj2gfzB2MS5imxA815A4wlNf8mIFA8GbiT4xDuy%2B%2B%2B7V9ScO%2BNFPGT8pI9jSP1ghwElCf9zQ4urs%2BjX5u3N8M%2F5A%2FCGf6DK6Sz9xwvYx6o9HFUcebYD959zHtrqDYH%2BxXc6%2BgKn7zXXGS9oVnYJv0Vf5jVd9Q%2FWRZArSmIIyYawBGkXC4NBpMPgAiyEChD322COYIWM0MbB4thgIAZEBC9KLstA4dCaWMjC2kDwUjM7DAEJHeO2114IlFa4jLA1gqEiTslx77bWB0rkGb8z61zVtOhbvDoaEMaDcc889AUnYfvvtA6OAgYCYM%2BhAaDHsGIkDDjggwA2lYu8nyyo%2FPBDMPBRb7DBGEFKIPKEg8BCpsCVwQ6lRhFZIgFDDAZeC%2FaVEm9DL5eEsaNDnHXWWerdu3dgSKk%2FhgRjSpuzpYDBDeMDLtSZNq%2BpjfGWQsiYQbs6YpwgRxheCBn5gQkGDSKC7mLQ8dLQFrQBeTNgYhiYSGHUKBOdnA9xKCdtSnhuNmB5jEGAc5QBA0N%2BfDP5oMzNRfByO7KEsaZvMii6%2FcBcQ4coP8SLZUxIHdhBgujXL7zwQqB74AABhQy4wS1cT%2BrNM1u5zoDHgIvxhDyBF0ub7DemPfkNmaONMbpNQWAhRPQhCCV2CjsGAe9j3mXsDgMj5cTeMSGl70HoL7roosB7Qv2wYUzuqQP1h%2FxCJtA7vFzgDdYzZswI%2Bh82gbQhnehZTTiCKYMXZWESSv%2BGgDCpx95ef%2F31QRlZVqdv017oLxN%2FvDp4IInP4M9SPWHQ8aYSbrBiksAkD12g%2FRlL%2BMZu0ReZ1FNmxE06GUzdmILtwpHCtURxgzDEBOKLLpMuNgS80EHsCngxaWYQbwp9Syx3%2BBhb44jMzjvvHNgi7NHIkSODiYwLC1kJr3y489QHHQzbSvBjzEVvEfo0dtNJeCnZneMbmwdRDXt13XX0KEyAOM%2FY7MZpxnJsKGUkP9o2LOsiiugGadNOODqcnpAW2CTmS51pS8ZJsOKDnQczBC8t4zAEFoHAIoy12CkIL9s4OL%2BucgWRmuAf9aUNcQC6sRGnAPgitBGT3BE22YBfMTZhJ5i4YDvcuEjfA5u1jf30KVaRmHQwBrDNhHbekH2kquc3MsgYfJQKQ8NMGnJF5SEEKBLGG2MFsBgMlBnvIgMBoCAYFTwaNA4dBM%2BEM1zMrAAZBUPpIH9scofgocRcYzB54oknAkNIB0lU6kaGoNbJ0%2FgQHJYGUAoUjJkRnYZBm0HvvPPOCwgUJApvGQS2t5E7Oh7C4EYHBFcIK1gTBjKAgrnlcAZJiBmDKR2dgZgOicGHzEKqwI%2BBDUOTOIuudaUaICA6RHszAcFLwCtzmZnjGWBChL7grXGdB1wwqE5HwkVAFzHabNtwdYT4M%2BihV5B4MKC%2BLGli6MAHMuImXwz%2BEAzKhe6iY%2BioE0gJRg6jiheWPBkEwRhvGyQMo4K%2B0t6Uh09zEvoIeIIjOkSZw3WkvAxyrJJAAAjrli%2BJS93QMYgdegeea6sjdgCvI%2FmwDxJcIcGkybIxeo%2B3gA%2BkEW8Yg9zaBtMNgSPthq3CS007Q9gh%2BeyXo53xbDBoMBDQD%2Bl%2FTJbQKfSFPYss%2BVJH0kK3sF3oFjiACd%2Bc22abbQLbiH1k%2Fx12FN1PFHAnHl4yJknYASYFDDLYSfYGMnmD2IEdE0PicB27zNIrgxIenI%2FNG0O70f5NJfQx9u1hB10%2FRB8Q1x%2Fp%2B07oZ5SZlT1IFzoHSad%2F87smwkH9wAxdpk2wn9gN0mFLDZN4bCnedrY2uImqy3NDf7MK4toE%2FcJWg5HrC5BPhDrRnscff3xwjJ2CtCcKmKEDYZIKgUcvnTB%2BhuOSVk22lfAQSvQ7UcA1EX9WLJhgscpAP2LcS8yLdLCniXHD6bM6xP56wtDfCM82G8rIZJz%2Bh9CO2F9IGraIOjm8sDfYflbTKD82qCbB9mDvGJM%2F%2BuijmoI06Tnak7LTP%2FDCQ0KxL4n9ZIQRWJyECOHBg%2B%2FwuEifwDFE3wHTROE8nnRwwHO%2Bt62WMfHdkH1kg5BYKg6IdBSMKm5tiBhCR2O261z6wUn7BzjhTsNvOi9A0zh4GJzQoSFbpM%2FHdS7SpjOi3BhBDDeGCfJMQztxRotjzoc7rwuzob4pOySdQcgRNgYeBiBILBiAjRNngKhrWKgn9ULAxGHpFJXOznVwQ8gXokb6DBzkhxfYCdf4hHFz1zbEN0YTUk%2B98PJBZPBIMZuEiEMm8KI4Qd8wpkxsqBP15wMWCAafZSZuQHACNhBPwoAxmHAObInLb86TNgIWdHq%2Buc43eYErOkk6Li3Og7VrE8JyzaVFXjUZCVe2xv5G5ykb9aCslIXyusGSsro6Ot0BX4wcKyN47hksIOYjzDiSBmlSL4S4HLtzpEGaLi3wgNDhBWOCwtNCIAyI69%2B0JTeoQPK46YL8m0ooL3WBpEOsmTTxoVwQQsg%2BGDDRYlCl7xKeOqMz1IkPmPMBa9J0GPNNOOJw3ekJ9XUYuroTlvYibSfgTpqc45tjfpMn%2BZAm3nUGICb1HJMfQt%2FCPqPrhG8qceV0%2BeNRQgfCZaJOTscIj2AjGLyZRDihjtQHfXN4uXiEoe4Oe%2BKDMeGxNZAqlpmZOJAOJAdb2BSCVx5nDOVDr6gD9o%2FJDcSBcRRiiIAHHnYE0sXEnFUrro%2BwPkofY4KN5x9vNmEhvHyzwgB5x75CECFCePaZhNFPedIQEzbSYpKFQwWhPfCaM2HDvkL4IHuM8eTxsU2MWE3EwYQQlns%2BSAdnCfYDTyeOG3Sa83gUIeNM6JhU1PQUBsoIFqTPjWWQVjyrtCltyEoYaTERx36AB9ch%2F5xHKDvlHbnKg015ucZq3N5GzpxwDvzAqDkIfdfpMrpK%2F0CfIeXgyb0j1BMnYLjvgI0T9IkP4yI2Ibzf2Y39tAf5uH5GXK4xaQdL7D9byPjmxucN1UeqRhhXk0b4hgDglcAwAgKzHjxedBSAxvtAp0C5OGZWRgdgJg3ogAqBwcs205YaIVjMxCGmDBTMLuiILNXhieRuQ%2FbM0kCQXUAnLY4BlxkDx4RjtoUnjo5NR8GdTnlQChq0KYRyghmdmEGGujPbdvvmMBh4qsCReqOceMLYgoHRZUsAe8EwdODMMddIg994gUgTAsAAzDI2x3ggIPoYf9IGE8Kj9MxcwZwO3lTEgTbBUwQpwANH%2B0D28fJxjc6LcQQ%2F9Ibf6B2eVerBDBy9oP54HPgGF1dHPGkYUfby0OmJix6idyx5uX3DYAU5oSzOo8YAh04xg%2BU8OoceMctlqwttxooCHZ3fhCM8aeMFp23QRwYFPEZNIZQZjCgXM2oMFTp4lnnqGKC4RjkpO0Sf5WaWn8GGCRdGj7gjzLhDuJwxBV%2F0GSJFf4NE0E%2FRL5cW%2Bkv%2FB0dIAvjilSE92pKl99620oDNYALMgMpAhJEOG9QNiRv58oFUU376J%2FYFTKgjfREs0CewYpmXc%2Bgcxh2dZVKEF406uvqALXqNnWMgpr%2BxBQBPNI%2FygsSg8wza2Czi09%2BxoegTAzzYM3jhFWcAZsKPpwt7Sd%2FGpkIsnIcRzy75gC1eW5YUabemsoG0I9iiR%2BgJegcmEDT0g3ECgey4cYElZPocAgbYdfSYsOgxhBZPv7MF2HraDDzQfe4TAHvGDMgJv2kDJlW0LxMUN1YQvqkEO822HfCBbGODnDcNfaG92XaDQPqwLwjlx0OGbqKnOJMQtrzgeUfH0AHwQCDGfMAFYe8qH7Bl4opXmn5KWmFSSbkg%2BYwXLi36PdtonE2ALIaFfCgzdp2w2HD29qJ%2F1IG%2BAi%2BgLcMrQeE0%2BM3kER2AZLLagL2gf5I2ZUeP6GfU3bU1BMzhxQSJ3%2BgcThFsPfrmCDp1pf%2FRf8GV%2FJpSwBG7Sh%2FAhrixjAkGXIuVGsYV2oLxkDCMh%2BgzukMfAAvajLakfdAh7INLi4kPmDP2Y2OIDyfAjtHuXCOffW3rETrGDX8zjadtyD6S1OfqqfGVBSV64KQcnT4sR7lF%2FzvzBiyMBAMNBMAZkdo2IHEgEHhYSAtPKMvTDG4AyF4vBnCEGxAgb3RGOhUbuuloeDswanjOAA%2ByRVzAco9hYUZHGM4xE8Aoo3B0XAgEs0rKzuDB7AySgsfBLcPTYZgh0uikU1%2BhXOCFkcQTXBe8KDudhfpRf4Q08IpiwKgLxptOCU4MTs7TgrHGW8kyLksADF6k52ZmGANIFHiCC%2B2CYuLhIAwY4%2F2i%2FJBgBk2EDou3DanvwIZhgqSANfnTBnURDApeAEg3dUKoI%2FVHp5g1M%2BBQdgwhgz7GFm8tHZj8qD%2FGGq8Fx3hu3Z2lLDkyESI%2BnRlCj3eRTkoa6AQYcY2OzaQMooAxh%2BSTVqLu0S6ExwsAKYMYs3cbbDGukGb24TIoYXgwnLQz%2BdQHZ%2BqHccEQMRiTTm0FHaNc7IcCXzCFeNMfEc6PNA%2BFqyOkAH3B4DMIEp82hgBgJ6g3fRB9BVPKQv9Hl1iyQ1dJizKTFltE6CdMMunH1J%2FrDLzgjIA7qyngDcFYX6GeCbQ5tAAAIABJREFUjvy49q1tmtSJ%2BKyWYLQ5RuhfkCWwoA7UlxvVILf0azyyLIszYDLgginHeKro8wy0Li30jgGUfJiso58QWHSbQYqBhr4LTrQXZJ84YE3fdv0FkopXjHQhEwzUfCPOSwP%2BCG1Ou2EX1xdjyoQNY%2BCnz9dFp6kzgym4UA50DNuE3SJddAXsIfCki76x5xriRN9m0omdRLhZGNJPW9M%2BDi9I0wibaJAW4w%2B2AaGN2IqBfaEceGAZ5FmCpg3o1%2FUV%2Bif6QXm9NB4CcAt0DxLu%2BtP65oaDwjkzmLj3tol1QwlOAvo4fRj9rI1gA3AE0EeYIGNLEeqOztPvKbNbbSRdCCwOBz5sGaIvIdgDthzSl5hAwCMQ%2Bgj9DJ3Ha84YjmC%2F4EpwEsY1VgXIHy8utqQ%2BfYS%2BRh%2BFWDOGrW38ys5M1tNfFOmK0blqHTUOuSFILJWmgA5kjIxrKECkMZyiUXCu0cm5htHCyDBIEoYZBOddWqRNAyKkw%2BBBGuTBeeLw4Rrx%2BM03De3yIQ5CPMCvi7ENIib8I4%2F6kliSIj71pd5OKCt1QhyWXKeOlDdcRxePcPx2dXb145tz4bT4zXmHmcOL86TPeZcu5%2BoqYLw%2BJJYyUCY%2Brhx8u%2FqjD9TXCefBi8GH87R5uP4ch%2BsYTiuMJemRFnGdEI%2F6oCucJ313juO16R7naUfCQ%2B44Rp%2BJSzk5Ri%2FrK2BQXxLr8KUcYMExdaG8HJM2n8T%2BxTG66vAhPOEgqgz4kCFIF%2Bfdh%2FrXlJbDnTQRvmknlqjw%2BEJmMLR4N90Er75YEY9y1JfEunypO1g5IU1WCxgI0I%2FeNtDhaSIMH9ev%2BQ2utD36xYeJWjgtpy%2BkDRaE5brTR87RXnyTFm0QHjzAmPJwnjjoHF5WJqfOwwaO7NVmJQKSTTgm%2F5Q7nJarX12%2Babv6kliXD3iRDv0EPJzd4rrr2%2Fx2dQcHh5ULyzV0j%2BMwXqRHHTnvdNKlBdZcI2%2FSc%2B0FPuE2InxdxJPYuqC16YStD4kFHXQXrsQ3uo%2Bgs%2Bg7%2Boseo9sIesx5xhjHr5wuOxtBOsQhDcTZG9LGfpAGQnjS4Xo4LcLVt49QzvqQ2NWjflC0%2F1HpSg4365D%2F2%2BoXz7jwHAhHUgcA2xYyMsZUJdv%2BDgxLY4JB3hhcYBzDoOVKK5Rw%2FlTLtJbHyENV%2B5wGeqSZk1kxmEWrj%2F58EES65h4TBjChssUTovrLo%2Ba4rprhKurkKfDhd%2Buw9UlHeIk4uLq7zqPS496kQ%2BdjY%2BTcP0T6%2BjSImz4GmmF6%2B7SDKdVW90jHdJjUEYcFu44nE8QoA7%2FSIsykQa%2FyacuAoauHC6eqyNp1VRHrifGISwzdLymGDgmopzj4%2BpfU1rk6bB1%2BWNQmZn3NlKFN9M9umV9cHJpry9epOPskkuTb1Z08KBSRggixhkbA1aJ4Z0%2BU5bEa6Tl6pmIvyt7Io4uPHHDfYLzhGUJFCLHEiTCdiS8Pyyv0o7sOWRLC8uo4bSCwHX8RxlJw%2BkQ5amLJOJFemGhj4b7qcuLMGGbzjFp8UnEy6WZiK%2FTacoczsOlQ5p1lfWJW9e8fPiWhwD6gT6Gx6tfqgVxarIbxCOtsA1waXE%2BsX9wzfX3sL67OFwjTjge6dBvwucIX189Jz3ikhe%2FEcpPHuuSdZJYEgRQZtN0ajwhHNfVGK2rABvjNXADL5bDMJoer6oOgv6AC%2Fvb6tJRN0YdaYw6QZYgjHjg%2BDSV3mF0uJuerRYYRLcEVZ86kxbL39wwRVrh5fb6pBeOg6F0dg3D2RB4UV62oJx11llBVtgAdB2b0ByEm3%2B4A5ylcgR9wQvE8iMYcMwSfUOU16UHxuT7S4NRc8CnMctA%2Fd2kpTHz8Wm3PATQDXgWY2NNJLLl1ajuJQ7bYxeblRjOr8t2rJPEEpl9GjNtzxd7IJid8%2FHyywiwL5MBjI%2BX1QiwZMo%2BHi%2BNgwCeTyZO3PDj5ZcRQB8hFpsSXtj0RKnpXGKY%2Bh5jC919B%2FVNY2OIx0DMBIfVBS8egTAC7GHH8cCNWJuyYI%2BZSPOBO3HfCPdArYvYr5PEAiYDInf0seTkxSPgEfAIeAQ8Ah4Bj4BHoOEQwEnIapOX1QhwY2bi9p%2FVV1f%2FWvNZF6vPV%2F9iWakhltmqE%2FQ%2FPAIeAY%2BAR8Aj4BHwCHgEPAJrQQDeWZttTb9IYteSvj%2FtEfAIeAQ8Ah4Bj4BHwCPgEWgyBDyJbTLofcYeAY%2BAR8Aj4BHwCHgEPAL1RcCT2Poi5%2BN5BDwCHgGPgEfAI%2BAR8Ag0GQKexDYZ9D5jj4BHwCPgEfAIeAQ8Ah6B%2BiLgSWx9kfPxPAIeAY%2BAR8Aj4BHwCHgEmgwBT2KbDHqfsUfAI%2BAR8Ah4BDwCHgGPQH0R8CS2vsj5eB4Bj4BHwCPgEfAIeAQ8Ak2GgCexTQa9z9gj4BHwCHgEPAIeAY%2BAR6C%2BCHgSW1%2FkfDyPgEfAI%2BAR8Ah4BDwCHoEmQ8CT2CaD3mfsEfAIeAQ8Ah4Bj4BHwCNQXwQ8ia0vcj6eR8Aj4BHwCHgEPAIeAY9AkyHQfEhsrEBTJ4zTxJlLmwwMn7FHwCPgEfAIeAQ8Ah4Bj0DLQCDaOMXM16RPPtO4OYtUEotoy72O1G59Wq81q3h5nj77xw0a8dwC9TpouE7ccittPmywNm%2Bf%2Bj9xKssXaeyHM9R13x0V%2BXmKVqZ30xZ92mrJxG81Iz9H2w7ZXOn%2FE6v2JyoXf69n3x6nWHKqtj%2FoJG3fufnw%2FNrXwof0CHgEPAIeAY%2BAR8AjsHEj0DgMrXKKHrvkBj3%2B7vcaN%2B5N3f7rS%2FT4mFlrRTKWN05vv7JE173yih6%2F9nilr1is%2FJLKmsNXlGj5gqUqTS7Rp3%2B%2BT0%2F9c0oQrjxvuZYvK1BFzbFqdbZsxme66dr79ca4cRr32dO66Ypr9Mn00lrF9YE8Ah4Bj4BHwCPgEfAIeAQ2HAKN44mtrFSrLjvr8rvv1%2BHdpHEPna8zb3lSQ94doUGpS%2FTyzbfqmR8XqFW%2FPfW7267Qkmcf1ktffK%2FPTrtU8684Tu1LS5WdWaoJ%2F3xJX3w%2FXZ%2FP%2FVG58d669Ja7tW%2FPChUV5OvnMR%2Fo7c8%2B0mefTtOK3HN07B5tVJBXqhTDbtHnT%2Bj6e99SntrqqBt%2Br9MHd9DY0SP11cRZ%2BnzOBOUl9dMlN92h%2FfpEQkgX6P3H79Sc%2Ftdp9E172fkyvXvbWfr94x9r2P8N1cd%2FeFy5uxynY%2Ffqpq%2Bf%2Brsmpg3RGSftoPlfPKXb73ldS5KTddjVj%2BtXQzP02SOPamJpuSZ9N1nLileqw35H6qozT1K31Hl69tHXFdn5eB2a8YFuefAHHXvLnRraOVQM%2F9Mj4BHwCHgEPAIeAY%2BAR%2BAXEWgcT6ySpHi58pfnBwXY7uzTNTT%2FI335c7HGPnmv3szrr%2F74906ODpDox79UB0OPlzD%2BmynE399kfbfLqrPR76hn3JLtOSHt%2FTHN%2BfrxIuv1GHtcvXKo%2B9reXyZPh31ngr6DNRu2%2B%2Bk3Q84S5eeup8qvvlYH33yk%2BYv%2FFB3%2FXa0Bpxzo248o7f%2Bcd1dGlNSoGXj39R9by3UyZdepUPaLNfLj7yrqtKtwih%2FvN79NFV7HbLdqhOpGnbEcLX95lvNVommj%2FlUE2bkBtfmfvulxk1aqEXzP9ffHnpPO17xR%2F3xygP01Z8e0sSyYs397yu6%2F6mftO%2Fll%2BiqMwZr%2FIuv67NZFaqY9Z3GfPRvRbLbSHkLNG3qDOWVr8rOf3kEPAIeAY%2BAR8Aj4BHwCNQagUYisS5%2FI7NISoqy02JKWjhVYz6couUFK%2FWV7ZmdufA7ff3dGBVnbq1e7btq0JCB6t4hRxnp6UpJrlRlchcNN4J78E67aq9dekmzftay8nRlZWWodYfO6tqpi3r03VZb9%2B%2BmbIuTlZmi5bYV4Juc%2FXXaYTtqx6NP1l6ZX2jsj8sVT%2BmuQ4YfoYN23E177NzD0jIPblXpqv6XF6q0vJNaZaw%2BWZmZqQ4leVoZT1J6qyylp1Z5blOystQmM0kLfvhSn4yLKW%2FGJ%2FpkwjzNnP6MvpxfrvSsPjrmzNN12A6DtN0hF%2Bq8AUma%2Bs0Yff3VzyrJ2F979k1Vq8FX6p%2FvP6eDu6%2FOz%2FyCHgEPAIeAY%2BAR8Aj4BGoHQKNSGKTFImyuG8ye44mxjZXn44lmrt8qRbkLtb0adNU3vcQnXbq0epi3tWi8phKiwlse2FXcV9%2BpFgJcVaWxCqUHI1UXcLRW1GusrKYKiqqdsHGiaq44pVxJRmhrdonEVV6epKFtfNKDtKKWajSWGWQVhDF%2FcvqqZ6dp2jW3BJ3RmVzZmtK197qY%2FmVlVsKEeqTpGgkWcnxShUvWahpxXlaYIR42oKI9j3vOg3rGLX0jbdHk4JySxna7%2BgB%2BubDt%2FXyp5%2Bq7fCD1Kk6B%2FDI%2BAR8Ah4BDwCHgGPgEegPgg0EomtVGlhrhYvWqJFi77SPTf%2BVcW7HaehgwZoz9220ICtd9PlI0boplMP05adkm2xvlylRaUyrmlSqbLiEsXicVWUlarE9pYGZ2NlKi0pt6urrlemKDU6X9OmTNYi27ZQWl5mYSvVduCW6vbT6xr10Vwt%2BuY9fTBvgLYY0EoVJUWr07KwpFVFfIPkpbQtdPIJgzXmiVH6r5V7xbz%2F6P6H39SAI%2Fa3nbXZ6thrpeYunKFFs7%2FX%2B5%2BO0dSkDPXccXfztnbVnqfdrBG3XKujtu1mBLpc5SUlKjWC7dJvN%2FQIdfjqXb39XSedMbxPkOHSrx%2FThWddqf8sXJW%2FIIeAQ8Ah4Bj4BHwCPgEag1Ao1zY1e0rbr2LNPLd5yrt6Kl6rHXRXry14cqLSmiQ6%2F7rd28dZNOOuRpRWIddMRvb9PZfdup96DNlRM4bjPVY1B%2FtU9NVVaPPupd2i7wvmZ27KG%2B%2FdspI4nrvZRZka0hpx%2Bnf1z7uK68vUQnDO6rvvH26tLzAN0%2BYpyuGHGOPohk6YAR9%2BmANu3032691Dt5VVqdLK0tcpT4AK%2FNj79F1xfeoRvOPFYLJ0xR73Me0zun9AvAHH7WyXruN3fpzPE91K%2FPftqtayt1H7iXrjtjsm489zA9lB5X2%2B3P1EO7DVHHzfupR5fWVV5jYqdto332SdHcnGO0fVZV21SUFtjTFFaodH0ep1CVlP%2FvEfAIeAQ8Ah4Bj4BHYJNDIKnP1VPjKwtK9MBJOTp9WI5yi1azqmg0qjlz5ihuXtGtttqqzuDEK2y53%2FaTRm0bQKLEYrbmbqQ2GqneO5AYpJbHlbKdBsES%2FxoRKmPmza1f%2BhWxOXr%2Bqmv01KLuOvLQA3X0yQdpMwh2vEKxyqrtBGvkZfWMmds12fCq0bUdm6Z7T7lG2b95Qufv1HaNqP7AI%2BAR8Ah4BDwCHgGPgEdgNQKTJ08ODnr06KGAL666lJ2ZrKe%2FKNIVo3PVOlpSM%2Bdancz6%2FUqKRGsksKQKQV5%2FAktKyf9LYIPT9U8%2FEu2hU2%2F9nU4a0l4FhW6bgyUakO4aaGpQz7UQWIs2%2B%2F3H9WbJIO01wJ5K4MUj4BHwCHgEPAIeAY%2BAR2C9EWic7QTrXaxmkEDbQTr7qkENUpDsbU7Rnx5spy0y%2F9cj3SAZ%2BEQ8Ah4Bj4BHwCPgEfAIbGIIeBK7ARo8u%2Fsg7bgB8vFZeAQ8Ah4Bj4BHwCPgEdhUEKhhbXxTqbqvp0fAI%2BAR8Ah4BDwCHgGPQEtFwJPYltpyvtweAY%2BAR8Aj4BHwCHgENmEEPIndhBvfV90j4BHwCHgEPAIeAY9AS0XAk9iW2nK%2B3B4Bj4BHwCPgEfAIeAQ2YQQa5cauBcsrtGSlvSbWU%2BRNWLV81T0CHgGPQMtHwN5kruysZPXq1CjDZcsHyNfAI9CECDRKr5y%2BoFxpKUlq29qz2CZsW591M0Mg3V7ssb6v9mhmVfLF2QQQKLX3gVduAvVcWxVLyuL6eV65J7FrA8if9wg0IQKNQmJ5iUG%2FbinKsdmrF4%2BAR6AKgSVlsje%2BmVvHM1mvEi0BAVNVpE%2F6pq2wFfZGyBX2VksvHgGPQPNDoFFILNUs5z2sXjwCHoFqBPZ5p1hTlplPq9F6XXVW%2FodHYP0RWGXCvzsiQ4PabroOiTI%2Flq2%2FLvkUPAKNhIAfThsJWJ%2BsRyARgRLz6JTHEs7i5GKt1pZsA7FVDOGt5ZDfcIdVl6oCrOU%2FYdblMEu8TtjapLuW7BrsNHWl%2Fsmr6lpTwolld2GoQ0Aw7AeWrLHqs7b8XTlquh4uC%2BVs7gKO0YSCrqrDpryVoLk3my%2BfR2BTR6BZTq%2FjleUqLiiuGp%2BacQuVF%2BZqZW6BjJuEpEL5K1cqv2hN0x8rzrew%2BQl1qlSBhc0rTGQ2cRXmrdTKlXkqKa9Kp6LE4lvY3Pzi1XnFy1UUhMtVse3bWkPiJcq18CstvONHihUH54rL1whZ74PCBV%2Fo0Rsf0YTCuidRsvRrPfbbhzQur%2B5xaxcjrvLiIhWXlDcat6ldOVaHCjgCPS78sdIlpSfrN3tm6JUD03RU52Qds0OaXj04Xdf2NFJBs4bDr%2BV3JMWC1XSN7EnDSN4a11EKSz5ib0JOqileY59bxZe27pUa1PWJ7SJqb3UIiHgo7yQrX9TKXmMZTY933zJFN2wdUXa8qj61waquYSKJ2LnyrQ1bzltdcjKTlJ1uGLvwzfHb2iEN%2FdstVftk%2Fi%2F%2BYLWqqaiVF4%2BAR8Aj0KwQwKw2OylaMk4vPfCipob4WrMoZNlSTZ6fHxSlYMKzuvz443XCkYfr4jtfkT2Qwbxpi%2FXuHy7X4cefrOEHnKsXpy4Lwhb%2B%2FE9dd7KFPfownX3jKC20vZFSnsY8dK2OOu5kHbr3GXry%2B7mrbp4o1eRX7tPRxx2vk0%2B%2BVi%2BPW6ayogm6%2FVdH2fHJOuago3Xr65PMWVeqb166W6cdRrhjddw5t%2BizFUHCiuXO0KM3XahjLPyZNz2tmXa6LO8HPXjpGTr6hBN1zCkj9G1uVdiggPX8lxVZoXHvf6OFpXVPoLxwjr7%2B1zdagQetUaRMP%2FzzBb329o%2BqR%2FEapUQBGYA8lq762JdKk7RfvxTtFo%2Fpuk%2FLtKhNRGe0jevPX5fpucUWIBweHSOR8lXxmbjYHCfJWNLde6RqeIodM0FxrMMO22Qka7%2B%2BUb2wd6r2T7NrzInsep%2BcqBGXND04IKJW5GF%2Fawh5kQ95OFUJ50tgvHdu%2FkW67jdpUQ6%2Bw%2BUPT54sfIqV7fItI%2FpyUpnumFapXPIkP%2FDht21D3Ll3iv68fUSZJRYhSM%2FOO%2FysXH3aJ2vvdkkqKVkVj3IkCuV2ZXflAiPycGkRz%2BVPPgjX4sm6y7A9NJU07FwI29ZW%2Fn36GLb7pOogh615ltNaR3Tzrul6afc0PbRdVN1Iy6XJb%2FJpTGzJAwljT%2F0oO23ksABrKwv3MOzZze6%2BZzRwbW0%2Fg%2FatCU%2BuefEIeAQ8As0AgUajEIl1K145X%2FN%2BmKWZxXM0ZVahdjnkJO3SPcOCleibN1%2FSV7Pz1WP7g3T40L7KyOyoLXcZoHZrKV3RinmaP362ZhTN1tSZ%2BdrxsNO0a%2FdUTRvzlv49fq4qkpLUYavBOmLvHZVauEDTvpmlueXzNHHqCg0%2B9AT1zf9Kz38yTT2HHqJDt%2B8R2PZl4%2F%2BjV8dMUEX7njri2MPUNSHvce8%2Bp9e%2BnaLoDqfot%2B3m6%2FfXPKp2Zz%2Buu3aaosvOv0tPDtlJxyQ9r7%2B9Wam7X3lF8WfO1jU3PKo9nzxNz1z%2FF1UOv1cvHFqmG869Sn99Y4gu6fux7nt6sW6wsF3fu1zn%2FY%2B7fz6fer1%2FUO67YVC3fry%2B9qttcFjHqaVc39Sr%2BPv1vWHDFLBN4%2Fo5Nv%2FoR92v0y5bXfWlX%2B%2BWLtsVaLHr7pODz%2F0uQb%2Fdqg%2B%2BfMIjck4T%2B%2B9s%2FuqVdZCvX77XfpP5YEa9cKJev36Q3XHXdvq6d8fo6w1Gmql%2FjP6JU1YVqEt9zhS%2B23TRSVLZmnWjOVaYaRz%2FKQUHXbxcLWf%2F4Nefv1TzV04VrPSUpWOB81Gx%2FGvvaAx83LVZbu9dOSwrVW5YramT1mm3JK5GvejtN9Zh6hvprnWkEimOmcna9L7r2riguXa9uATtGubhfpq0nL132WIOqaWa%2FbkSZqjLho2oFNVHGMRc8dOUkHRMv1nwmSlbLadjh4%2BVDmWZPmyiXrpxY%2B1IqmTDjzlOPVrnaZOW2ylpGhHrcpxVRruq0xzv5%2BsgmJLa%2FxkRbtto6MP211ty2frvZHvaFqs0rx%2FqRpy1JnasXNUCyZMUF7uUn0%2BeaLK222rUw%2FYSl%2B8%2FZJ%2BLmyvfY89Tlu0Id18ffHMC%2Fo%2BN6bN9zhMB20T0BeXoYqNMKQZST21d0Tp8Uq9O7VCC%2Bz4hD7J6lIc125dotq6W0T9WsW1nRGz72fEtZkp4uEdkpVsejB1cYU%2BWBDX5j2jOrBdssoKK%2FTyrMogzAGdI%2Bo2MFUVM2P69zLzQlNpI1Rd20V0zhYRDcuK61lKYrwlyUjLXkZsT7C8FvzPKgDxpC62B7KbPWGkext7yoidGD2lUt27p2j%2FtkkqLKjQizMr1cXK26uiUh9bflmtkrVjelxfLY%2Br1OLt1TlJk5dXalFqVOf0SFZaUlzL7bF7Ly%2B0sq0idHv1StGebY03WQO2XR7TdMPnoEEp2tzKPnlehcaYl36fHhHta3py1TbSqJ8qtNBuFj2uZ0RtkuOaPLtCuTZDWWZPQblgUKqKrL7vWbw5ELEQ2dzK6pljNmEHK3vuykq9vKhSJRavjdXxmO4RZRjZ%2B2BGuaUT0UE5SfpwZoUsiPpbfQ%2FoFNHB5h3vZdjGDNsPlq7GtkvbKmx3t%2FYaTX4WJ5KWrPN2SFF%2Fu4vvoO8qVGHeWMt6dXksTOecZHVPrcK2nUV6wbDtYjfCHmhtXrQK246Gbd%2FKSn1k%2BWUG2ErfrLBymzt%2FT8N2iv1emBLV2YZtumG7ItfqtbBSZZZ%2BUHf7TmsV0cmGVabpziczYvrRnAK9OiarU1qStrN2ZcLwpmG41MKuNDzaGc77mUH4yk7kx5PUv2tE7YorZarqxSPgEfAINEsEIm2HXj6ipCym4YPStV3PdJW6EcaKm2zrj3l5Veu9HTt2rHUF5i2tCB6vlWXLVE5yf3pBFxw1QuPbbabo2Gd1%2F3uF2v%2FYwVr00gj9%2FrGxxmkK9e8XPlHu5jtoq6zvdO%2F5L6jDiYerLzw3QVZMel4XHH27fmzfVdFp%2F9Kr%2F45ozyO2UeGP3%2Bj7n%2Bcpr2CBPn%2Ftc5X22F5bZH%2BlSw%2B4Vl9kdVHako%2F12Mh%2F2eBaoZLc7%2FXKM9M04NA9lL3gfd19x181Q6205OsP9MOCzbXbkK6sCGrZuFd0y12Pa9y8lWqzzZG64ahB0sIxuvuReRp2xZka2m8zLf%2FoI81O6q6chT%2FojfydddNpO6tnm1K98%2FwkDdyjs15%2FZrL6nXOm9hvQW8VffqIfCzqrR8lkjZ61pX5z3jD1tIHlo5Ffq9dRe2v6k3%2FXxzNnac4PX%2BjrmYXaaqeB6pDTUztsZbjZumrx3E%2F07YxM7X7oARo8YAv16pKhaLxIk794X9F%2BR2pY3%2Bn684iRWp6Vr8%2Ffe0%2FL2%2B%2BgbbuV6rW%2FvqlFg0%2FQ2Xv1UetlU%2FWBMYShJ%2B%2BpdtXYFuiLv1yn%2B19boJS02Xrj%2BbHK3GkXdV35ms49%2BBZNyGyr1KI09R9UqmfvvF0fz09Thk0MZs5rrYPOP0SlH92l2x%2F6WulW7zGvfq2UgTuqW%2Bl7On%2F3%2Br79GyLm6Ithm1rA%2BgqnSieqtF%2FeVET0tspbcYbevDNRUbg8vXg3X9T8TbHapfOi%2FTIHb%2FW5yn7m24a0wmkUG%2FedLGuMzw7tM3Xm089rZ9aD9Ue%2FVfoH1dfpzcXpStlxkd6dkylhh3SX2P%2FcIf%2B%2BVMb7bHflsJRtqYU6LUbLtL1z%2F%2Bkth2K9elLHym%2FU7apW9M3%2F7K83OL1D%2BrM%2F07gdxDT58S437wxW69C9fKssI0aR%2FPaunPphhTqw8Tf%2FoXX0xt6f237OHxj57ve57YY4yjYz%2F68Wf1H7n7dWnra0nm8SMoD1hxO%2F87VN0sJG9QpuhnWnVGr9M2rVfRL0tzGIjX52N1G5uUeYWxJWXFtGNg2yp3MhG66yIdmtVqe9iEf1pp6iSzKO2rRGwrYygLDBv4XAjM6VF9iig3Lgm5VeqIthjmqRlRnbeMOI42K7%2FaORsEp44I5Fjf45pebYR5uRKvT3fyBFMC7KFGKEZtkWKnhmaonZWpgJLtyw9qlt3iCpq9diud1Q7lxrJ75CiW3tIj%2Fxcob2NRD5pZf1gakz5baO6f6uI5pkn9XgjpQdG48q1qcRJm0n%2FXFCpolUe2202i%2BrgTsm29SauaSukIeaRvsS2UCyLJeuk3smauySu3t2i2h488o202iLI9bumat%2FWUqGVd0h2khZVGBHtmayl5iXd1eLva3i8ZfWJuf2dFUm6dd90XW7ma0G5pds%2FouLFlZpemaxbh6Ro51RzRhrmR1lbTFiWpMss%2FW2MuI2PRvTn3VLUzQhujhG%2BcptkTEvAdrlh%2B7phu4vlP2lWhSZCBNtHdYdtb0iqtPL1iqqNeZCD7TYhbHczbJ8blqL2YGvplq7CNs2wHWjYDrYtRPH%2Fb%2B8%2BAKQo7%2F%2BPf%2B5u9%2FpxcJSjg9KrCipijb2XxNiw13%2BMJsaYaGKMxqjEJBpbjPUXSzQxsUVjIyoWQBABAZEiRXrnKNfv9m7%2F3%2B8cS0YExMQDBt6TnDe3Ozv7zOt5mP3MM8%2FM2tiKX3c0WzvQOcgC9JP9MjTcbNcUxnSXrX%2BJve7bZn7setshZvuS2QbHJFa%2F2ZnpusG25bicpMqaxnWxHQeOtt7uA%2FbK1MO2riU2BGiw9SL3tIOQUSXSkdYNW16Tpu%2F3j2npooSm2ziO3%2B6bqeLShDra%2FVE75Kc2oKGJ7Er%2F9X%2B7fu9zd2BCAIFtI7By5crgjQoLC1VvB%2FSpKds6SSYvrNUbn1YrKz0RjA5LPdeov5P2oZHfcYAu%2F%2BXPNPTPv1YOrxLwAAAgAElEQVSvOW9owvgpeurPk9TpkqEaOvRuXTmoRP9%2B4g3rNW2mgoLsL11nkCpg0j648jvtrStu%2BrmG3n%2B9Ok99X5%2BsTlfv445Vr7p1mrdgqeZ%2FOkJvj5qptfV5KmjXVxdde72G3vVr9Vm6XO2P%2FYm93106Tos0bdocffTiMM3JOVw333SDrj9vkOYMu1dTyqQJT1%2Brnzw4Qi26D9YPLLhdd9qAhiI0a6%2FeLaZr7JsTtGTpAq0sq1AyM0%2FFXQqVs%2FAtDZ%2BzRAuXLFO13ZulvqiderWZq4lvfxgsu2KdrTiepea7tVDTFcP11tQl9qGxRJU2qDGn5HONnbpWsZ6H67AD9tLilx%2FXbY%2BN8w4eqXKRnr71XJ1y6WPKP%2FII9bBeFp9Wj%2FuLzjnuu7pvXFzf%2Bk4XxT8dbcMK2mnPQw7Qgd3q9NAv7tKoFfZh1SuhlePe1awlS7Vk1WrV22DIL3wsrRyre59YoINvvE9DLbSfUTxZL78w2gJFEzXvsIcNS%2FilbrrtHOnfr2nksv10z4NDdestl2tgbq7SS%2BfqhXvHqfPZV%2BmGG262oDBfr7%2F6rpZUNVXz9v10znU36VdDL1Sfgv98CNQnalWf10lnXmX18shd2n%2FBa%2Fokd3%2BdvkdHLRhpVgtnatHn7fXdY3YPtjP1n7R4gXoffp5uu%2B0%2B3X5qW31uQf3T997S32Z00dCHrB098XO1%2FPBhC1OrrScqX9lZFvhSL97od3pmE%2FU%2B8kLd%2Fuu79IsjOmjmWxNUndlVJ54%2BUDUz7UBiRak%2BfPU5fVpVqVhmgbodfJbuuPF2%2FeqUPVW9NF9X3DBUd%2F3iVNV%2F8IEWrpmmvz84V4OvvcEMhurwnOH657BPNpydtbyibnZq%2FGRLKle9Xa3rR9Qq23pUB1rtvm6ha%2FS8Wt30fo3%2BbD2Jk5bW6roxDT2DNlRWf7PT7b%2F8sEY%2Fm%2B49lTHlWk%2F5jWOqdfdC693uElPpslqNtB7GJ8bbAcYi642zf%2BQbJjtmyLejsf%2FIr3%2FGlrGz4Zue7OV%2BvdVS6x298YNq%2FWZqvfbuE1O%2B3f%2F5qjerdKP1HB5pf5dY799K69VtbSHQzp5rdIXU1Q5S%2BltvZql1CS6xMPrtlmnWC1irWz%2Bu0bkTLDhbIEhVyHDr2ZxkYwjus215tTZN53ZP1ysf2dCC8bX6NDtDJzaVhi80D9u%2BH39QozVt4zrOepRveLdK19vQi%2Bs%2FrVOGDaFYuzKhn7xnptPq1K619XL6xlr5g8m2JWEH5mNm1%2Br64dV60o7J97WDxn4WFg%2Bwg4mho6t169SE2nSIq2d1QueMSKh1r0z9yYZZzP6sWmfY%2B4xfV68nJ1TrqYX1QS%2Fz%2BjUHY5W%2FYGvv1aS5HZBYkB5j5R5p%2B6mf7x3XoX40HCqP2y5bndBNZjt0Sr327B2zA%2BBa%2FcBsb5hRr8Pt7zVmu8wORNqZ7aDA1nrg3dZ6kyss5C6yQP4dsx3hthNqdPb4hFb4wYHXqa2%2F2LbnNDvouda2%2Bfr3alRlZxNObJ1m%2ByRp9uJaXWtev55Tr17uZa%2FJsNA%2FZX5CL5jP4BYZ6m69wm3r6%2BwAyAL1lxrPBgFmEEAAge0qsM12T4m6DLUtaq3mtkNWolh7dEtX3ZKV1lPYRX06%2BBUFUptuLdRq1SqVlvUILlYOHtzEf4J1Nbd1WS%2BKVlcp085n5ySX6ukffl%2FqDpSt1%2F7PU1ueYcmlJWprDpXrZq1VrH13viFTa2a76aedqrO%2BnKUkZOmzDWrNX%2FhHI0aOV6XfOdfdjouocKehyrPPpA6H325zlz3Jz06frSavFCgPv0G6uAezaW8AbrlN5frvJt%2Bqf%2F3elIzJi3UUScXqe9xP9SPpltAvvwyFVQv0OSaQUov6qarb%2FuRLv7573XpqHTNmzJbA%2FYuVPcDL9X1Z8%2FQzVddqqet7OMq9tQvrLejpjpH%2FQ49Taed3NZOSY7WbW%2B8o0UX760OOcU6%2BsJfWQ%2FxG%2Frx7U%2Fq9YP76Xjbjma9j9XN9%2FfRW%2Fc8qEfufF1dj7Me0iZddfzpp2svHaSZL56mt0Zfret%2FepMmXnezrrjsXevNnaaa%2Fldbv3NoKi3R2na9rVfYU0ZMXXoVaGylXXRWmqm2HTurgwUKH%2FqxcN5KVRQeLD97XlFSrvpYXJnLLKTbz9SHrteEx9IsAJVr4LltlVG1TMXtOts6%2FbVfnBJ2UNO8SbHa%2BorUQv272inMxG464pjOeuOVd%2FTGy%2BVa2Od47Ru8b%2Bq1HuebqEebwuCB5p2K1XFemUosUKrPXjbwwKc22rN7jV0w5wMYtzQ1rKtnu4Ze3qq0euXYKd4lc1%2FRTec9oP4%2Fa3O6z9XD5%2FghLrqu10foF6tLO6t2lNbb4G7NYx6KlfXW1f7GE9pnWLZ2rs0lmqu%2B0yvWGrThrjIW1aBcsEL7L2lGVtf%2B26pJbbqVofbzjTesOaWdGr7Xgk23sO7X6cnvMzbb6dhdcpn9Xo2txM%2FfpbOfKX%2FGtWrVpYkOlu41n%2FcbT1itqy8%2B2sR42V25qy8ux3kFZTgSl44%2FuPzELNgutrGt8XQVpdjpe%2Btz%2B9jsm1JYntcwKlGa9dGMScZ1lvdNtbLHHLdwOtl7lltZLusxC9aSFCZ07KU2PDsjW4fa6lQttez5JaPH6FJtj22kdhmri5bZT%2B7vbmZvv7pWtY8wjw5LYqxY%2Bc%2BzfbdzCXKEl7nZWiJWr6zS%2FwpY3nxXWE7rOZhdZePZbmWaaaan9jnuQC001lhoX2DJeGelWL1ZkFdobd7Me1qGHWqVYoE9YUF1n3fWlyxL6IBHTLU2T%2Bs1IW9gOgvx4cWttvU7K7aLO52fUatrcpE49OUuHWi%2FoOwvt%2FRuOO7XB1pvgetu5623r1tumrzPburjOMNv2tk2PWbh12yKzW%2B62drBzzqR0PWa23zKfVYvctk6LvL5s%2BWzbrFJb5xJvONaL4W0t38zsL823eS9Lri1rxw4NF57Z73QbQvPyEmmoDSM41gJ4xSo7yLAhCJs92LHVMCGAAALbU2Cj3X3jFiWZHm8ITqtn6YOpBWrWtZ3alEzXxPG%2Bh5fmTF6uZWqrZoUJ1Xl3xWamNBsDVms9eUFMsV6Pehu7mLl6nsZYj8Sep5%2BtXj26qjC9OggLng0SvmxwGtVeV1drQyb80yOpOjuVlsjKV%2FOiFup72BA9%2FdobeuONN3X%2FNaerpX2g5bXYTUdf%2Fnv9%2Fc6LVTP5Rd3x4IP6x%2FgF9lq7GGafi%2FTCa8P0%2BA0nqfseB2nwQAtt8WY65br%2F07vDntKF%2B3dV72NOVi8bf5bd6ww9%2Fc9h%2Bsdvh6hX38Hab3AXpWfk6LAr79d7bz6nHx7eXT2POF49OnRS%2F87VWjp9RrDlC%2BZWKKdNJwvan2lORUwt2nXR7v1a2GnjFapfsdB6exepMreFunQbYGMf16lkuQXzTnuod%2BxTTZ5rq0jM14K1zVVsYTdeuJduevCfGvbMzfpW794aePQRKg7eZf1%2FmrZRq4UTNO5T64qx3sFPPi5VeU5LO42dsGBd0zDWzlJAi05N1GT5XHkmyC1dps%2BslzJhYbRz82IdftVdev2N1zTsn8%2Fq8qO7W%2FArV3WNvXZTedLrzbqNcjzE1s3WyCnZyrJP1Wb7HqWcmZN1%2FyNjdNhZB8o%2Bi78w2cuUnh0kX82evFSL6tupQ%2Fdc1X34jibb6VzVfa4PPs1Xs1Z2hGOD%2BZL%2Bgs1MSUua1TaUxqdgvTbOcvXUaZqVNkBDbNhI946FKrE7ZdT6qfb1ywZrsx6qqtpaG07gL6y3jJBQskl7dW3TQafe%2BpS1oVc17Nm%2F6KwDWjX0otti1mRVbgGlpV2I1NM3ysJoHxt%2FuNI65sNn8n2V9m6yUQNqYwF33CdVOvTFSg2xEHOijWNtbUMLZtjp3hNfrdDRb1XrBguOa%2B2UeTPb3Ax%2FE98cX0FqstPha%2B01PkqozH5vKJDN25Ba%2B%2Fdgz4eGEKVeZksGYTDo1LULnCzPaC879e%2FrzrWxkx6sFltv4Udl6fpBTxufawN%2BP7ThChnWA3iWlXuSdwva2M%2BCJTU68J8VOub9WjsYsjGmnrZ95esnL6pvv1%2FEtdRO4%2F99XJWO%2BVeljrNe6ddsPGiWhd8mFjqrrbwLbIxtlgVPD%2Fi%2BnV1sHHALm%2FWr%2F30dwQgKW3do9fasPW4%2FHpa97H6HBhtBoUrbpkU2Rveat6t07GtVOs96iT9ea%2BveLa5DrE7ftjT8%2F%2ByirDzbD2VYGbbK1jzX2n2Ay6xue9lQBz8Sbp6RVHAtqG%2Fj%2BmmDrYda2y633WO9bfZ62yUWqseWpusKs623e7N9%2BHmd0myM7hAL9ZNX1Clpts3sCtGUbevOcR1t42%2BD%2BrU38LbWzNpaP29rlur7Wp2sWt%2FW3CJoc7a4NxkvjxcvxwL4VBsjG7de2ytsHPBr9p4J23Z7mAkBBBDYIQW22f4pKzemxZOf19UXzlWThcvV6ryfa3Cvnur1k6P1gxuu1oVjirRyVWdd8Ltj1TZtpCqqbM%2FuO%2FlNTLZbt1OEiYbPY%2FvASdjtp8qa9tIl5%2FbQNb85Vxf%2Bq1iLRs9Ul5NsBf58all7RZ3P%2B17bQ2x1pdbUt9Tpl12hT392k847Z6yK6qpVuPdJuvaH3Ta8c3phL1316wf0%2FUXj9E87Xet3Fnjn%2Frv01IS5QY%2FfkZddpVN6N1PZwpG6%2F8bH9FnNGiVb7aNbrz5SBarU6Mfu1aMjP1PZauuhPOdKnb13S1WvGq8Hf%2F4n661dq9rc3vrVj49Srl1mdeyPztOHP7tTQ4b8UUuXFuiye75lXs%2Fq%2B9f9Sk1aZalszip1u%2FwXOny3NP3zrpv02JQ6tc8p0%2FK1HXTpb49QqxZZOv%2ByXrrjwiF6J2u%2B1h5wsY7q21TzRzytux8frmUla1R8wNm67pQeG7YvmLGLxK776SD98GbzeyZuYwwP1E%2FP3E%2BFC%2F%2BmajsH6VvtFdLl8MPU5QUbMnDuVLWMr9Tasg6qbtVLP7ztFF13zU90wcvFdkGXXdhz3XU60nqx%2FmMfrGDDfzKt93LlzDd0%2FTlr1G71EiVP%2FLG%2BY6FBsf46vudqvb7mEH27f0PP54YX2cdpVvYavfTotZoxIlcrV7bVkN%2BeqD69q3TZwa%2FruhPPV%2FfMFUo75cc6plORxlRWK2GhadON3Pr6EnawZAcyPtXbvH%2B9ZIdB39YpHb%2Bni8%2B7UG0KK%2FRZSZp9hXLDsonUshZiE9Zr5c0oafM1FeVKtt9bv7xxsK770QW62M4olFu33im%2FvEEdWjb09Hpn44y5tfqznTV4wG6f9bGliOV2ivsVC2qn%2BmZ7irDJg5gHRz%2Ft29nGVz7U007z2nhR70UbNb1G%2F7fCxnIeFNc%2FjrLx6haWKu3rMG%2Bd1hB4frR%2FtnIn1%2BphCyJ%2BcZVfnd7NQuU1dnr6ILsQrNiuls%2BaVKt%2FrZXO3C9LP%2BicoU7WU%2FdHC8G32Kl5G97ZkGZS5Vgfdnw9L35Sq2NtjOzzJ2Qoy0yfm1ijaVXW625jM4vtDMLspXVBr%2B1HVtaLrfd80kpblV1Udvv%2BmZprPYfe%2Fbhonl0YZT17QWKy9%2FJN9l5TvzpeNmTglqlpuuGQbO1pFxa1sgD4tJ1uH2nzcRtD%2BtejpFvH1urFtpn647HZmmFHUekWQt%2Bz9XzBzsts6w1P3vOZWP%2BgB94mltw%2Bmlqjp5tm6r6jsjXXDn6ybOzqywvTdVH%2FND1p7%2FuynTl63O7o8Kda204LtFcNzlaOGTxkY1%2Br1tt2sVB5Ta8G2zZmmzOxVi%2FZqfr759vy38rW2ZYWq2yYyGt%2BXGjvm5qCOvZyepms9%2FjlKbU6zmxfMNu42T4%2FqUZTzdbHOLeynto5bmuLflgiXVbkBwh2Wza7qOy2AzK1wGyTtoFLbGjGm1YXwfvYr2ULrKwdsnTn0dkab3VcbuV4cXlSR%2FUxc3vepw3lsHk3yvAHbJjDB6Vx7W5HCc9b2wwaY7A0%2F0EAAQR2PIG03a6ZmVxjX6l3z5lNde4BTbW2IuhfCkrqFxItWLAg6M3q1avXVpf%2Bw%2BnV2t2uqm5pF46kphWTn9J1F%2FxTfW%2BwoJHfWgcetY8azhTXa%2B6EEfpkUZmKe%2Byrfbu3VLJqlebNWauslnmqLvdPvfBkvbl2fq90RY1a9eqovMRazZux0oYAdLH1rdS4EWO1pCZTLVu0V5fWrVXQwk5tzlqtop6d7cxdmRZMW6bc3bqoeU61lsxYILXqqDbWjVWxYKpGTZptF7jkqFP%2FdS%2Fg3VdbHaq1txxH%2BqTJWtV2NGGGOxhV1XYVLNugca9N1Gr0vK152GHqmGURK0WTfpIE%2BavUl7rvjp0n92CD9m6yiUaP3ycnZbNVu8Dj1SX0GnzFXZR14fzS9Sqm3n0aGndRis0ftRHWmy9XemZHXTQUXvaB7H14s2aqPG2DTX1djq3637au5d9wgVTqSYNe0%2Fz65towCEHq52N1lg7f4rGTvpc1TntdPARA4LhAOsXDv2y23t98L5mrqpV5z0PVL8OTVS7bpkW2qnK4l4dLGQ3TCXzJ%2BnDyfOVbN1JfXObqqhHx%2BCU64Kx79n4RfvEzmmrfQ8YYKeVV2nu5xVq1dPqaX2I2PBmdWv12UeTNGelhfiMIu17%2BAEqtt5EP7gYdvO39Ur7H%2Bueiw4OPmg3vMYOHv5x5ZV6paaPTjmxj9p338d81vcnVy7WiHfHW5Aq0qAjD1Ar671bPe9zu8o6S%2FEM6323IBae4jn5Srf7%2FNblFqt963ytWzRPJYkCdbbwW7boY438eKFqW7ZVr5wite7TQYlFC7Uuo5k6titU%2BfIFWlGapfZdWinpPhZcWvdsb2e4a%2FXZe%2B9ohg8%2FaLq7DhzUx05b%2F%2Bddd3%2B%2BUp9bD9kRbawH2rbzIxsLu9SO1Vpbr5rf5mqWXczV1AKhdTAGFxHJku%2Fe1iNmQzgtNNuV%2F3bhziobXNvS7lawj%2FX0WSefZthwgs%2Fs9HCeXaG%2Fn42XXGc9eB%2FbBUg2HDXolStqkq6Bdhree8OzzORzW36m9Xr2savu7Ux1MGY3Zu89xi52so66hskyZ1OrMOuQC4YQ2PU%2BFohtnKWF0r2tE7zKTpePsOVrLPTErYy9rMwLrFfWzvRbb3q6elhKmrq6oQy9W9uBjxtYWT9dVqc53lvuZfN8ZOlzd%2BtZXG6nvS07BdNedrGa%2FV%2B11lM6cn2Zutk4027WSz9%2Bfr2WW4A8xExsczXXxgbPtX9NxqlZto4c64nsaO%2Flp%2BY37DXsfTqZb9J6eefbdre2ns58OwCZZc00btt4kPWAettcYmFwroX5nnYh1AcW3vxA1%2B%2Fs0MUO3z6126ANsDGipWY7IWTbzG2tHvwsj9vOt17Y6baM97IfaIUqtHVMsAC6xHepqfZvTxfaG%2FrdTz63i9Wcw21bWSi1UUZ2QFSv99fbxsy2t4XYhVY2H0ucabY9zXaa2dqQWBvPahfmrbedarazU7a%2BTnsfbz%2BHmpXvySZYIex4x%2FbJ6Wpqpx1m2ns3WV%2BOBdbu2trja6zsK218wbWHZKnL4mr9v5m2AfY%2Bk0%2BxIU423GNXnbzXfvysah3YZ%2BPzQruqCNuNQOMLTJ8%2BPXiTDh3s89c6mVJToe0Hn7ILMK76%2B1obflelbRZiF415WDde85muGnWH%2BqdKs8XfdRr9xC26%2FdlxDadtU8umddJld9yhk3pY1xTTTidQtfhfuvTsZ3TsnfdqyICNe2JL9Jj1ZM%2Fe52rdetU%2BW7ft5RN06xVDNWalJZjQ1HGfc%2FSrm86UDVfcZlPx3yu03O%2Fd5OdwPdV4F7FnA%2F36SHHwlvQ2P1pf86DiIXXhmmj5YPTCfaYv8Z%2FfB3%2BmPdq%2Bt%2Fr3yJY34YAv34d9itY74ZVr3%2FcHg4mf96Dlz%2Fv60pN%2Fh4%2B7sK7EL18vpyX0Zf15XxbUq%2Fz5%2F31DWN%2BbMYWTi1jfwWTP%2B%2FLp9YVLO%2FsSn1Hj7vBj6204Jiw%2Fv5MuvX58%2F7n76O1HuHy%2BzPe7lT772xdcrGeyHt%2F8H6fV0%2BpZb1%2Ba21dYMN9WYrTG2br8Mnf49NldMf8%2FdIbXeqLP54quyp1%2Fk6fZu3ZGtPf8HKX7O5tubrT21rsfW275eue4bX6H0Luv6aCWfkai%2Fryd9VJ0LsrlrzbPf2FNjaEJvaXTd6WQvsnp5Hn1UsG%2B7asGP%2Fyne0Wwqd%2Fyu9dP5XLsgCO5FAtQ0Q7HPe8Q0X0H1pu6xH6IQTbIxv8%2BAzd6sar12Ed8Pjz31pTdvjgSt6xrW8Q0Mw2B7vz3sisEUBC%2FQ9bIjEAbn1GmNttZ%2Fvqy27FvtVc0wIIIDADiiwVTngmyh3k46DdPqV38SaWMfOLFDY79v6Wb%2FNbWGO9j5zyOae3OEfv3EP70pkQmBHF0jX7%2Fbd0ctI%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%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<div%20class='share%20layui-clear%20bdsharebuttonbox'><li%20><a%20href='javascript:;'%20data-cmd=微信

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