# API overview

The current version of the Qualcomm® AI Engine Direct API is:

- QNN\_API\_VERSION\_MAJOR 2

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- QNN\_API\_VERSION\_MINOR 29

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- QNN\_API\_VERSION\_PATCH 0

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The QNN API is source-level backwards compatible. However, it is not guaranteed to be binary (ABI) backwards compatible.

## Components

Clients interact with Qualcomm® AI Engine Direct through the backend library by invoking [QNN API](https://docs.qualcomm.com/doc/80-63442-50/topic/api_root.html).
The QNN API is C-style to facilitate portability across different platforms.
The API is organized into components, marked with *QnnComponent* as depicted in the diagram
[QNN API Components](https://docs.qualcomm.com/doc/80-63442-50/topic/api_overview.html#qnn-api-components-figure).
Each of the API components has a corresponding header file, e.g., `QnnGraph.h`.

**QNN API Components**

![../_static/resources/qnn_api_components.png](data:image/png;base64,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The QNN API components are categorized in
[QNN API Components Summary Table](https://docs.qualcomm.com/doc/80-63442-50/topic/api_overview.html#qnn-api-components-table).

| API Component | Category | Backend Specialization | Description |
| --- | --- | --- | --- |
| [QnnBackend](https://docs.qualcomm.com/doc/80-63442-50/topic/api-rst_file_include_QNN_QnnBackend_h.html##file-include-qnn-qnnbackend-h) | Core | Yes | This is a top level QNN API component. Most QNN APIs require a backend to be<br>initialized first. Provides QNN OpPackage Registry API. |
| [QnnDevice](https://docs.qualcomm.com/doc/80-63442-50/topic/api-rst_file_include_QNN_QnnDevice_h.html##file-include-qnn-qnndevice-h) | Core | Yes | This is a top level QNN API component which provides multi-core support. Provides all constructs required to<br>associate desired hardware accelerator resources for execution of user composed graphs. A platform is broken down<br>into potentially multiple devices. Devices may have multiple cores. Provides API for performance control. |
| [QnnContext](https://docs.qualcomm.com/doc/80-63442-50/topic/api-rst_file_include_QNN_QnnContext_h.html##file-include-qnn-qnncontext-h) | Core | Yes | Context provides execution environment for graphs and operations.<br>Graphs and tensors which are shared in between graphs are created within a context.<br>Context content can be cached into a binary form which later can be used for faster<br>context/graph loading.<br>It provides configuration option for Priority control. |
| [QnnGraph](https://docs.qualcomm.com/doc/80-63442-50/topic/api-rst_file_include_QNN_QnnGraph_h.html##file-include-qnn-qnngraph-h) | Core | Yes | Provides composable graph API. A graph is created inside a context, and is composed from<br>nodes and tensors.<br>Nodes are connected with tensors. Once finalized, graph is ready for execution. |
| [QnnTensor](https://docs.qualcomm.com/doc/80-63442-50/topic/api-rst_file_include_QNN_QnnTensor_h.html##file-include-qnn-qnntensor-h) | Core | No | Tensors hold either operation’s static/constant data or input/output activation data.<br>Tensors can have either Context or Graph scope. Tensors created with Context scope can be<br>used within Graphs that belong to the same Context. |
| [QnnOpPackage](https://docs.qualcomm.com/doc/80-63442-50/topic/api-rst_file_include_QNN_QnnOpPackage_h.html##file-include-qnn-qnnoppackage-h) | Core | Yes | Provides interface to the backend to use registered OpPackage libraries. |
| [QnnProfile](https://docs.qualcomm.com/doc/80-63442-50/topic/api-rst_file_include_QNN_QnnProfile_h.html##file-include-qnn-qnnprofile-h) | Utility | Yes | Provides means to profile QNN backends to evaluate performance (memory and timing) of<br>graphs and operations. |
| [QnnLog](https://docs.qualcomm.com/doc/80-63442-50/topic/api-rst_file_include_QNN_QnnLog_h.html##file-include-qnn-qnnlog-h) | Utility | No | Provides means for QNN backends to output logging data, can be extended to the<br>OpPackage as well.<br>Can be initialized before QnnBackend. |
| [QnnProperty](https://docs.qualcomm.com/doc/80-63442-50/topic/api-rst_file_include_QNN_QnnProperty_h.html##file-include-qnn-qnnproperty-h) | System | No | Provides means for client to discover capabilities of a backend. Can be used without<br>QnnBackend initialization. |
| [QnnMem](https://docs.qualcomm.com/doc/80-63442-50/topic/api-rst_file_include_QNN_QnnMem_h.html##file-include-qnn-qnnmem-h) | System | No | Provides API to register externally allocated memory with a backend. |
| [QnnSignal](https://docs.qualcomm.com/doc/80-63442-50/topic/api-rst_file_include_QNN_QnnSignal_h.html##file-include-qnn-qnnsignal-h) | System | No | Provides means to manage Signal objects. Signal objects are used to control execution of<br>other components. |

## Usage sequences

As highlighted in the [Overview](https://docs.qualcomm.com/doc/80-63442-50/topic/overview.html) section, the QNN architecture and unified API is
designed with the intent to ease integration into third-party NN frameworks, with the flexibility
to support varying use case needs.

The following sections describe typical QNN API interaction workflows.

### Basic call flow

The most common use case for clients interacting with the QNN API is to construct a graph representing
their network model by adding operation nodes and tensors to connect them. Once the construction is
complete, the user can start graph execution by supplying input tensors to the designated input nodes
of the graph. Frameworks like SNPE and ANN use this workflow to construct and execute QNN graphs.

The QNN SDK also includes neural network converters that can assist the user in constructing such
graphs by translating a source network model into an equivalent QNN representation. This is
essentially a C++ file consisting of invocations to the exact same QNN APIs that perform operations
described above. Clients can use this converter-based workflow to compile and link the QNN
representation of their models into applications. Some tools in the QNN SDK, such as qnn-net-run,
use this workflow.

The [QNN Basic Call Flow](https://docs.qualcomm.com/doc/80-63442-50/topic/api_overview.html#qnn-basic-call-flow-figure)
diagram demonstrates this basic scenario.

Note that this illustration does not showcase the usage of all API components described above.
For simplicity, the illustration is limited to the loading and execution of an entire graph
inside one context and on one backend.

**QNN Basic Call Flow**

![../_static/resources/BasicCallSequence.png](data:image/png;base64,UklGRhz5AABXRUJQVlA4IBD5AACw/wSdASoxBSoFPwF6tFWrJz+pInRbi/AgCWdu+8WGV6y+hO230wClvliAHngDu+X/9U/4GOm9b7rfVBX4oG6Z/+N6wh/GCnm+ulCbzz+O8jp9v0zf230ePPx/xvW1/ev9/6gPOv9K/916bX1Rf8H6jv7Aes1/6v3a+Gj/M+ldqR/jv/Hf4r/K+3n5P+rf4j+4f6X/p/4701/IPo/81/ev3N/xfxi/KvzX/V/Lt6D/Zf8//b+p38x+6P77++f479kvaz/b/4r/G/tX6P/nX7v/3f737Av5l/Ov+Z/XPXF+V/5/+X/wHfdZ//tP+h/iPYF9ifqX/V/y3+a/cP3CPcv9x/lP8r7Dfm/+J/43+b/Kv7Af6d/bf+r/kPWn/r/tp5N/37/lfuT8An8w/wP/i/0X+e/bj6UP6b/4f6//ifvD7dP0P/af/j/XfAb/Qf7r+zHt2f//3U/uz///+x8Jv7i///97iogEL/trylVnjxf9teUqs8eL/trylVnjxf9teUqs8eL/trylVnjxf9teUqs8eL/trylVnjxY1+c6T/1QO4QZ/qGJPQns/zbQIRNw7N7k9n+baBCJuHZrSaLiYvZt1sE/tzi1I4AQXlnPxKfslKHgsufzbQIRNw7N7k9n+baBCJuHZvcns/zbPe3zoUvRZ1Aje/+2vKVQGZ6oBbDQFq8VK70mfQlvHP8lOjPYnNeGngopgCW6QJfB6gcUAj3DL6DqdsapcIwiesbLnxW7mMLP47RomvKVWePF/215Sqzx4v+2u7mh2nShPWXm2OB15kTyI40OTiLdCT9kTeyc0zm4LLax+UMSXrvHuK9gLYRdcupqsj86NfqZ/Z4YvLgsgudUboLtGtoW1MACPpXjjzt3pxAqhDgBxEf8Y6yCAWMAJ7LJNyr7L7n7nzrY+sI4wgaQ32S0U1J6BiHvKTlfUunTpDWpCJaKp9SKNCYgKkRjfq5u/eQKRyjnVE3avR4mTKpijd0+TSb30cNm8BhtmvsuSgnxHxZZafrY7GkY1yu3oTAv6VRsxYNkINv1q/EfGkERVAq3KxzGpnZa/EACletpSoQqKxRJbXk8+xzjeEwjs+xCPfH5zOIUlzpffbWh+svLc6j6c1IFjMw6QVU4Q/KtTkAdDq6xTaEHW67gJsyQc/ne9VVjvbBJgJDewnP9pRH2HT7plDOmIbRgF4v/ovKVgEQ9C41fKRNvz38uF0SQXcw/sP2p+62h8ZqO3W4AXg+qx+IshNkOHLBBAYsZ2mUWTNhnXKSHauEatY9xzBKNNccTwzzyHDb+vJ6K9NbUz5hivF1Nw9Eu3HiYI3cHauF12Ol1+CpGnZejCPuD3dYP0Y0XBjbFSLjtDDasxNtR0upO/5F98ZoyxmYxLcxvZ4TM9bblr266684SUXvKZfGJqGuOfIs5TKaSJm2/wRH9LhreYfmj+V3MNp7qwI4A0vXvcpXoZosdcda0dvJUNDKbveJmxI72Cv19KGTTNleSSNnTl6HTEQ9QOlJrXf2C1l565gHhbIrmquJaPQzzitu9W61d3uoYxdye+m5wxuycBFw8XoXzYigdl3Z+VNKIjbrnxe/j+MVfjIYstHGhOVxjVofUTlKrGmxAtq8PjxfyEa+uISdN0jzVjxeoOyuCoS2m6BfAZCKViTzhv+KmQ2ZRrGQ85ZkLEr48Fd/p1KtEUU6AsZniEz4sfrf5AjqNNAq8NlZAi28pNTbwqbkBDmqn+2vKVWIaSrrfPrwBkuHkOCsTEmRiwzQx/4kzt7/5QAEpPzKDsTfuaXKPrzKTv/wI26gUwxaPzgbtP/+aCaRVnuu0k6vhs9/T/tryZ2evYtknPtiY1bGRIoZ7WQINUkgSdkmvKTQM0aMU9lPwtMpIH/21UrJqIxBWtLT+jFT9gW67IbOV41eGhTimMTPJ2FNeUn9hFRc6DQCAKJWYN4wS4I5KfLkDrr82SrdmWF9JlfQ1miFuF9uk15Sf1sOdmvKT+wGgEL/ogCT4zKUJdJDK+C7zD73PjsZu68nkvuUqs8eLcLT2CgG7GogbSAo9J9zyp13ebChGToz3U8fGJkxgFnmmcfpLR15OG9/9rgtqK+luttFuqD0t1to948X/a4K4+unhko+mVZM8RlTZNtY5VSwH1xzSFlV5FLlhM5ANltl1o3v/okkld15SqyLN67wZY7UBMJ9pyliAJjQlPiYY+nReKerHQozsxeF2NDJFOKjp1itmITLAACxmIJhqmXzw0b3/AXJYlnjwCkIkjs8eAU2aTXlJ/VnP5Xu2PkL5j4WDBDF9BL4P7/tAiYS6yd5KVhmCw7r11y/NBZkomBgFDuabwfaGWOpIb+3jFQFpUBamCJIcNk5Ejiqm6tPl4Vnqvc9/ewpdA3Vyby5bzJ7UV12SXBbDT1BojcGyXfOC/+9J3ejdFydnaZfN1UpAkKXK7aNX52S8vysQw0n1/B7x4v+iRliWrrsiSRe/+2vBIKeTHIh1bk+XXRJqqKOeUimac+eklmWQxO+z/pITJNC6C9sioehfgW9pgqXq/DO1lzU1qNTjQAJeYeKeJAzAGt1z/PEeGxPqLP3LwGCl0AmLeN86eYHMD71gDRD5XTZCw73YAQFs7mZpNd4WzglkG8SLXWd9C3hdVUnpyveiNGQaRYNIOvCd85qS+AgyC1X5EtbYtc4qhWPDWeANFa9YpxQDt6x8lDWhUSrLanBDS6XEVqaNAguljsFPHaIulzCfPYv3AaAQv4C5g50b3/AYxrylVkT1cvsTkTgBGTvXXufAbwYSJGz7k6mX/ggmKN5+KGOLA/vsdbETrN0WK/4+1m5/WKrn/TbIYBZ24m5Qj8qVmNnmUvxoV5BDlcXtkiHj8AmaKoSUdta3bN9ujPzJqhuAq6rhQliO8ymb5arnls28SheAqtDEhpw7xhiWHsJAyd6aP87KdKek41sGKUBJ+aiwY3yOfP16ZDx5FC/U0Bn6SYuICfeOqoKDZGjPmwOOjxGGJYewX2foEWs80pVZ40wcljCrPGmFTsk15PJTlC2GTsMsnMBEapJig/MRtHWt1gs9EVHizL0TwRfNVEPNQUqTbKkMFXNIYW3jtUDH3wdaSlSj1dAQjKykmcAqx4sVyffgO1HbO4zQv7P+iOpSaZzs+eGjfAAsF6Qs3TO+Qi1WLuq0j+uyS4LZn0O2SUkH6rbYC3+9lnjxfwFfp5CwX1/qvDUdK+/fDUi8U8JaUYAV2rypqNj8ijcXlwmVvbAIVMa5/xOAACIy+9u6C/ApCqUBEsM+vfav17nOeXbRFMTeXIlhs9XHSccIYmxteb1/M5LiLkXlISC8w4fo78Iz1eWUDwyT6RkTwKmhT5fVSHu4OIQwHc822EnnqkglSH3oGnM8u0ierBrxNk5YyUNxBxOpTMK9lOdFZk5TtGW//Vr4++9EUiAVlz8n/nuHG7D/x1HcM2KTuP9L1TscxLlc1Wf6XqnY5iXK5qs/0tdeSKHMZmGTb4OlqrvHRRT3arcDz1hW+QKLn/W4HnrCt7yN06yeTY3QwRRmBiLBrXdGZm+10ZXLEgei7WGqysD8t11Q7zMNVlYH5cDcom48djMHsLhJNC7L7rJap2QvEgeib+djlBSIRqVPK5lDTIcVO5oMkO5KFfe1LRv94t8wg4KhQie6gkJqypR4Ac5gjZ4vvkYhVT35EB6uOJDTiUw1h0oT/VgjFm5L73+BU+5truf4w12SC//vb7x825p7Ip2coYaEfumbjfo0o/BXaPtUKqyy25iZJJirBkJD+CAgqrLLdCn6jmFySgIyFviRC3xIfwQEFVZZbcxMkmZdvxsSZ+4+AsLGlzU6eyYmWtrkGAPK1de857GQqrLLbmJkkmKsJ205lg06hr/ggIKi+Q/ggIKqyy25iZJJirBSHAt7uppLL/3JtQyJES0BmGJj5IQfcP8Jh7gusKrMfHduitvOfi/g7ZJrwSFFfaAQBRSkJyzrrskuC2Y5seBQ2W1OFteKJFMQfE+P2xcDH/trC1lKrWNUkE/409r9VhYJR/6DCjsRWzu5/K8/fIKtaIIE/oXmyD2g915Nwz7wo6C11KxLPHi3C+59oBAFIH5SqzpbNXHCeU85NeUmsOTsmAQv+2vBImZqAZhbhpZMwFiarnTxtqHD1Ehi0tY1Xfvb+N3750PDGQpIU5LAYBSugnwNOKzUx4YNxJqRetiGw+9iO5bjEMSY4J3hHJS8mnHnjTXLTKTuxzL+hazIhrjL92g+qmm2Dp1DAID6iEW0/x/UvvOW4tgIm94eRmeZnPuik4a/n3BB5GDWnfknjbvebCmZnaevU/yvePGAzC/gLIJlPWCwYEQwIhgRDAiGBYyY6UwZ2yAWDwoHBnkY86fcNyx6e973KBnTGfeQXkkPuE6yr6FQcH4GAyKkvnaSsHnrpZCbMT988M+cLVgYGMW6NfevYw6ph3nHBz8S8BEwIhgRDAiGDcL8TSWW+7d682z8e973KBnTGfeQXkkPxf1ilcrJhgwz8QbMdAW0c8jQzTz+pJb2SgRvIooLg3JLSIPRPb0IprrKHSVM2mZlazr4G9aSadMgjJbuYfNFGz8Z//XMuTg9uDrBGmY/4+BHOQIxAb6+4mtRfr+jJu8RmVrOrs2wMDwU5k9E9m3Pbrsk15PJXt948X/bVQsbjQBk6vqn/lxDpniXusBC/7U0J0deBs8eAU2aTXlJ/YlhxVnjTC1OJZ47yMiJPkt12Sa8EgkuBk0c+4Gy6XMBfv4OGaSftknQFJjB6Z7u14aZhOskvrhgHLXzbs84sgx01AOa3zpHib7JZOwJ2x4fXzEwkpa1foiS85ucAJ4jC5iBnHNBRFxtg5ukOs1PB8LdSElbc8rVjajVBLIzjlk9TXcraZCfFAXbcKt6RPm0OumdteCRK7rylUkH2NVnjwCnVsNAIW4Z/uvKVWdXyr2ElvKVFlN4Ssc1M5/AByxi1J4EyPYcHCJAWB0QAR8bHkzQvL0Q2HwtNMbAuEKiPWd/IEHwB/cPDUDv50JZ3lMmmQLKzUhVVHYBUFlK5KwqyrvYpxHZKVLQ+AmMQp0kBqC9LSVdWOIba/OBP1aCS1DkLkhvFtL7Uwf2zFiC2V9qYP7ZixBbK+1MSMGesjlbDQCAKbNJryk/sD4+2vJ5L9Oje/+iSL3/215Sa+hHfbJteXeyWaaFdpiUMQx1SmPBBjqM3UcwsY7vp4hT6B60eUvOKo0SodD304NoCm0uVrnKSbBD/UMSee0Ew/v7+ZUxhb/UMSegqV87SF3iJuHZvcnWrS0bQ3hDlqbI+yehPZ/mzrvas3SEwWQ3PFoPpbrr8CuW/uYeRQyUqXveOf5KcN+xnI4kiRIkOfx/P0+/mhLeOf4O3D0UJQIz69pssawcEQ15Xc6ZSybG+HeAHwlvHPd++2a8pVZ2jNNtoCxuIpml0CBuW4yFJBUb25RYmoBbb2VF8Ep1UUBN7AxeNec6V4pGwpgLj1uXOAK/IZz6DZb74W1l97GpEcTZV1cBaNU54mouWyCFe9TpziXuPwh0Uvzb9K64yW0OTCSgh9YH8UChwQkUMzzM4tOv5nKhCZJrylAhV548X/RJJyCF/2uWBq88eL/tcr9nGTaHbyiwgX/p/yXhbFIfQ/V8i3fx7YCaZ8ERO3IQ+6isbmPdP72jR5/z0qmP9c/HKPxqsHKhihdN7WqclkwAiEG//QqMHLbGlyovynB4ocVzS4IgSWy5UX9ndAg3eUqs8aha7HO5f4Ehe+02meUiekeGunzZIFcyK0P57sP12wsJ4AdO7kJd3/KZQ/zz8D/aRSW+qZ+kdQn6HOArw2Ij01Pl1L0rvrkXvBApiBJGeloqsLl+QV2TzWRooEuTUU1cb1Rh7o9pVXVOa1edq5BMgA5hFBR+xNbe0HBE0K8dpxlvSYLGno6V/D6ll1dWdUm2HzyJhk1cLxttmvKVWdoyo2B6KEwC2iZlk/NeUu7+OB2ZJMq/DbYNG0yYt9w6N7/7XK/YHQTHgsufzZ3rLa9hyoW15SgQoVeePF/2uWBbImITt7/6JKqQk3Eb8qE25ln9hvBrQdDXh7Af41uyRVAo4TK3BJzwqxmYxploWTO3EARBe0wscIBk713bqod/+vJXhiewIwcI4nmubvKVSa4dG9/8sae4QGr3rJv6eWBk7/Du0EI3BdCNDWcAEnlVDK5RavsVyVQuY+R0DMzN3XgkKWfdeUqsjxusoQ/lFFiK4yFJCv7i5/mkOgsqKIB5CPFhSVrPSg/r58TnXLXQvVxPvXp+ixn7ihrkyjxxXbrjSQWmxSfeWQIVwNG1ewVwl7e/USuOE3YebrKpSEVjKkdwSqG9t8U/dUqkB+/a6tx9F5T/oM0wa/RYZc56fUqKjcSFRlMv5FlMeARAijk7uIoLU7Xqtw/3vP8GoQqo5x/EY7jXCtLZHwsE7RMnih24KSIHgK2tYSXDKV9iyoEHMb2YaCFj78LXNLlJ7ImH/215SgQbIkTJxkyGAwXw4LHGSni35hQI7mGweCCn0Ih6H4Sb0X+hCKKnn1eIxWRglO+ysGHwqJodTDZsmgA7XFB0fr7585w5DXpZD+xghn5Aylw/A44gBp+q1+TpB29PRNkELUP/Fbo205G1A2F+xTT1znD03D+HHbPCZYjOHiF2l6JNRVjK0BkbSq31kLhhnWaIaEKQ9XkSzx4t2LblkGALb841cxipB5G4lSQ8muWYr1C4COoXMJb+/2hXz1cL7rnrSnjF2D/JoEJVQjzNTp1QQGCxxCxdGSpF5ivVN1fZz0vD8Kc6pF6xKxv0LqgRyRJEXr9BTy0+jbljfMnpLqcc9yKK7i7Z32NxeYOeIfbQRErJCG0B6IAXuwDL5F73JRbTEgumNlRYYM1VZdw7N4082VX4Vrmn/trEpQ8E7JNeT0e++c/dGXWaBweebdoFykvhJ6d7VJrWil87aX0S05/2iKLC3FRrBDFRLMDunC4AIZoHF4X/cSZaVkDptfUYBOYuHm/Yo7MkmCIBCMNAIX/Rh/XbrBn3LLfkWUx4ad+qezom+tvMww/kjMBGHBt0T2khIE3y0UTYQXjgr2KPd2/EKvAzFht8k0ngkaMk+EcD+SQxSN+/hP9sb9BrUNPwEUDFtbreFq+eFVUWxCItIEKDdoDwGXkODjY/gQVvNpZDgWvlGAK7vDhgAzVS36hGU1juW4yHtezmUx4Cdomz5Md4PuvKVSQf1m9/+7KSqWfdeUqsjxUkkVFeNevXr1zeOpVTTY8apTei6qu5D9tKvgQOwsoWVxvEES5UVCUnoUOK5n29e6zQOzJGfr0eFlyovynDijis4qztGVGwPdaN7/6MQIPg214L1j6biML+A0Hodsk2eS9wozC/6MPcs8eL+Axuxm7rwXrH0215Sp9xnjK0Qh1omR3imot8qqpsfuAUs8eAw9tPyyNRfQ3i+zJh7HTHwk0MK88qNK5c7Dhw1BtrG4Eb3/AaD1P6W62+4jHAhf9GIN3lKrOzpbT/214L1j6ba8pU6Y6kSbxq+0ZrYZpODPU3cUmDwTbdokekWGNmSmcERi7XEMzZ2Nce9hwlaIfq0EhpcVuNLtwgGSe4XPOAoUMuSQ5zer2VV+m4SCO9GFqNfI91DCmjSD1j6lwDhxIezFjYYpULnxujECXKi/twyxotuz59CjRIN6rsAP0LIfrH0215Sp0nIUbSUbut363n9ExyzGY5N/1AfDi48UmlGX3x1gPkx/fiUhbpFhwaaL257r86/lyk4mcEZFv3coh7l8IDBQNRB06NSKFgtuScrFMuj0gWJtsmfz/r93NFVwFMWM+Uqs7RmzjTGx4t2Pptr23+jEG7ylVnaMyefhGF/CcygspVZ4uBZeiOpDQJ4FSjmkUuqmxCfV/Jdq+ONgoxBPIFnS5qMevQtLKd5wyaVv10Xci53kw+ZDJ7XB3c37TEs6NjR27vX34JyIoEOJx2pRl5iQsp+/3D/MoAGfSi/KcOLeQ4rmkP18DCy5UX5TikgcVzS4Ift22NLlRUdu4dG9/9pwTTN68vHJnR220qNYkJaUCC5Y+GqfLVpiJEE9l+O+ni41EKTPX/ImObHi/hOf9jN3XgvXe+Uqs7RmTz7rylAhQq88eL/kG5styYk6lH0FKzngq/4E+z+I1Au+7WFvdc3IXk7wndVyMIknYQ+qnWncE0bRfCQOVYOhm4zBRqGzUUPBgjqF/e6Xfzb2dT85HoUfatWelaB0GHW+rs58amHtJjubyy+f7jpAfGRM8jLq8lJMCpg+pRIVYpBpfq6VUFoQl5ater7I5ArWQgwpBgfS6HNJkm1Dts5TZVij/D+zmoVIGImo/9CEuKVGK+4DT+5zriFmyNUVB4Hwsa6JGB2e52mHRM8jLq8lJ5EcI8x+HDK5jsSXgdjnQQxoBC/5CAcA8xCUaHbzdpfKG3Rd6brNzjYWBe4SrNawNFN5tvXW6fRzbc2PSKR02CrNJJ/lj0yqzSZW/sdubiaIPZdB1ayXSYRHK4wJn6HsRrCZtMzDYM1emnJII9zLPHcQdEK1xWz/7zSd8cuUaQNHoL9S0QtEcBCSzHVTIwp9BeVF1BRz/nqoQmRTxYULGxIcenlkgIxN81TnnVPOjVPdZrgNG+14XOSbsdXTfKLGxobkrszBpqoBBCpzhV7idfHJ9w+xH9JmnwLVHYAShX9nQD3knhlG6z08mdv7F//Js6DXifzZusx1mhfCML8Zon+p/S3W327h0b3/2nKE+DY6ZOksughjTl2jS4SwWL2i5OCayUd9Q8sGD2GbAZ5Dlfyonlkj7Pmbf47b2rOur6fQo0ZpcPDQ7cUmew4YVeePF/yDJizqV+uedeP/AD9bRpD22amXlp1ezVbB51iCdYgnWaiBwkFWpPnOiKRB+IJf1/4Btm8yS3fgm3ZqD8vIkXEC4OBAiEB2ZJf2BgGDECXKi/kFVjQJlRf24ZYboyZJMpRChV548X/I9mic+GNB7pkaGBDX9KaPDGQpIVkmmsLFNx1Re71s+p3AusqROn/InTmeJRmabc6a5oDFsgjnBSKbU7uPa28aWVrZzTqzeHI8DUeYsNcP5pdgcPAol/Y5wof8qBNXV8CABTjFNJN9hEL5ZDWeAyEXFfzRZONRQtviHbFa67QAoHiFv0DFT8EHjyEEO3hp1B0rfx9ARvxxarHi/7XLD+w+lutvt3Do3v/trEo/cbK03HB9SkxeaZHjVE9HSipZoOJ2GhbpUqVIvRH3XuAz7ObJMGDDnjXlKBCr0ZS1buHFNb3NPhpseN0YbUYqMBgwdrBISfbXlKpNZFsjOjMsn2SAx1s9W03lM7HcYDQ6NPm4GqqLGA7mXU8Bt/YG/DB/GONXXZE6u0xs90wsezWIcOgdGhTbYg+Db6AjQRM3GvKVSa4oBHBC/hOZPzXlKrO0ZpttQOGAhJ9BRADVKWGB7CWG37cJACvbu0/BlYCKdL2N3GedYquImbTDLX5nwfDb/H+m2vJ6QB/m3ahOyS5YsNzx4v4TjA9LP+1yxonWaIX8J0HOs0Qv4TmT815SqztGUXk1WwvNnl58MlTnkE09hE3LFvHnpfJBqXRIhMQ8TtAWpXJynEs+z8UVKOKs+z8UVKOKs+z8VCBUHpfJBqXRIofdeUqsjxT+iGgwfrPMchsMk1+zo0fVpiyGPL83tch6/qxTeOTLlLBoX7ooLGkP16PbRpHvk3UkPIjwJ10v9sVPwEl+U4pl+4vADvs2caL/tryej1HcMboOwphAtrL+RZTHnD1CGDvJ+388IEEMo4uswluaO4IBAbyY8PErbvvJY1c86zLKJkj2sbPYzUIG71a+642VHVNm+oeKkW/n27ZPbBvf4eRmaPiT9H/7eh5JCzv1aqXhqOCLuV4yhgQioHlRy+2K3p/SL/M5nIs+Ln4DSC14FmSbr1Y6RsRH3Nd3pWGxOsCdUNdSyapAjJEQFvkWvpXhNj3WDhv8YtAM+ZYy1M0+hCc8OvaRrGFWePAYfwk+2vKVSa3ZJUq/N3Xk9idLrlA/2pG9BqKV1pFu8RaGDv7I0mEc/KNYb+VQw+qOa12PodxfnRJi9sOtTHpHKQ7/puez6Dgp5l3++GSiHbr/60uXNnBmHFHFZxVlGBvb0kWqlZ2Fsd7d3pjTWrKETdmehPZthkSnh/Bmfc2DP9QxJhQ6Z3Vt/09Cez+/yGZnKjhPPnqTPQns/zZgvxL+NtXJJ10CETcKh04qf+pc6J2OnKLUvYZ0LOmwK5Jwgz/UMSefTlfphFSmxWcUclBseL/tSlqKoziWFSSzkCkz6Et455X/iP9U+64ZrEIoBkBnGjx48ePG/k+EHa+fP4MHZMvg0aVKlSo9NKuz5HsGzZs2bKhVX1g+pxIkSJEh7d8xp9dklbcMFCAC58f5EFyMXQeSW67JNYW1rS9LcwYYn/214JCivtAIW4Z/uvKVSQgSdkmvBIoUzirOzpbT/215MFppWQ6zj9J2dzaXpbrskodJnVwzCLhGuyB+iuOE8otG9/8n6K7XS9LdbaPePF/2uDHca8pVJCBJ2Sa8EiV3XlKoKVqyH9rKe51bsi8pZ26WfcEHkZmMeSZh8k6vDxi9l7eIHDovi0wmXugWzsRRzsOFZT7lYJsWA1/mT+gtVOHjo+bfA1VlYD0btWgmlzkQaZZBmJ4R5l4L9ZFf2/6slbDvveQQulaPKC8LYc+4HDhaG/DK3QV+3XZJrC10vS3XXfHYzd15PJeWvKVWdFEUQ2baU2jtnHn0ovy80D3JQ7/j+o/s7W7Js4rIhbTQ0gZjQNpDwXPm3HA25bAbP/K+WvoLeTsX19OGcbtQoOzUb4E8V2QdbK2Sawk7G8QAl9z+baBAK8+o/HKAL7HrHlzpz67IkkkruvKT+wGgEL/sOqYJLbKMc8YDpJK7rylVkWpKH3jP3c6P+zrTJXwS1mp1UxtjWW2Xh2lNt1s6XWfaiiyE9FbJz6vbVTmaZWuIhIZTVBDLOWW5xtiO3TqlYCdfWvnDftWPHY3/fjv/bWFrpeluuu+Nt7/7a9YNB5Qj4/O9yGu/jXlKrOzp49WvKT+tYQbBbcwTd1haMOr+7LhSrxWsfBG7X10OuboGqOOETUTExXSViwijN/slcUzZ8BjqHeCBJlRoRKFycFNHTyriRFPLw+rwU5kmvBIoUzirOzpbT/215MCt1/zG5s3jsZu68pVJCVKOKs7OjVjXlKpILRwkvlKpIKE3pHC7u+EvefC3viAuhR9jwxYkcoDr+jOCWBiLm4svdoKnMk14JFCmcVZ2dLaf+2u8uCQ2DGILNhqyewwZSqzx4tw3WauuyJIyQjQCFuF9r+uyS3teZY1GIeji29i+56X2PXDhymcuCGV9gNvcvKVWRZxK1e5oyJaP820CD3Qn8PFs/lNWWgfS3XhLiIPFoTFCmcVZ48Ac4dtk4dR2KczyqPZy51XGeC+1/XZJQ6TMFf4fMknr94KWz6QjQCF+qjl8nkP7UXdeUqkgtCMMXTK7V0M3mJnNiaEfjhhGD1l2pTSmFJzs6gAGRC2k8LsCZ5QEwfVY6BJwWUcVZ42kn6uqmy7ZuojCcymPDGQo8ysi/zr6zIWFd3tZB2GNFfLDHvnlfTiF/HOqk7imDZsuIY45HOtnBXFCEx46TRiThikTFaCZDeGMhR/NAQ0dqFQqX+z/xIpwTL4nvaEreU7zJwBqrF0gx6RtRG8bnt+li+nDXtVTn1ibWuqbguwo7csgz+e1Al8YF15Q1Gfo9s/WfPzwvoO63BkBMeA77VfkKAbDlUflzLOGVvzBtMM+yk/vfPs77kYOjVtyxpsMDWye2frPn54X0HdzmiLjIu4Orkg7Gf76dc4md3VZHKgva+odp0BUS3E/zCYoZRmRHP4PiuqJmcR+BHLdNzCyRlEoXeOfmvKVPvWoyCSkaAQv+iSqmHWz3Vk+k25DiuWR7OS3aiOIVAv99esHd39MP5yYx+wAGN1z9tQzFG05XggzzkiteB6xFd9dQoRuKkcMbsIwnXjHhMHY+xoso2/taSzcX4JW0RExFHNeLBHQa2hn4HbxwmynYaAQsBEu7yXRSFc6w1JrylVkWpKTTOKkgtdL0t1totdL0t1oUFpDDjw3kzIlvmYPS+K7BgkvbOA5/N6eEQTe/+Txo0YmItq68ppjAD8EiYwdMREi0GxbIlvckKoXyXCt/456SB+0tXKqED/Uuf0215NfnN5hZBsnotCBJ2Sa8pP7ImbjXk8le33jxfwFixLxgwqUdMshVSoc5wgtFLZa0phtLwFYFKtABLMmhX/BgCetoft1qFi4SDzQfH4sBVSlk7NhXmRIzX8Vca8mUL+O444R0dZ8hr981JKPoOWwC9CRAx4Sxy90TCOgJ0UlgbhG1HsXeUj9xU9azQDJQe3FFotBDRRcTWI9l9gjvoz0YVZ47umZqECmfEOtd/GvKVWdnTx85SqyLPRgDN3WFoPhzW00FwAHzFzTyRxi4M/2h2P1126Sy3zMCHLQ2rBjaGBhJpa+B3MIawJ0znaZaPj/gp+c12SVLGlFAUsgAYte395FCw8jM8zOfbuQHuiHbONg0unyPDGQiQTFMIZQ31jUx4YxYqZ26Aof98ziqjQQ31DYGCcS/MV5pq38+4IPIzPMznvA8W9zSVmEJBdt62rlRHl7PpfZACJfOk3NZhebfPKHH2XBst5rxvHi/KLSQlYbJwsaSkSX9uQ4rlRnXdLyRLLlHu/oLxdFyovvwMK4DBzAqQJ+VT4eWjQ0HA2ZGnQxlyFHcADXZWvAD9CSQX4Ptv5rO6xvwzdo9lzQ63cO6L3/y3AU3fc+v0olbuaS92GZ5mE57/30cKAXfg+mTONLkklQBKXL9yiBVdCmMSuHuEkkHkY0bHttDVjXlKpILWUqfc3wjfNABfJBL0Jy72ceuu+Oxm8IwsOmbzEsRf113xtvf/bVkvzcxE9YCVal8KQqMJRDHFiIDEE7RBCa/KVYWAjaSrPgnNFOj71MNMEKRg2uW9uVFAqMpjP3gWdkmJFCFFcPiUPFogoJZfvvt7CGih7JddVICit3t4uHA+iVMroaJsi+ffb2ENECcgXqA0c+bBw7jYgBz45C8Lw2CxsccLHqgy+Y4Pd70mzpmldMzoqqpYYULoscdKEwSTCIayL599tyKSI+I1bxOdAIjsu4LGSgaxKp/j2EQ1kXz77ewhpHNL/K3CfekP67JLgxP/trylLpQ377TZw0hif/bXmcQSEqUcVZ2dGmJP8hxWENFheADNDNByU9Av7OhF7/7a8EihTOKs7OltP/bXlOA4hiu7WUqs8eL+A0HutG97hfR2s4qyLPRgDN3WFrpeluuu+Nt7/7awtdL0t113xtvf/bXk1K5GT48alVnjxfmg07GrO3XXfDo5Zu67q3SDc75SqyLSvtAIX8BjGvKVWRaV9oBC/PWEwzndrGGgEL/tdbqq5Iptu/S3XZJqzFtj8tmeR2A+jb3+ZgpniqV8jgA6R9td8SGNjoyQqBtryae8FCCnJuE3D+uySsAD8DdmrpNI0AhfnG5CvRs67vf/bWNmnAsZrylVnjxY9sGd9LddkmvXdakvBtrybycEXlKrOmZf9teTVxMa8pVYzVsci/rsk1UWh9LddkEJ30t12Sa8pVZ48X/bYDpYqzx48oqzx4wAr9LddkmvKVWePF/215Sqzx4v+2vKVWePF+QAAP79TYAAAAAAAAAKKOuFdP0f5weX5KBmR4d46mbheV9+jEFJSjDVSlBdbCYBQ0uvAAVFLUf7nmXxlA5APVS7H1fTKqOePVqeIWL78k9dU2uobz+eBHtGrVlSHh1Gxn6DM7mphWZvk8vIt8ieGeU2cZRsYGO4AEyW+CbpVB3uYmFQPo4n+T+66GRlnMU0BJvkSIP5bCpQwuKTyYDCAyn0kI4JlSWcBUMAKuJpINTTa76Zt+5Ybf1SVNVsRTD2lojT0KUo71ak7MEuQFXpOkeUWvpBHQT15CkAwcqvGKKSTTiZ8gAAUYzZkQC+MH1g4sY2S0+xX8y5eSczeiIBFmRLE2GajKWZKpKnIICAFWYk4SHNSlgc5i2HWYO8clyZkzyIXw0Lm7kOTxcRxQ8/mE0wP93cTfhQkPCjUBjykKwWSrAS7QwO/Ee1Gzt70m++IgZ8iDWJH0/czOI/2F+it7sljLCwdZyT4fyWOBZk/6CG5pc2m0v4D/h+uXePwMhxvr786hYfAS/zQcOp2636+GcCy8X9zRkVDhhfbcU4UlmSNyz4qKOPm1T2OKxjFLxQi2TnTHyNmFbzpXPPCeOpwocZrEgZaiUOkiaCnOuedIQuWatksZe87a5ta24I+ktn9Yyw5iN94TQn5R4oDV863ZeOBrZiS47AK79S93toczH3X0yFy2/FGFzG8+3fD+W031jL4zFA0rtihm7bDyppON4qnQyyA4KdI0jJxzj//DvIsMNxsimX+mPAjL+JynomxVv5I8gkbr2kWa713rvXeu9d6713rvXeu9d6713rvXeu9d6713rvXeu9d6713rkwHf7AzXYoKwtjufEjKk9bjj/U1+p7Li/pt8X9e9+0o2CreVnhdh/t0quNMXGzX57If0lX3p7QBGRXiek4Nl6FjtZhoVDOmxx8xeD5fQtsoYaksR3UCOYvGBIs+TnWG6jaLfcIzRZdFGV/Gmdx4VaU2DVCmKCPgj7OYLs5tXaVTD26CDXVkqXIR0OfrKRQCg4+gRitprGycIcMDCEqqruCa0nT9G7TTzFgpM+IBcWuwUvdAEfXxcH6CcBbXRO3HA47zCQdR8NHk2eMAp4MuCTOYd3HG3rLwyCcMjRil7jb00dajsTkE4ZGjFJQj5Q0da263Y6jZ/DKqQWOotbSlWj80PZmhB1pjCh6bGc3Cszx5aiIUQQkxcMx3dJEcAoArHxALiWjaqC7RCqMnUEJzG3ajwaySVt+j3qNMdDztBzZpJjRSriH0f9FvbyYh+qtMj8wRzs4miXe3mKnZmFnQTsq9t4uzXRT5LRjWlFl4fWo+KFm59K8R+DZiA+2GzR1PT5CO4n7SpcO9GtxIhMq1MheVWn0r6J508w/aulTASCk1pqUKJPzEgnvA9M/njB68Y8joJEyV1UrkrtvWFUT5XPwCGLn7zpblZbShsF46Cc5txqJajubmzn0inobUr9yinbu3fhiWzHphmM9ujaQYDLMtrMzNNwj8Uy8io7nfs5KODfauHWLWWkni+dQNATk27jZmkjXqJdqUHzB9QKr/3kfehnHgDoM2nUsaqhsJ7kJXYubgXpq5nKLvqkGcboyHb5asvPATHCZpqLyx6W86dSgEMH5VfUcjzWbid4IhcDk0boz3XaJbrNTRTYtisEKwxIARyKPvwhPFxTo7lcTLKGEtHwN1vBsOcIBXpQENb1Lu3y8smxvwIcS37lApKSNphcPwnPdS6eDB1ngLbMVdrwcEzh+5ipKTaI9O7kv99sLEdsEEfksrEzz2k+l+vDZpGkQDf7r94I73Z80ALdPuzbZboDkI212f2BlC+herFY4y/4X8C1bv0fMcEIaiziyFa77JMxrSDOtXOsoZUB7QLqWEMb0BjLrg6W06zDE6byDawJgVkqPwUIG5gl23KjOlx3RiWfQ7vBrPW4Sbm2GHwTIhV+ZXRnMlPjUXgBU/14OofggJP5g0IJ3QXJBVeSiLCzEPU4sK62Mxyyfs2GqqIptpDtVFL5oHXnp+Y/SaagBbn07p8Dq2NecMaTUKsbj2QGKrGNXzTnnGjMH2i+tmRhKXmqwi+TiJSRUws1vNCYzXxHRFvpqPu1yrQ9NMatTsxBqnHP89LT8FOS//UzMryZnNPK5AnXSkmZaOAbsV8o1dVVIR1w3KAZU10feRXRs6ykaA8S5AXFTBvJxNk6/OSOhy1yUx16EeCb3hM2HR64Qtrkbbm7vpW3DtZBek0youbEg9xzOcDrk/SdHMGBESjlEj1Wwa4Vf6Pg+Yfa4+eX+RmZBHUxeqFH6s5wMJxYtJWyC5CqVMc1apAk4cM31nF3A7IpS3SHoLd6x5fYhzpJ+YjdVR1kS/irSZss7/Tbd0rTeFY6ROGFaX/85+XDzXYmlfrLQdF2aPouzU/8aTL+6FKYSr+iVW0p3eGHO60cNZFUC3V/bn6SIYFLvSEQfqMOvTroi9paQlQvl1mErxpDZI3X2G6Yv/6cXVi247y5jDEnhAXcNIfdCRKoW7iqNhMIuG7UBJ4dm6Nkc0l0XfPhzJHcot+2DegdwZPQzQap3uxhsAjlCPUD5wym92HwS7D9MXlOnWFtzcmjM/2zqITvrYl2TD3NLbPvIuguq+33kxQHo7IA8bWTnLoNir8dYNoRBqnfkJIOb+njGvZmYUA0ZvNJHzNTUxnKyCtEH5UVe/J+q5N1mMeRfQNM0Sim6R1HCMiRg6RrqQqAQ1V6MZWE97FDVHU4nhZW65Gr4uSd6v1SQPUc3HrNZofd7u7pV/rlssG28j/mYHU3FPdywTfuAXkqJZvpwo43MvJ9K2nxK8NTvg99cGBj+L8IWcdDep+jFHXepbzzkaCONKkb7jpVyviM6gETGZUyPn7Sm5YPxSUykQmlwMjHYhqhgexdU7FdgSiM5w3bezHEwUZq9FaR4a6dqp86P672UCqf663RV9ARLydxNJMYORy2CGS0qc6RD6V6MN/2iZH3SRF/fsq5So0Mkq/qG+wLZ09sPCLLFl5wKXp0y6KOrK90Q9z3rnxKsR0ukE8KAG6pfakGsljzGNTAJ1LMaSVA8kfNWuOiShJAOa7qLucR0dh9+mYI7XKIyHQ7sl2alOx+syIShoopHoJf7nzjzNkbvIW2OjLirXYjbxAM+qCVm6zpg9qFn4qdDzWR82KT5LcnXg4hSnXrK08wfeYFEHlQmAxGljruWh4rLEJ+0rg2zdDM6quCa6Hn3S+KrhLzLxrBpR5LLaIuveq2b8yzll6H6TJ775fInmc+QBUBRIqFReED+ICAer68qRtHuF/cue0eFraEbAOCHnGs0wMeiYdGfW2SZrUx7wNmZztxPXwv3M8PRxX/JTLDQpRD1cJPyIUrx2ty4ZFrusBGZnIF4Aea54C2y5Xg1j3nUzteKr43CHQdOlY+R6qM0fDpnyGlN+66t2YSVwWB3/IOu3IR/CaoZfq3pyMrLAHcFBLULuD4zyKlUJxgE8mSWyGoWPuX+/yY3asHFxmXxBI5YvRnXUoc33w19KT24IM4D3gWp14ZYAKVVm4xaVPiAxwfGfovW1q4q1lnxg5E33cTeHD5Ulx01/hihFNTzAsp+4jaXRunCgjBbG7vciH83mm3T0VcDLLU8ZGckxaCfhJ46weT3F/28wrHtbltqLLSFG9lNmjn3biOhjRPFA1lcNGE5g3XPJ/SC5nMdo/MJDckWjWG+iHemGQPeW59UaoJcV/xmAH1Dewcz1EPviK8HZI5EEM6KZMv5cEqy1CLha4eoXY8jn+3+KeFJvIf/CT/0CMaqoxzgcYswQ4JqqelT+QKm3kF0Xxfgdq3ZmdIGBoFH9TdG3FUljkZI0qlUbb1rmb5CksVRXGVC3puOys1RY5lCOOngkJliM9mDZrAh1M+JjQ0udMp/MjBog6bus09m6pyrzZ1AHLuUvxWKCTnEq8m7Q2q8UbYIMdht1cnSmwDvBSeI2w5Avdw5T2CRr945rW/ml1IumtD73kUqMf87E0Ci2qJEp4+s6dBxplvov4/uVkW3Sq2U4S40J0EqWFklu2VqVVoGEzbiYDrY96Ogj8WMnzdeUIxYVN70Fh0SoDPSQlTZOhr5YxpGVDKUGPOcwCFDhYg66d2jnUBWO4X3cd39SUU3WkwWC5OkXSHWM1SFVR8O3upbr5gz9gT3g4/vcdSv1XLJuZaxtZ8h5mGznuVMRqKefh7hc8tenZUqOLeD+qYasxA0wLymlZH8wfj+rjqijNwR6do9zBQKW61WwNfPmI/TQp4LY2eHkJiBrTxU59+YkJ9sp4Zg9aWxsASPeckZvgNoNX2dSGuDOtgxhgdGkSqQv6hBo+I4TLrtDvW2QULuWu9rlGQA3IPl7lTEardweT2pnnC6dBhgR2pkRHvIMLN53ckC+CqZd/WwupRm4WLKrnKIZa878WbKf93JfHtIrA3MpjzsT4Fs6BLA0HAUdPHOs9OsrYBkHgeumdEs4UefzCPx8jI0B0VGaVi5RmTgWvxvxbtdGowNRQXkYI1MQn2Dq5sYVI+rEEegLMqW9snQgQGFVovNxI9v1/92lbi64yu/aZHh7b1HS7wdAP6ZB5TwKYHtmtIzZiC+eq9y2rwYiMCu3/eZ6nUzCUgNnHgXjJPgi13Tpa/En5g066RWlOAPZ2HYFG23g6cK+eqqVg28aV54Y8cyF2JuuvHDP8CyHlkYqmU6m32QbJHyxcsm/y6RYaiC6LDQ8++n0659UFz4yUqleLWIHFsRM67021Ugni1HuVLrXmNIQLiMGkSzKlmpkCtQjp4Gvp0cM/K846n4wO9SFa/QoftMcKpiJgRuJhmxoXTbFPgFGs2DEd855tfYAGeF32xyjwxHI1FNheihgn5VkNpiX+V5iX8BcMpq7Gdn43OfbX0VhLTLBF2VNcICoXVUgvT5HOn0qyTSUBBYmu4ZPJwu0FleMNNJU6Ia+mJL0YwvykRTL35Hnt8pnEhbCyY8brUI4rEEwloOpHrGZDwXb/X2SaXTG11rxQXa+Heq810/Y9o1IYaSIls8geduCDPKs7Qc8f5Z5qnEftoFa3k0Zh32j+ZCzP9MxiatFYsVkEGGDN8etgLrIrpWnkpzIEuxc826UIychbrcu+5yA7K+RCY1z47mQfIoYhAUXVQF28H+BxwpsO7KWDst2A0O6cQoQihmliaEr/0ngCfUdi1+we6IJrQrOsNL3vDX7LXddGwh+WWXtCcFJWtb1sFkyo2pWBWNRfFNcgQxEt7gV9gtHwqFbUdqoXsB/34tl+KBTtskmPU3Cy1nxulLGgRR8Z8nDKksbntm77wxQqQDeKYcxkudZcpwcMbAE7NhuGc9bkrIbmPL0Y+2mauy+Aa1MZ/0lqV3RGjnIlIdYhNfYlWD2YncN59KsjmEJyW58xG47/37i/+9ENpaJH6fvb21ZYS4fErpSZqlKYIKEIgx0kSdnru0zv+pt0ZHMIdxz/DaMCzxCfIL71v7Sv21O6yMDIdB6flrw1MAVg0YOv5YcwlWRgH/S+UzHCBTVrL3sf+WQjtdgFkLCIM6aExwZ7LiVe0HJPuoRM5C9jbSS50cXG8fqvfj840Sawn8uPuwmFiHPNzLh0yEjAAiBmZJ3Nk++rZXkHHvTY0mxeOCRQ2r/smRDuZ5wexkKWjy4VIztOhErwTSlxn2nPrsqayA4KjCJI20jDzwA81Kj2gqyc9u+SDop05TrC2IJUzmgJZMLH/3lWfYqc5GJsnjDODYSW0lf+JJPLekPKQsMP4oySbC9ZP+veTjPjkWzN23lptek/4iWSTo9PFVrShp9WiMQHni3sdFj0Dgw6Gy6JfUjz6ZEvOsrdZ60VcCwsWPgPjGMILQcCwBJdunzl9CcVWSFXbYYnGFKhgI/QyPAbm3saFpfmmuLeDxy5Wvw1dS6v5uq11VhOfwa6GV9j7byaVlXBeacRiC7w+J3TVCQn4E1+RyJMueaIxJzs+gEuYlDFiasOrw3V0Qqq4UY+9bbt8dZl3b5sIm4pw4ijYmux3nNpi6GuOPZgIJM7CXdZlN4f1PigmUmVj8svUpPMU/wRvle4/gHqT/c/R8RVXRBbn5B7gmbd60kGOYst2FYL9Y+E+RiWh7QCjsZO9jgOwuerlI1LzTWVQ0xHPsTHhjDvzIyVWkoNXTbzVfJZUmuoyl7ILeNuuEFM3r3CMU/8hFAJXoUVusrYBGVnhK2gFX4n/mzPkjIB5eyqINylSWaHKipOCOYbUhYFf5Jc+EszD2U7bwjUtABOKQTRncKVjTZJLoZ/E/82Z8kZAPLyL/iylSIDlI24+f2qDrBQsUlEQ6SMo/h3CVadCqHAAnFIJozuFKxpskni/pfE/82Z8kZAPL2Bdh5GsUNbtpMl137bmZp9QgexrV7ezgIP6EWCstWdNf9IvMJ2kc1LOMEaGwIuWzxKcL15KXAGBGeGzMPqGizozHnUPyUCVP+v4TqJodKXBtlkwxvTZ/ZLq+62mWvpw4aDb2FP/ELJBKUDjjUO62+vm2RVTKRMKYY8pkJtOaWGRxUIxn5XiE/wrtsbOvC+1EAIWpGHejXJKpmNlt0DVaGw0nKB5dglrPEGYlzwo7vI2HSa872OLD2ilhtVXZCADf4TMZDo7wqPVcrLdznucwyd8JgUn823bko0Sk+b/kgmhB+nrj1lSgSH4+FXcO7gHwlJj5WSN+EwDqKaQgsCC3MTJy12AOI+BBRnlPHKLarJQzOrDIMIGUryOw/6RaAAaRMIuchd9/0MAhbmSdELvhCaG2xYR2/PtQPGXu0enhRnOWiAJUpgVAd18Mlw56j1CiNM0B5ZMfUb50ZAULEj2z5mAXF8UdFgPa8xCd9QdUj42jZqItOv1tkEEMkUR5J8iwgaFPkvRIHxxk3C1320ibRkRbsbmYNEQRhfTc6Mx4/nWXEqyw5WV1ZD/oyZVBMCCX2kQXlgthgrKd898BLVPcnNgOmh6Mxk36BKUEv6tbHeA3PaaHyAAABbfT2Jka2QEyV5JrFTElkF84a0+4GQ/EnRifgA51swJcnTxEpBoxwGS3UilAJFpLL/MAS78Fs1NKkHjOsr+96hFzQOo2iGSV1C+2j69JIYvVOQbiAsmx9wmV/Ikg4rk6TdmIDDYvpYVCEKA2DuqVlqr0of3sDLXb58KEcmbTkzt/C7u5x5VibqnNy4vewL+96AnWl2ZBFDG3i32OF9CAQQvs7XItb+wKLqBnyZ/wBkH4HRtY2UolAU70Fkx+xtpxvUoWXRE36fUVBieQTyJPoV93NFcbY5tW01hCAEF+TE1y2EJnnKQ3/Mao3bFtrU+wAAAAm9VHDA+Qq/djxHxfWqzQ3PanKbfCgmfCoYQsC6XKSTwn7fP9wmZPeJHPYI2fP322vOQ1wSQpmt9uh2bMk8xtW8CY66D+UwD4picOaMs7EMGblKc7M2bwFvyx6CIO7kWnnAC+of490/kVROUcAw4zQlY8JFVNyUtIpmKgH0WpNDUzruvml6AtM9dnQycuus2QbwEIRV2M/1E0TTb4uaQ9VSIbBH7eDmywrDC7InVAjCXRU/aFLaeuTk22uySAEJcX0evMAg8k+30noWqyET6XfyDOzZ7R4UvInBZuMmhUAx1MVsbDir3sdoXTQRT/daIt9YRAhvgX1Gy20R+qYnp47QGaHUQtqgkMmPkyV8zv44gA1c0PnyBsJlRx3r1+uU7/mPl7+q9xSARqEtdLD9AtADDuNS5mHlUOHIi1T0zeTYXUldITptya8c97Cg1CFz1FUUpDU/EjXKxKTALb+q7iuc/reB7LxQsG5o4/KxKTALb+q7iuc/reB7LxQsG5o4/KxJ2hKd+TYUFhkop9/A6qpvmwSys8cxliV+1gHDKrHxt01szpaJBCGPhJzzWBh5D9yFgjb4nHKImG3I7FrQNOUvj6AtmPgGE/McVs0/yRzyxADfq78AdQaABRDq4+SgibkFZuOYejyLYHquCERhrAwrWDNKdemyL05hxLZWL4zkDso7GiSC5g2O0UMKZvJscZwxAZNSV0hOm3Jrxz0cufXQPsKJrxzge1Q4ciLVPTN5NhdSV0hOm3JrxzgvZobeDow4DK9xbaXTKpqTALb+q7iuc/reB7LxQsG5o4/KxKIEXAAAAYoosSiWj+hFHmjWDP5TT2xez9+qHhokDFOyaBqH2/nUbgxoQ3fobZJaDZ/+TyQZg0g775xcBsjP9kBJ1P2p989kwR51bHrOq0IAvv2Ns/1NmwnT+A4NF3IqGv9N/37LuF7N2i5ShpwWwEVIKcSxtGZKUKDXZtCiNonbTEMToZp+m1o6hx+84kuKTrQlwerODW4WRlUG4nacslRUsQXYmJwQLuwXE6mj4L2baI84bQqsUqMEwR8QwXQI+yRsbPxKAk1BZ979ODC2TtEhTDSkQTknMEKBsWzy4vmtW6qFd21Fwnxr39t1/DVb6lgdVvQQOC3laT4l/SbkNYbJXGW7ukPdpS+LSKhIA30ziYHZT3CJTdnJtdkYsj097mh05rVEU8MnPdP5qWNTpH49xKjVp0rmN5qxGiVbHIScEDCnjGZZXq/G0Y+hZHnI01ZfGK4O/utlfYzWUwVCp1cmeRuM1lsIRA+xpR5RNEG/e0mEG7U5Xllg/M2MWufZqW/NmdD7tWeVdjbTRArdOQIZv64kd8C3zGyrcoYNXHyIupDlJuhxKttpw84mCWArlTRRTsvBX4nxes7Ay62kd/65I698pjdGspYesNzy+XVtVS0S6l9jmlTlgcyrE8/Oyez8tnpttB3hEns9HPGJu2wUWa94fe3hrfJUv4HLU7H7tUVcAryw4afdpDbWkBwV/KrgjLh/tY159vPdMQYJMS8IwZm51Wwl3zWuasqHP7XLVeXt0R24v3aIUGZhWq8AfesDhv7ELXIn5FasakWC1hHQIwaq5hIotWsH2RZfaVM7x2MLOHPSaLQ3ejAI0bAOynnGH20JeYCAJ7n0fgBICNlnGHSAuOC32Fz0mZK6D8IqoMLgGiQiQTMkhkjuVGg0SHquUteI0o9vnMtpOYyIojQ88ntH2OfqU9ybgnAO+46/h4okqiJnO7OH2KcalLxLgD4u7/0e+UxpG9cR9pXZ8wLSf7zqXbirGUMC1bELYkp8bOJvCpeJLKix7+4ouTsMeWeZ6DhuXYuBL7hEviote9Wn4a/QRzCFHc2PmMBfyox29X/DeuBhZyqrxHE+bSoQ5NMWgE7ir0oPWedGG8gzCSlVX09pIxc/oY/crX5Y64iYYSPYNdxnJ+w5V2NK7fQgpyvs3prP9sf0lXf9M40NEnMaigmHJNdLxRlfmtSuV/2yRKJkwtwlcvdUzswjiqRnmbKYO6GuHB3O467RJXc6C2gaLcGnju1zSrdjmqN6kWjl0g2paAbVGwnW1/x3xz+fwxFbQ1Y9BHa+YF/+HUoDT8/1qbGTteHg1Nb0tXpcxFCqGAQkEp3jQskjnFIiPlug+rNGaVSEkqhSLAznzvc1YL/U2U+zgBoS50wxY6VSrhyHPcmtl7In3BuRig1abwfBAi0NVrdxJcAN2JjnDak0ey3HuPdmHUY3v6828M+MaB/XlSz8hKl0H6CSXsS9Bklp0/mlQ6jwqHnCd0geKha/SoRfIu8skgT+/m9AACvPJ3Cn6cnXDGrIYe1CjFstnlju1wRIbenZ8PacKXwpI6ejihqEysxUFZTaO32jntq42pnoydEOWJ7K6sM9X/yn6U2fAzrrBiJMycN3g+hlYbeGjgkGT04UBtDDZIOjM8yTYwtxXx4ipg5+KkiACxc2/hH1Za0OAGYbY05tWXybXkWuqrpk3d3fGYGYuZyXvaXu8r5MCHFRxNrT7USnxzJwKk3WGOYheImEsD4u1ZhA+THx94W393qN8v+9lcDoz+4/hA9/rpTkyAQFeNo3VKgUQQYz7pPf3clkqJ261o+hAge147iHkpwovYIobcqYnjil8QrTqEL3at9e7bhPDLktrUJ4RsJMHhg1k3TscdvpErvliM7dCpwKyFux8ZK3MWkYX69d6O7YPFDRgfPvL/evyEuNyUFoIsknJ6SpTk6k1CX1APhbSBJnRa0RqT8PQhTudGqtAUV0/5c1fCQOUES+vp/vS/ieMcNOVVK5eiSGfi8qvpDmXDwg+UOoOfzWs9hWATfGqAtVbdbZsNnLZQIr9hMsyqqI/NTpmfZh177q4DbEEM3Zj85zgoMSINPNCcZXkJ/deQTvATJZ25S7JzfNT4kJcMtm4dnQoyYsJwVMblo0+sjlX6PNgRJpoxiaybcMXp/XH5g+vRCxT54ap4A3VFX6paV7dsXV0W763bz3ou2xiM5lJWsGgfKhb7FNDoMPupWwlleEehKj4QM5gM3iS6AlI/sTwYs9o8AJt7SIOmkWgdc854AsFhl1r/sTUCP5sNM1moQAWH/IpuOfPXvTofedBA4xQR9ljSkL/t9QfAMAQCspqF0eqAE6saPnBkaNmkrVg0R1euePFwdXs0shMEVt5OG659CyYtTbuKYaqK+wE/el7MjMXPHCDWaucD+qJESubk3dIJTpPR0iD3QFfdhbLaME3Zp3ubml0+J6fh0Uhcxb7ZEE4YyhAhTdeURbUUWQf/D6ABV+RVjAwa90lZtOAK183aOtlrSawhicBm1a93Nr9rav9Bhqif7v0rEW25rah0qZiDFjIpyLLfu9ENMTrd3CCAFk2+uKBdj/XHA9s2Uj+EcVdS3ijSYsjUnPSGCx1OnDjGsyyHjD+sPFHBXSVW6GN46mF+1UDHh7q7bgWJjFQW7qtbR6dRe1eUUUFT2532DVBs4JKRKOxDdCfRHYqxeGhgiqRIc7AvLcLfUgWdigKUi4DGxZfyHq1rl/hdbQzxtmn7/1SpwDl5J9y2GDz+MUGDybxJT2zCtyxD1xeQQ0zu2mB/OHOeETNVNoStUROYwT2bvgZ+5+VRf3ulBul8ViKf54IQMFxDGBa2ZTLvJZMGt+8gGgnIbzZkW1tBzj3vYyG5W/C1DQZtEPU0uC4BRT4gsVas5DoB6v94oMLd4fEvZcoK7ASYkTp6aYrDv8CZMYscLrbBz+Q+uG/pAK1lKz1PzcD+S0hQ2llZe3iVkYEnwRDD2CnquU926Ix2KKDKOgT8jllum6d8YArycV/InbLgUKvKf6Sp9Mj/S0DQD4lsRkWIJ9PoWYBSnzHXSe8g3WlemwuF0Iwmi2yHWHlCp8iTBQGxBv/fGmPthSGBPr5fjK4ZB+udj3H4RRN50CmB2McNtOM5m3jXepgT2/oGWZfZB0dh+rX5ZypVxFRLB3QzXWCccYgVPVcvFu3aAHkXAmUw3MmEAUJuR4LDWXdItUhRft+5hVj8mRk8mjdcjvZ1Axe8v2/NImHMQppbzpBp33hCXgRtgP2qLcBU1zkocp9FPX34sIEJveeHNLdT33IOl6l4k1M3JlGAR0+cmhY/klO5wsnLx7JYX8vn4cOsLkDMGKoeTyYHt5mShwZkAiEiELzHDy3/G3mzT2FmumM1ccRiOUouso0b3i29kttCwdg4zqyoBlOb1tGQ+khWAFqxgNOLjxQ6/q0MiS8uMyr/Y99+9fEE269CrX9S0cRWs9V7TgwOPzt5D6IWfaSDe6gPC0kNEUqdN+2FKFH77VbKrQaOjPH9oknZWQwuNlVfxCB75DroQ2lU3fkiHKLJFzWGDuQS6VdHJ1+nygb0/NrwfcagbRP90mRzXmumW17AAkIiUbs/TWd1hM9ZrAz0iMwEL6Q7Q67Fw2cMBJJMdPsrRCjdLLKMSkQOxvlU6du3Fahuu5GcyMYPa5TqxtCsfNPTqtInieZ9ANFlEa7zwYlGHUUwhj1YhDClnuCW6F2rGP5rtscyYcUFWaCshJIolVfpImc2uiCt+MgpeNG3fmd4iMAPomULEeUgjwrmFMYq6pXVTIxqr218pl5EfgAAAIAiFe2nniaeTuFPvnNYTVqg74WUuzQgr2HvVrR8EypAJNQE9A3XI62qcqWOLA7a+xGSzHRK5+A1D2dNrO7iknxzGnnaaLVB+8ha50uE3Y014ia/bH1mEXTzMANxLtHg7M0jGFa1M7dgWXTtDN/GYkWEzQelEOI4xUBC7UlO4A5a2ChnwQmGk8K5a90xkaZ8VF65VG4RsLug0zHgTZK+/rPozrZQuzCJEf8jTeax1vCQ2qpAMP1pTaKr97CK1HhnrOZuAFTnc9Zxy3Pd7/DEcbbl19yxegaJ6OxkTYvkXPxKb9FNCsGWLsZJBhXUxr4+Da2A5H29HvpF1DxyoldToGC0rQmRbTRXx2J+/i8Df6cStLPkFurnStEeGu7MKoOky1F85pnceahpzgF8wFc1rCIHlKJxRD3LSYiuyWoUELFxdDnqPbmQz0yA+PK6NTgAXZBEC+/CIiiOAR6v1lycg84RgHi/xzoLVV6TIzsEPX1arXqj3puNSkg2rzoA66POhsNMgmeKLagi+59XQDUvbFKWLQTGeQCCU3G/PLFiVsATMmB2iWdYLJiQYOl6x3VP+nC3d1wYK1kqi6BxO/K0iqpM7rNtAXBgLGe1En1OfwaGKqqWn+b4ijOSDIphTBNXICTF/xfGjNsrSm00CmDTEtykBEY+IqeIzk9USG4oENDjC8Ui9KBWiSLPqEBX2mpvd/1Ga05e5s4dyP7hKeSSwE6k0XNyvjsDNtUJMDWwegWVUB6pglKnjD63q8wL3w1NNMM5C17Vjkhmg730Ya2vILjhE70e6rTHD00sgcaE/grsdNSIAN2XeEcj4AQkd0EM5ttfp7ZIgCgtKkIv6cBF0s5jcddoIUramwLhLU0Yi1EbLoDtYJqTdchpTgBqpcWdGRiGnsdLNnM1BiAg5aX10QUXUXZTEAZ0ZM4Fy6Doujzzd9x3UbabRSy1niYaCXSwnniGZd/AGVVvgqkQyWxhcoBBqANrQkNV1kt1cOZguJirfdHY2w2dbyzOPJlHywKDEldZcV0WQNPSj7EUHBitdZZlNtp8fsNHIiIIlzYNd/ufHZJE/teTzLXVqmJPwLbnO715uIZ/SnoBsjod1WqliBFAnMBVvCTF9uOYCkUNlXnPLqItHMIYaaXT/KxJu4sRzmZ/J5Px+1CaDktHZpalsWSOoLi2mguMlUISQe6l5MEOK1SNTtitUkP3yIN/EKjWMljS7YZ/Av52P5F7edj+RgT2Gbdk3k5RrDVaF/OnyRU562b0ROetm9nMkUghtpyVDv5ZbuFd0Gab8MJSJDKP4fPdDiDfxCnErDN3IsUVTMygvTEOOYRbUDtwlYarQv55NNKKSWYl6Vncf6JrZ7H+ia2uD2dml2w1ld8iDfxChSpadDXERP3QjPKAxL4jtoU5GgMapTChl4XRbJQDmZoKy1lcr+H+05a4+DbXi4+LX0uzGZTc48wCfxVslmR5KSt76AnRt4YEUHFQYpNaLQVTkwEokeCrNvK5/PCCYVLkUCApmH7qmFV7EzxeHvnB+F8DH05fKE/Z3OJ9cBPXJrlyq4KA1UIQ0zf2n2iVvHjmBTxWZzKRGelwu7bFCc/eUSQWbeX+9vz5NrpSkxD89NU8hJluENKz6iCHmQRvktYE1UbCzrxh+BW7nhYI9SU4phcCL8Qi9LKgFqf0uW/EYAswTxCv4UEbf+CULOmZwtbcCIwev+Dq3r/cAfHlCXBigN9aN2s6UNYjbKQ9ILPzsWrlCVAe7nWg64Iy/sLICnY9LQJecUJdgbTtsolcOP4HRVDhmS0yDGIiO13MMZFx5CoKcvAuz2sFSQ4rVI06DCxvQ3xIjH4vjOnsM27JvJz+X8DxJve0LZ6ZHXUF/LIR5CgNGizV/r0MzXNOgwsb0ROetm9nMkUghtpyVDv5ZbuFYUfK66gtPyuuoL+WQjyFAaNprX2/6nFj8Gd2xWqRqdsVqkoJa+3/U4s4yQpn9o6FETzmmCTlg9j/RNbZIIkRlu4WcZIUz+0dATkNItqB2zCLagdvLFkn67cIKRvkQb+IUM0FRve0LZ3YzGSxpdsNS47+lAAAJUoMBjTrfZ4uTBtMKJBjabJGokej56Rx1ZMPFgzBBzFny4tr0Pbcv9s+ka0r0kqPA5xoXgGou1kRq+SytGgqLVkhUHUuh3fSMLd0zRftNS3bR6Pbhz63nIVF5ChMf3gwFuZl0QV+jbv0RVAeooCKGzoCUb3E2oXOdAcjSxWiMlAHcut4VP2c2jVOu9ijMNECwhaWvV1Xmh4GajdqSwfIrO+eQoeFhmtTlaP0tGBhZyItSGGBmNpqv03uoqGKIG+AP14vQPM1bQP6aZ1rolkDRPoyMk/n0QVGxPZC+gsKM2LU9mbh+mzADMnkdQ4lZHvNsUfHiYhtfvmz/0/H51B3PVTPXdHMSAbzaPEVZAqqdG0u0nG84kIVzl5gPgCezOrtO4Bk/wQfEtkh+0Yjctb4OB+0QKIr/Aba0ilg86vLBNUeJCP/Sa5fWYV9sAOfV7dvrxp8qLXo4e9PckDSpXsORcnfa4UGA8Aq/4xB3KHVa1RS9hVfRt3TSycS4C/uhWR7qBXrEeW/QcptsiO5by8xA3UyiKdlrOfv26sfY8vaOli7doOxZjpf7Cpd/uypAGsSjb4BbRlFdj6z4ffkn+SHiDAArYLgh6ZdmPNmZi4xmbuTQUrqTfHpvyVZOAc3vqbJ/oBCULKbqc1k+dDuijSg+IFs4wkcP6kydoeEKUpERo2GLpKN0s/MNDtcaILqLJoyUIBUDzqYFixXaqW65ZEu+lkf+K7EhEuX2erBFKgZFhqtvrpSHqRCjdt81V4CxhkHxGy+cGeLdsv+baOvf6qpr0KJ0+UPvnP1XraQAnIzzHxgczwC9HPTqi1pBHAGl9c5uAn4jYlWs8V3L66sUDIYkFUtfRJOg4bqztC24J3FJW0VUkRG5uVfKWjR/ufvm9IE0PxkU4OwRRh870jFdiiZC/PmiFst8tNCjBxqGT2t2GTr+QQuiC3r6WBJxxYUcHERyRZiIp2AFGq03/9NjVd9Bk3LilSrSgDabzkkNgeSKiZtLn0rxPcorQM2MOYAABdcoMsOKfQQ1VUezBFstCBYLBmB0X8HAJrZtc4MiBaNmrBZaMY2T73yHSuPAeVG0diUZcQIVRhW/qE4d1x7+x7ks0OTzLsIJgNcgSMoayZuSeD9xrG0BNDGT4QLTS6gRcS2MTP4etM0rbQdN8pCOF8IhF2jlO2Ki89IYIOK+Db4xWb/4azoTE2l6SxVdF5CCmkGosgAMfsKRH4Poe5IWSzvkCpRct0hYvG8tZKONhWSiY3DNQYAo2pQI+eS/H/Wyk/X4gRFMZ+CyF7LV+dep9WDeOeoDTvK26Nj4ys2oTNukdSd9Tvorj0MA+Rp2DQbPctc6ESIhjK8ZFx03rtlgnKerrnJybgUTLhwI2E7iz8icjQUjmb+JGcrTuPQW5QizFKgwtZa6+rdoC/HrS34a7prkOqpIAfVTXy0KY9rozNepIVddT6uFKNHe4g5M+eBbGKqD9cnMYE/SSVxYgRKMTjBdHJ8PAq8V6k9kAxh8NiezwuTz73qpzVeVFZXnTwWt5+jVFtkVgw3kX/428o/UmeiSqEbP6L4H7ba45ikaZaBlSm4eO6L2wUXtjRxR3DQ6vOB41GiuGDBFo9ABAtSlx39NMKC2GKeN1IeYHOYxeTGmdzPVQSUw9q6fx3fWSCLZa6g6Ic7Ltz/vqa9lnQKWDYx4O44ef8SyV+Pl4fIsnY3cYBmjzDHGKO7/XsTaAcqu3BDILhYLMFw/FDuNvMLyosoqvgZGSf2RVCpUiTAglNxvz0gdWVhQFg1jdJaVIfGTs1RFLyVVyRCkoJ+LXQAXY1SqgYj9ryos/E0YuZH0VYKZwHgenAqVxuocNCwiqPY15KlAvr+oNIgtlNdRh0tR+TeqDPz92rNnn1bOTBxXES+XsEn7x1BjZNWgBn8FvPp61/GqUzKTh0XmbeFV4oyVIwSUB1raCJnG9wetBPfXNs6yhyEKMvZKsJqMdmC+2vnC/+FqzVWtdYiqWcPxApCxELvJvijg9/kv5GDM9B0jgwJE77rafi07AYyN1NOsxcBE773P26ITTxRh9IACYu+oor26hcET9eryY/a06IgSgRpavYJpbri9QqoSaUnSTmCNvv1bEI6+ZYaqYM/lrq+j/f2Vdzj5fJRrgb55Cb6P+MPR6japahAWW5xO6zg2vmPuHV0JufqeeqU9r2DFI9aDXdfTZOZ3EcAZ7vl1bemwEPkdrzyI/mLORe/4V2VHgjINlcUlqvWeOicwQHx1E2BFYN/OXo3nl9egZFBPmp6S0ByxHX9KdlFobsb5OpYFFwO3KudgEF4ao5csMSB17Pry8TVvXxDqjJRDK0Orcu27qBcjD3N61ykg3VCtnHgcr105vX4hiAh0hdWRrTW07Uz93obZI3thLEdOxWm9wVabWLzR0h2pSR3azoIQ3kEXFWhcMkawbsac2+XrG9TwfRI6S09hcCExFcMc79KKkl/8ySTQ59/Wbfmvp8S5DmxU5qJK1w4Bo2nMU0vrdIhA22H2aexnRQCxM22iYCc0Rc30V445I10HC32g8dnH+tZ2Cfe8kl/SztO1/sdKiU7w+nLs1ryC0zq8qdKz9HYw5lwKVlAjFxdk6R6tE+QVt1eMP6fM4/4I3dR/AhFQVXEwA/KDIPm5yf34Il7CJVa1NDT51kkk+mTITYTPGNVbnTuO+OxICpNxhXehpli9ycbsui1R9+6dneHDvAEYB2YmdbKNx6xS1N5zNiTknd+d/0Fcwqx8aZE2IKuv+RjD8fD42S3ngI6vPxisdxPlnjvHWtUnCYS/hRralIHxRix8NFYVyqBjQ+CanXt2tMSjio7DfDkX1M6pIRjHnQ8qFB4UO+4TZx1BcVURssAV+MjQLY6tE4AIhsfjNUERFspSnjjxpSF2bpfS9fpBWWvNw1P4oTtnX6ANO1uEpghkMyOlJzmjv9ASVN/FuxhU+1oPcw5VDa7ticf+TbPw86wEAhvj4NpcfEtITifj1mvVneaS2sxlnd0ltAYopheGozPYXxcLXGbG/4ews9z9yrM+DFbpWNscnLmr1oJw08TLyswrxIL+vnETtRFseeW0R5Hbe1EcrlHA47GcGO3jNtg7TRzAOI0MZkbjY0zCw61CA4shOm9+FUKrtjrhxsGYE6X4gQlVc+s3pOTYfPS0DUzbQ01oM3Pfv7EVSYgxaCJdG4DloOApd3+j/2GUiHHK+417BeysDci0j571JqBhsDigxMvhI18JLuGF+6HDmGunDjKmcj8Ty7CPkiuNgzbxDyFhfJcjgKR8M4Ve5lUu/e1ll/AnkXK8mjlj+hzl6lyGyvDuNUKkOUlwztBZl2AK8fCUwcGZkMxPQ8pteBNocDZVMKTvHV117CIz2AOPqC4qLMlAqeYHnkePDH9jbWdE+k9l44i5hGyzxST8yZdl+DiKIXh5du5h+6aIlXlAI2ieqcpy55tre/PZcHYlG/IW2Z8TQwX15ghk8nUqs65kHYlG/TcqNdm05oCSFBoPvrF0vfUznUsNGRKynFeLVth+h/iCc/P/gazu5FXC1NDBfXmCGTydSqzrmQdiUb9Nyo12bTmgJIUGg++sXS99TOdSw0ZErKcV4tW2H6H+IJz8/+BrO7kVcLU0MF9eYIZPJ1KrOuZB2JRv03KjXZtOaAkhTMsPoma6RjF3qdXmRfj9ZTQwX15ghpHjrbnHbf2NKNS1/FE0shpyryythvlbKct/NvTgS0YOzmJ9Rpp0xtsmKplJjob13272DHmJ9SvqdznaBKf7tCeUGg++sXS99TOdSw0ZErKcV4tW2H6H+IJz8/+BrO7kVcLU0MF9eYIZPJ1KrOuZB2JRv03KjXZtOaAkhQaD76xdL31M51LDRkSspxXi1bYfof4gnPz/4Gs7uRVwtTO6sJqmjFHXNeS9MewmBnfzmB1dWeL28+1e8j8Aa+X5VAe5QZRcoayInUyieiS2h7hWUb1sBAcuOo0xR+QOcRVUCXG4FPi+EQnk+xCr2+NfKAEL++J0HZV8Y01viDA4i1DVx5nRrmz/YLMxSh76OpTizIUdyPTmgCvHanaD0KKJ7piq2GPQVApHNskgm/irxOLqOeR1j5kxiTfFMuqCy4HrkiqdEsqsST1NXUaZ98QJfU1dgP4TBtjwuhG3tpLC+z0ToJn/icf5UW3gysQzCcS+/jMrNb8I2zdkMfaT+rjSuYxx6wNz3XdcXXks7H4oPCq532PQ/xBOfn/wNZ3cirhaUMEbSnCT7FQlszZ0LnzGT5/NVxfyn+7QnlBoPvrF0vfUznUsNGRKynFeLVth+h/iCc/P/gazu5FXC1NDBfXmCGTydSqzrmQdiUb9Nyo12bTmgJIUGg++sXS99TOdSw0ZErKcV4tW2H6H+IJz8/+BrO7kVcLVFA3BfvRrU/vPVHYS3mLP8okxdybATZDBSPCq532XzRWuev2BzDh14rzN6fSmlvw7jp4V9/QeFVzvpY260Enbf2NKNSmh/j+6pgvrMhKonGc3ZErm1BvbBj+ImJcbieZhmc8l9fX71PE/8MYMc4rxatsP0P8QTn+pM+NZ3OfAKuCNpThJ9ioS2Zs6Fz5jJ8/mq4v5T/doTyg0H31i6XvqZzqWGjIlZTivFq2w/Q/xBOfn/wNZ3cirhamhgvrzBDJ5OpVZ1zIOxKN+m5UcJlHmGd37B4VXO/VLdbmieu2EZF08PrIB4/8Mn0kV3H3HLYikMzgByeX3UGnudPrq10yUBTGdErQYK+jftCiboh0XbpLemvYhYi1Y/0vcO/fNvXcTvJtZK7hjF5Ho7K7LQ+SBR/k6QbRrPSp7o9pljSXh2Ry6VHumOBea9LA+99Evj/r45GvUwOytfI4Cijiasv1CktfCZJ5IsI05hEHk66lsGXdPOMANwPDJEqYaqVKzug8v4pRmZYm+pflLQOcW03SNdl5klI2Zz+fLXPGSbkxStNmoaIByFWILLyzB+UTE3wB+olXS9FwGL2O3/18EtBiRQWWV+VjnCu/K3/CurSDuwoYYXS4uihmnHif9Chm+tUG1LZEhSK2NzfJFQ1d5LA+dwK5clRWcgRm2Csi8TbLXRfq103fgQutVYiBSP32YkIhYo8uSUtofcwHPv0LqNwFYcUKmv6uIYnG8yB+nGrGINPx7stM0B3ztZXn8W0GWl9O2aslJxKTF6QHJHyaXLf4MfOxD7Em2aNpHiHKs/QTToIetqliIPiz8RtLa8AgTKiOhVyIGiwwMwo/ilKFH0ssFJRW2HJfzqK5mrOI2VQRblk0nNY7t1BIkdvpEh+MoXRT9Ug0xO2tns0gIVvAlQng5hXG+CPsD3BQyps0QEv7mk4Y4AaXZXoRXa03FPriMA21HffrUlu0BaO6H6verY6T96650QztGSXeBaFQBdOpXA52sAQDpsXONmuwezH2nVAUUUdSsfiiObakh2x4J15kR2UDe7VV2PSj0Xg3F0oMNfT6MiwqigogfDLvrgH/pfoSI+YoBRA+GXfXAP/S/QkR8xQCiB8Mu+uAf+l+hIj5igFED4Zd9cA/9L9CRHzFAKIHwy764B/6X6EiPmKAUQPhl31wD/0v0JEfMUAVcUPZEfMUZujo9k1PVOqEc9bVTE0VdsGgwSijZTq6lAY96gkWKxhdO2LpQYa+n0ZFhWIgiFoFFi2WG4BvDLvrgHRLTZuRV7bNzznhXfXAOiWmzcir22bnnPCu+uAdEtNm5FXts3POeFd9cA6JabNyKvbZuec8K764B0UxDvSitIsNih7Ij5iil+BL42EmwFaNTdPoKhDykQV1bnOWjiSvH+GAfZoqkbKsgwyBVANWAYSQ/eibPuqu3vYpXslHs89NKUdcrEUhkX79eTAwsnfxkmkkDyM9Cq9CxfDWiSO36evS6Su92thPeqtWvU+/+diFbZ9mNlUcRZIj+RatCFY7qUaOhZqczzMp8EATCJVa1NDUafPjaHHQMXic/IupeuLy5tIh9tCnJ82U2i4DMmh3kkU14Ygdo7iLyKipGVnZ6cTblJbm/HhYnxRBf7IKq143p+UWdbjEB2lAfrdS+vMIaLjrF7Y4sBe3hT40bRjWov06LdHgAaZ0IeSYH0PY7DlaKNUfjKc2+9CWA3kF4W5IdMpb9nXsfce/h6i0xhwDT2/MwLfmvtt7yowwQq1WL11G+VYdmbljXMdcDNObfmukiPmKM3R0eDcXSYwC7n+hIj5ijN0dHg3F0klvzXSRHzFGbo6PBuLpJLfmukiPmKM3R0eDcXSSW/NdJEfMUZujo8G4ukkt+a6SI+YozdHR4NxdJItXXNaoOTg3F0oMNfT6MiwrjAgAGZ0Ofbjtt7kpdRYtlhrlU534OpYyXoyLCwMK6ixbLDYZDSiwrqLFssNwDeGXfXAOjEVtHR4NxdKDDX0+jIsKBOpuGXfXAP/S/QkR8xQCiB8Mu+uAf+l+hIj5igFED4Zd9cA/9L9CRHzFAKIHwy764B/6X6EiPmKAFqNXSRHzFGbo6PBuLpJLfmukqOQd6bmxglCCvkS/pEa7hmOkP2cF2wA5ipC+Tpa+QSZbgJ/Wb/kcABoXBKjBb/9hZpMR/8U2lJUGoGk82etRE2p2UXfVdcaSR8/npeDL0Ft5ubi6BhjMR7ZV7uNtvaWNzgnABycNUR3fhjS/eK0xmAqyzJd33cQT6ppzsCCa0z/Khalw0wj1oJJRo+F7MgS5hMYebii9jFbelQMAYDQAAAL8YW7hA5oYEy5jdV0LUTz/pkCYE9kGYSkXffqV6sBaQVeMKsFKjTg4u21r0/4Qf20wgAmMldF9Dfb634kj9ReweGwlj3riBIZGCe42ylCikCcfFCDqvzT9eIrB4xrRkF6OBYdtKn9+SB9EKtUmKJumGCZhrDzCCNwcy4Arc6rmEIBauH8eBNL3vRzcSj9h8NN1luL72s38gHj8imx+iSwUbbCUpjz82T3zGGg3AMlUwLoGDqVRGpD0ZtgkLHKppG7dqfEF5rIAAANi8mCMnMX/627kW052XwOgnArp7RXZEVF1lQGOJcGOtQSFCeTroprj7xLMTM6IBWStQd3Dn3Cg8fktKecJxvil3zyjq7BsDhEuU8TeJyANUYsIitAHdfbmytj9w2r+D4bsIQIK+0GBCLPubSqwsJxEmiX7JLqe27VgEtqEmwr7ltM7rsWBHrdc3B/0vGj7Kufb7lz4BBLicwCH09b6/14/kGvU6YXSK/P0w4+ZpLRHcB5MHB7b0fs/Fr2zNFAdPHWAj4UK1SZgHPe/Yeme5z6Vk5qLabW9rYiyzQ/R1a4DKmfNNRdNuAFbpOJ9dTkRKwdjD6fbkkxNYO340uNJmqXNPifCxm+SulKsrNntAVcJ3p1PgrsU69FFvRXZIZh5Nv/CWSDZaB8O3qlOl2eJKLyg1ylbbXupJL74da5PDrS5gLGL5oMeemIlIGeEGKGbRG3mDs9zrozzwb/0XAhzplwBN5OEz/kh7N830n7dtIpEGGhQvBbjs/m3ufeFND9x1y6czcW9p7jCLR06l1UoGRIGCyGfbswSECf6meubQ1J9Sb9p7C80mOWWfGUgIlwJMtZlZh39tvGWyvMauUVLjUn5icJOe8Q0GsjjNg7l+Z47F5QN+3WYy/Fcr3XmbyboYCl5LCiCp3ihYU7zTL8QfMaRPi5yGvbLh23RoiW2PDQHOWny1ToAbffJMvdHRJqsU8ilBIcN5B1UewuXfKcODMNGbaxh7gP9/V9/TrBxv86sy0VxvgcQYw66Gq6ZW52eJHS4sGCeSmj0eY1SsOUrEsz1xGlUGFbVJZRrr8lwdlDl3IjZBrXySzphxGDh062m6c/cvk2mxUroeN+2MobCz+aUKH9nlwp1D21Lx6ji4Ub+stkmYClZDUncPE7nZisPUSdHs5s/Js6PDxmropHktQnbZ35qAGQDMZv43oOa8R9Bf517f9dbk3lD+jpC6slPqC7QfXEr3DP4xZ7rjkcfHDlHu3hbajEu3xrs24hf1jbppTUEbRwRXKhtl0xJgabXIU5wLbQrShK6NRLcPqgGleYVB8joW/AgRb3WVqdTfwFyoGl0yicTnxKh90sC7DY7dCZyYgECWivMS+7beTyakRDrSzph07hOqo6HEyJZrOHLzr60wE3Dufs0FS/jaecY968WoiiB5njsmBa5TAkgmAm7Add2LObPFIm5OV6ZtyGY4TxaBkoBlp786bXe3rBJ3Oe4DJlCPZQRhCT5aw00pAhskwRLCxh993DOJj8C9J2NE3/yiED/TOLV8LDkbOXL7VQ0yxq5LzvufzsIiyB/bDkbOXL7VQ0yxq5LzvufzsIii4ZKfqaFILCZnKMMC5LzvufzsIii4ZKfqaFILCZnFq+FhyL2PxSe+0zmZKfqaFILCZnFq+FhyL2PxSe+0akKA+LAvdSo6KKDp2b3r2PxSe+0akKA+LAvdSo6KC3IpypzUly+1UN4vIuaHGXCnpKNub5Qmw9ChDtQAE1IUB8WBe6lR0UUHTs3vXsfik99o1IUB8WBe6lR0UFuRTlTnVGcAmT32mczJT9TQpBYTM5JoCsGAT01UdhEUXDJT9TQpBYTM3Bz8AUPLt+GBxoUXDJT9TQpBYTM4tXwsORex+KT32jUhQHxYF7qVHRQW5FOVOakuX2qhpljVyXpnCHagAJqQoD4rayED/TOLV8LDkbOXL7VQ0yxq5LzvufzsIii4ZKfqaFILCZnFq+FhyL2PxSe+0akKA+LAvdSo6KC3IpypzUly+1UNMsauS9M4Q7UABNSFAfFbWQgf6ZxavhYcjZy5faqGmWNXJedQxkDHFrnzrCyzd8GPRC7z6lN1qh6GYWn3KQ2t0yXrcz6lR0UFuRTlTmpLl9qoaZY1cl6Zwh2oACakKA+K2shA/0zi1fCw5Gzly+1UNMsauS877n87CIouGSn6mhSCwmZxavhYci9j8UnvtGpCgPiwL3UqOigtyKcqc1JcvtVDTLGrkvTOEO1AATUhQHxW1kIH+mcWr4WHI2cuX2qhpljVyXmpFILCZnFq+FhyNnLl9qoaZY1cl5tVFNuCocARHJBYTM4tXwsORs5cvtVDOLj1iAZ+FeR51salUXYp9kLvhtbpkvTOEO1AAOATyX1XusdU0XCpBihS28wx//DUiN4HlkbAqhlqoad061WLM2fvBuVaShakth5G06l3fY8/nYREWCa55r8FyDkFXygQhKoiBUB6WLumGpFyesk5p8UD/v4TW1u8btbZHsX8kPETdZI2HyGWo5JGPn9SFPNcpgGwIgoZ2ss1qnWvbAE4pmORPqM1eap4jJRUWTLRuVNa+5yGcNK39Ssfuvry77tvzKC+of6qi4YKUvdX9l5dg90PVBoGzIQk7JjF1AmZWBhhNRJ44jijpBQHqFOO1TVJy0FsnGhDVqydU1Sj5z+dhEUXDJT9TQpBYTM4tXwsORYgmPwdfs/wcG17rk65xF1z51hZZsQvCnpKNub5QmxASdc4i6586wss3FZW6ZrzRa1AQ0J3+Bcd1aSo8cWcnQy+DJkVcioRYJo2T455fGhd59SkQWmBEp3xlTDTivPQLH4Ov2FJS3euBrtfEsnLSXz5iD6iHpBYTM4tXwsORs5cvtVDTLGrkvO+5/OwiKLhkp+poUgsJmcWr4WHIvY/FJ77RqQoD4sC91KjooLcinKnNSXL7VQ0yxq5L0zhDtQAE1IUB8VtZCB/pnFq+FhyNnLl9qoaZY1cl533P52ERRcMlP1NCkFhMzi1fCw5F7H4pPfaNSFAfFgXupUdFBbkU5U5qS5faqGmWNXJemcIdqAAmpCgPiuaEdmS1se1fCw5Gzly+1UNMsauS87xpmh2mcWr4ZmiOLDDqpkU7p1qsWa0ly+1UNMsauS9M4Q7UABNSFAfFbWQgf6ZxavhYcjZy5faqGmWNXJed9z+dhEUXDJT9TQpBYTM4tXwsORex+KT32jUhQHxYF7qVHRQW5FOVOakuX2qhpljVyXpnCHagAJqQoD4rayED/TOLV8LDkbOXL7VQ0yxq5LzvufzsIii4ZKfqaFILCZnFq+FhyL2PxSe+0akKA+LAvdSo6KC3IpypzUly+1UNMsauS9XMwFDTZDfdx2C0zIawfSwdjwsPyefBj0Qu+0nWqxZuj3mTtjii4ZKfqaFILCZnFq+FhyLpjWD6WDseFh+Tz4MeiF3w2t0yXnSQh2oACakKA+LAvdSo6KC3IpypymzrnEXXjlFiRdEXupUdFBbkU5U8O/u6lR0UFuRTlTsLhT0lG3N8oTYf+nvpnGXHo213NDjLhT0lG3N8oTYeWEIH+mcWr4WHI2cuX2qhpljVyXnBeFPSUbc3yhNiAk65xF1z51hZZtXxOnXOIuoABGalLRAugJ+AAA0ERrzA0EA93gDn4SDnQnUCxOAIQ+p6jUfOHGUv7QXVYxnyCj373WSuxoxVf6tzop6Exe9k5k4ctuHKIS3lAPGPo1H/CrLf6zMZ81BbvmCaEcQwEJHpQkpXoXiR7UTT3dCQUPZ+t8tqwaT1CvOD3JihibAVvYAW2QBBwB6BWgNmZQwB+icATRTkgA5tiEEdu4al8MIUhJ8PnvgayAOXBKtihJ8PnvgayAJAOm+ZJZWvRWpbpDoy4W+AF5k8kloYtKawa2CA6ln0fQ1HzKmIlALxoyWS4frGeu/OHheFVksuCmc+2ov/SFzU1a6s/KSTrMG3EsRnxjNyAsyn5zQK6OPrwwto9laZZPKBUO73CTXnceKaAA0Yi2Xo/ZRCueSfqFdG3AzM+Aqn5BcMdpuv99SSS+Cq0pOUgjXw8Ee5V3+2TcuIqyoZrS8XhWEYA7GN6FoC3B6IWGnjaw6162iNAwuKalIuzI2xAQ7+aPx88TRxo6E0BYb+6V87fLGWNg2XAEx9T6Eupe0RulBhPTHZzRUvK3ITjZqmLZrobWchAr7k1LUIH9RtssZ5OvSRvaVt+XcrWwdXhAxP0LnMC8UqhIdVRz9mBCpb0M20Rdj16Rh5xjgz+OGlKsNt1I9fgY67FFEKnlBFNL3ZhAvOstVc3rO2UsuNZH51DXyuJknP1sZLKz8QrdzQJ3oH9zLV2EHlfv4pLU/a4fLQqc6lroLZgfXsZh4tsWUqy5PPFVARb9sqEb+TFiREbcl2z5Iib5HgAXiQb4cmV8BTNjvyOfp+iSnV62sVSVFpYOQJQRvjyWZmXjnttJdKhRXdva7agtsa01tNHErQ+bXqJPW8OYv0VYnmxg+2Qo3+C6vH2hnXRPrmSwY+CkuS68ywcdcTp731EEA5+JKg/qIqEqmfmY5N+Eup75iJdbWZ0y2kcHudEdxnK6dkc1FNCSO+qWWP+8EGdm22VOfAtZBY6HiojxRgpfEj9jLX7kctRDYhNYG7XaTQSEWjNsjN8bbF3cGzpAeYJys3nr+QUFJMUQ7pj/lSEgKjU+z0W1AFaaSq+4MBBakHxZHkQ8WhURKp0qwapluBgItDFisdGq237t6VRv2yDOiFQkTq0gB/18jw6qsIpWd7tCCm7Rmxuk1Sqicu5DHTFM61TuWjs/VfHF3TqqCdkgTRSUoNNWrn9U9RtgOa1+1wvOTOnKAY7qxojj5JQH9vx0e2IgyJJ8+aMc0nI8ZIFMVSrP3GfUdzTywJs9wX6oPYwBTKye7m33Y6iDCWsor6rj6EH6RdVISwRzEMu3aiiYVVMH0VgZYldroi+M3Ye+z28ocZjQCZ1Myg6sePZBP2O74ZdhL5dnEILGlx3Sl/Bw7sNCRUumamZZ6kxJ55nt3g6wO6UahnmkH5Qi5zzRlrhnFCraPRxhQWFF4FANt05Trn+J/MpdchVg0qIhI5Yl0jMsftTC2vcdYGJwI0p3KHKqZN2JfxCOSJ/rSJWcphOWxMJYUZTzc0k2eOMCPzT4aBZliEocUmI3p+XrevjqRTqUhtpLOtc7lxX4gpUk3pwiOO4XP3jRDqf6JG0k1r4gX75/G0uUcjZJDYF841ps1UEM8QzB/z4RHRUXvftjpYTViLYqa0tBuN4I6oOoXppJ6uZPsL0UxXW/EuzDhTqb5p0IDWzkQgrhGOYGfEZ0Hj2f7CglV5y0yCclasqys0WSB4IrR6oyPCWQfHLKtcHcF6IkvXeTlszDFLjU371q/zAu5s+HFnnE4/bOm2hUfWyQbnjG4eS8P0ZORbuVi3GpzdPIvxYOeGhW0bkfAEDGCa6odIYL/x+AnQIYrjuwWB00lfh43Q9lckaNCTvTYaSj2yGxF8O9PanLQa4mkeA7YTrMHWCtgJps3CsWAnsN/UwQYdAKvxfnY/kXoze1cEfIHNF85jITDs7un7XoJWXzJIQQP1yVMSEWRxqBFVY2ooIpEbf/P/SB8kL6RwLCRyXlEAuzRABKWMuQABcKIQTIfF7FYGqV94cbGyYULnr1CQHkYm8gxjmYarlCWgoiMr1Imsu2u058LC39GZWBtvmo03kJJOKxXSH/P+bqtXIq+WlUgTIlf5Zu3D79RbUXLhDGbABLYDKCnUQNtZdZk16YFuFCOwLFee06Fuv8s3bh9+m+Xg3QnJx7033HzngItX+gwl6GvmfVw2gXMmJLEIWEsH3K7kArCfOvlmG7cfUYT7Ho6uG0C5kxJYhCwlg+5XcgFYT518sw3bj6jCfY9HVw2gXMmJLEIWEsH3K7kArCfOvlmG7cfVF+kkspOrXqqz0iXP0LwwidM3nn/DJnPuvlmG7cfVF+kkspOrXqqz0iXS3eDdCcnJCWC7WGykDSv8s30mVfSIqNMYxkXTtoPnGYSKk7lfH3cQQMLZBnX+Wbtw+/UW1Fy4QxmwAWCUAj2f1Q8lPRIzUjtav9BhW0Q1LKTq16qs9Il0t3g3QnJyQlgux918smATpKGeQVU43w/zzawvkj+1VIf+zP9Kv+VSC58lXSnJapFbLL0NSufkF0jNcvnnqndfUAP1P1gCqnHRIFqr/77vwRMEW6KDlsiHzWdSwg6pDubNjUiYuJ/D73pmSs3RhcAqVuLSdV4ciPZZey9LNAtwrvREuBQpglgoImNZcR7O/EggIIT0R0LlLDozqVCwj9l1FWOV286eEXtFd2aTIhEaPMF6SmWJtHo+eRoEDQOoniE823FqKrIahZMXPiUR7zXf2otefgSsSa0sS8S5OhN2argQ3yxFdJ73N/AO2EmT2mx/wX6Q/kYhUcDFD8gcUk0obrd5P0ePTRSe5klV+7b1U8jmcps5ZZ1VZeTStzHXr7rTyTijDG1UcYQSDQoObDFJJnYI/XOdS7kOKRmGOkcNpydWqhtB9+pi0JoxSug87pGQ1qVhWfeslON3g19Cujdf5ZvpMq+j1kWGASfwHqHI16YFuX9YKzsX6SSyk6teqrPSJdLd4N0JyckJYLsfdfLJ5fYkuAGJGVBRUaVc6wJTJXyn7BUFf5jT6Mnsry+4TdcAMSMqB4opKKZ/IvOIODuHrGn+KJVfczav9QhGug+H+ei9diw1g5+ISS8Atu2o5qk6uYxAWXR0Q/57vrJQ0N3GM2ACR1/ShQIAZ5eDdjuzAEDRpjGMi6dtXcg0YwiyqSpwQ8sKx5DPovZ3sSdywECPDidwhjNgA1CbMwVnnrnww28hOlkWOfh1Oz+qBLE8fO+H9jAnLDjd4NfQroK/BX3nPAoyyYFfIDEmnVrwvD+xgTlhxu8GvoV0Ffgr7zngUZZMCvkBiTTq14Xh/YwJyw43eDX0K6CvwV95zwKMsmBXyAxJp1a8Lw/sYE5YcbvBr6FdBX4K+854FGWTAr5AYk06teF4f2MB7n4dTs/qgAAAAAAro9ro3FKaSgerD5BfnRbNWczEOzpEU2uDCRFUZj/CeBerd7VXUiwfBdZR1yzSXRQWACOQAxikXuA9hEkeRFgChAQEJWOuy+nfn95L9a7lj1Zb+eN+M/14NtEk3tFMT/d5Eu+UoJvHQarFQesNNrC7Wc6jXOatisf3Qr/T3uJX4kjNoHdDZE5azqkO2eSSVPyyx4FUrofDp60qYUdJGCVbWZ/GwPcL1bvaq/WFxRkWDoLtzmikKEV53T2vMFIeixe03SV0ckSzFUn9Pe4lK9Zwy2wFWArY+cYedvR6ut3J4sCAow/tf3Af/JoMZk3z7QdeehMxePeWxQ4beoeOmvoOZlINO/inTpmaaeq5GNlI5fqGE+QHp6t8NRJAhh6Db+s/iWuuhtiAumrip2DVi1vvkTzUgy22sgnRb2fVdbNPCa547UEcfYUpBrhRs8SZRElafOlsdG7xH/97G8SD20i5Jwxpcmai7da/4C6evu0EvuCjcw+kCJ/o0ymqRYJl7t32+Dxjr/wbCESWHEmznvmiBXMo71rKnXOp7a8Q1NFCEjXvM/5CvMax7xj78N5LMAMRRV/A2cfAzM9cOb5n4fmK7jhF1wZmqcEdsb52oFfhqUxcRz6pFrn1RyFJ4qxkcYxq1yOnBrlk60YKZFPvSPiLQM8iX51YuGt/bX1fOcUTODgTtOVBwCB1owVCHneohAM2Ey9Wmc+c3JoiAFXmo8i+I3E6Y+lT00xeJ4q+lb5jPmkkP0c0GTfhds6wvXGQdb6d7GNCv86ffnsBFpZ9TDfQTie2yY8f/xdGK8IeEslMKO0kdksdqAT8+WO7VKYYn/MWxSrY62+5eqxv3rUTps+rsvFO27wm+HaDnycDeFaaGivcXqQxYqJu3Fof1TeNKIt5Dg4BZ01aPjeHyRdXKcbEve/mQBvznv7TA2i069GmItuJDkwMbHXlhgsEMK1ZVAfa4BNJ5yd1mFtZy7/pJoX93vMynfnM8qSdijvFCKHEIZgTSvBo4F+rTT0F50euJAsX2VQhfSUDwFDjnOav0G/sDOofwJtg8goUbAJRiQbYltMxAIUWrmTJPCRP0bMuFQzN9FBysG1uytCBbK+8rN9EW8FzUm1a6QlbtAeHDZ1UoI6r8HC/uBVLFN9hawNtv9WzM4uUTe4TavNnorDyOG49ZpmaKBEblYpySGmb9gt0+4PpzJuZ06jg+B7v/WDMeY7D2SU+h6Rh6dMcxtuFzZtx2AqTnw/axTuruA42QKlItTx/n1eQwOB56rHtxMgyN/xUKbpg9NxJb33/Tucj5yxqJMTNFAsstFyR8ZnTrkUgPvHl7lZvHoOO93unx/t1gPXIKnSXn1c4ZkbXZTxF0WuMeQFNq7mhT/HuKSVEqSI84DLUN30y6gMnlrKBTv/vkIJpCrv3rlpvwnrfluCqk5RcfIsj4N4UB3B7pHK5bBesJMKQD8ljMUL0GrqL6sz6vY6Rm6VPBeuO6yqwGW4MykDqhjNihUS6AYjM/p9uSTLZS+rJ1vGfk9EyLARb4RtIIffgxA9ssn9uviM0d1KDlUzxDxBf+MS/QSkx3/esPXr/8n/+ehGD9UA0IDJUkPnj5x0CXu3rYo4WVTvCdMgjp18uZFetFurgKh89MT8o1Lb0hL4L1YYNYFS344TIIocHoxQ68SnTuucNiUAu3M6+uJTZjI1BaBpjbm4hgRiMRDpogxMKuDBFr6aMpzmL8Nc30HvEqkiawT215p94Fph4Yiea6vV+h+IvQL6eV1i9zABnu3eM+W+uK3/eh/yXeojS6FU+fP8M38b0HNj9+4X+de3/XW5N5Q/o6QurJT6gu0H1xK9wz+MWe645Vz44co928LbUYl2+Ndm3wlF9xT9ya12jOiDMBOcugrZVIz0YeDaG+BjQpR773xYfPWmrtbCeVRQS2JsEo4dyrJsYX7puckJB9LrOFBD9OaOY/xla47As+3F775wGba+mVboG4cYP2N6pVkPjQCjfBeD8igNb+UylMpIIuAXY45dNDJS7Cf3SdBqABPN++A07Bhl5Zm6FzJdoTOGdMjFVVwXQoQM6iclDAMogylOv+vm8wzsWddAEfxw7ZuutClIoW7NrkIMUmgkCwbnUk1mQDSdSyiPia3krmZQOHd0eMobhvJbpEyLk/c3mAIWlMRp57LlauQrCX4ib6vkh0WTmBy9F7D6tFjjNcnDAUGX0WjAJuy2styg0yWpQFjSw4wv3HHXpyTYfn4szsPp+HxfQBTzr/6U+Jqh+4367SRH8tAhwFhMfrFAgwNk4twCDNIZvufj4s6Vf9c3EOvVVHuTuzqCHS50s9gvf+oP9c6iWIUKzfylQB6U6SBqD0ofh32nkULbKKU+5tII9Nfu30qmCtlrwzdDFg/b04P1RAt+W5qg7pgYgYecUwKtFSg7RTcqrdJSTkAGXkqDhwXDDoqbQHEsLF6BZiYEy5ABlRNpSPu1dFvoFzIl9X+Y8t3Mz0dfNhgBl5KpeCso6+bCSmBppaj/89KBGGIC4D8LH6+At8Qd1iLDX+1H/56UCMMQFwH4WP18Bb4g7rEWLKlKzvRcZ8nFeWDmBDSwoHB8gfxt0lFZK5TWlRaouVlsmIsEpY+301ofqB8CIaWFA4PkD+Nxedo7RKeipEht0nKLJiORdq2yq0YgLgPwsfr4C3xB3WIsRc+/UYs12TtsyINaBxNUsfb6a0P1A+BENLCgcHyB/G4ob05ure7ulGH8fYMzVC/tdcbbMAyG9S4NzaAlLJ/zDfWCfolQNml8kZTp9IO/eQstkm0UG/FviDusRowRgSqEgZrY2gnlno6+bDADLyVS8FZR182ECd4/aj/p9fu/eQstG00Rosk/d+8hZOLaolUYs48TtsyILlzRGiyNRaouVk5AGtjaNp2Rgcrn1CX9w8ZPRUiQ26Tiu4xiUV12fJxXldupSnJvBIYB+3w6JBF7vsp4xf3K8mcMCslEcYVtf6SPHa1DOTw5bzQlNbJRRRyIYvT558QAvSbl85xK35Umj5ktIPTMka/NJbCwAir5vulYaszPsdchyCJtqznaxFNpcam5XNv+iwPKZWgREDttM/V5xD9PydLXYH8YIyqwrGpyZ8cLoHnPodrA5Pr4cXhOENvJST61jA0Mw4nWG4da8xc/Vt7N2kF50M7my0c8U56WzjzN5BuYXwBNAm7VrrtKuS3whExGEgcXxb8ll+0gxGfJgNNQVj9fAll+0gxHNgrH6+BLL9pBiLHvui3i+MKBwfIH8bihvTm6t6HSGFwUyFtf8BIUE74ZeQstG00RnK/7J6jek4S4/cPCCjxO2zIguaRrAyixpseONuBKPeT/p8qLVFystHBGsByaz0dfNhBSdPxKoxZrsnbZkQa0DiapY+301ofqBfO0dolPRUiQ26VwYLgN0qVFqi5WTj+a2No2nZGByufUJf3Dxk/VQ9bV8IOaGRV9e+KQV137CC34RCD9fA3IMXtpD+So5heToJFliqFBF0qGlqp8J9w8IKYibvZhu+ydJAgJV4MSfAw6QwuCnfQopureMqtGIC2Na1hCeSjaNp2Rgcrn1CX9w8ZPRUiQ26UIYXA3VRR/+elAjDEBcB+Fj9fAW+IO6xFiypSs70XGfJxXlg5gQ0sKBwfIH8bdJRWSuU1pUWqLlZbJiLBKWPt9NaH6gfAiGlhQOD5A/jcXnaO0SnoqRIbdJyiyYjkXatsqtGIC4D8LH6+At8Qd1iLDWOPqCoy+uJ1ZpAE/FCkGHMIxIsVsQbivUfHq6CaI1NoE8tcSBLXCkmEw5QrmMmC4GHwgKLyf2RPpO4UKEOm3nL8p/tH4IDJBQvQFpQ1z0fvipTkQjEhpOkXc2w4SdNMpvAopZKQB4WgEVuuTWylVl0yRQfWcWx433xlAAgal9Y7KUdM5GzJ9162TZm7A7GFFAPqjm85cCxoqilCNk9RCNbXitsFiRbP5dwNFOkKr2wSLUrodvGmcLuidwFTH9peQ5AB0NNE30hekbvMLIi38t0/5wFtdFMEwF3I2BPriIkxMJbf4V6uOnCGGfY4nUBqyL4oa6oBnbi25u8DSwAifphP/EWn//3e/rr4YH/L9SjvNdhsbWeoMh0xQdQ11NHqDt2awwOHueFl0bcpVBnpVsPxdH6Lc9+DR0HD3YZaU19A7X+YSTUJxqz7cf5mwWmHskSueAA0Ouyc8NO+wRMmwYTjEO8GNrqIBsGAwq8qTs++czXlIlki/8dPq8JtsAUKHqvC7ghVDf/wUPLJe63fjGa69Ou5+6KqgXK8+vcy54n9687wA+1z1PDEkPUpiAyv2e9pMqDhJ6ISsxRxbLphHiQQklEY2fX/VYHtge9ZvCN+FKN3AZsISYI38lmU4O4nX+b7zJBuPJTb8zbf3XRYB+b2L9vAC+HMnox/dtGDVMjEbpDQwoxpk4kx2m8x4a7jt4bO8P/Y8T9ALtKkdcSz7ckCnt3lHw1qOgop7NTB+P5iB+YSi3KBtuHQFm95aX6NYxi8DVxqvtlJxZpsfmsC15mYWnJZUDnXBgAjnAoIC9RmmIm3xH7G8eGiTD/RYpVei8Bqvyn6HpYYmlnDF+wu5qZGt66RbVml8u2+gm8+w1Ifdw5mohSimWa6DQ74jtqri7rFd2N7J/Z16T2wkTvUydoix0vOhshdM0tafOJ+y9ThnyuMsjd7B7dv7+X1SiGm61c+EINbaJ8k7JpTevdGgtumdSivqRJrolwv7eCQrovkrgLHKN3bQisdcrjfYuwHV/KLf5uDAgaj7CnMJ6JvHL9gg7soVcIi7WMBKjb4hjDoC+yiv3ABq772dqCA8bdc0pVMwendfLvx92UvG3RDfGosqbTPhF2smWLxG3AaEv+IQZLwp5t0RNEY9DCn+J/Muuc61S92RWUXlMokg2Vm0I/E3nMEejRr06mjP5V34yTP4l2WSTHoBXVXMPxs8z+AskjuyoGSbs5zmS1Lw9DX+ILhCO2OogwjBnHY8pDdEK93l42OH+cgceEHyfNNq2lb2Da41sDj5GgzaW5tpPSifGZSNLyFu4c5sO58VVfL73G4y7ZpipEz8WW9JJXG2C28Ww/hby3ow3ZQujYHC2Un4YfYV2OGsiEt5F8zcjIP/fqGyAgc5HpPgOU64f4Ii9SPismzuR/QoSvgAHUfahg35LYbv1OtP8O47JmhQ43cD+VJIokSp9tmkx2Vh9iXtiOqRAWIUukHLGjtrcYa9gWG1mLKL42bMRXkoz3SXppjIV0YKezElc7yiIOnM/0NxYiA1S6/ZdqdmUDfz1wUWUOWKq4/9wfPV2bL52udDkhCbQNJTVJr6SLJHAyKV6XtDLmzuZE6cQxz3l5LmO7KRuXPqeh4mJA0yUKz01IIZ3gFe1jBVH8m/ppPS7sltGOAG0kUdgtVRxle+SOHEN2VQDDIohj2WEYWNfHV2mQXQITd0TYPzxkaYfdr7KdWNNWAx/HIQhmVmMEZ7DLrSAgVBalvUhMz9T8X2by85rBuMXQqlG/GfW2iMFcDF56yiz4JkD9lV5eN5dlzjllmdPScxK2TqiBKCK/DlqsbPOXitqUr3MwjU7pJembnNkNnIW8dUHGy9XQL3p2aUCoYq05EwAWx4HcL/y0YXu3Fmh6wbQUcA7fPKFcWOloJ3wpe6LPw1ejkyptoaa+aakwlxaMG8Ct2lwiyfqq/qyUp5QmmtjLF6zSy3mOVzhkC7RgFsXhsW/DI+w/l45wHBb1LTXce6hzEQmMdlbGzAauMBvd2lcmjR/x9nl00Z6ToCbosysMokq7m14dSSCGd4BXtYxgxurwBpKG0jZgZwhGvuNafZAGOQ9uI3dtIzlQVK12xSw0wibIVcJKG9iMbjH3GY5NVZybF63fOCDRWupey4pY6P2IbdEqgvR1w98mTk6MO1Iz98g6P+wbZXmwe2gwc7GPOXBplkSjWPCFxzdlr/x5KCmRYnpIsyS7+zUOjM+HwvON8lEqaS1UmAbOaDhEFHabO7/CdqMr7VJOYWjFe4ZjOWxwk8uufRAO1YkDwphaHeUe9KNodSiKTjWcKvNEByfPn2J8SqG5+nZ27mP2Ea8eiyjJyGViLHVkkEl50TPbv8h3bWw2tG/QqGCB8lAqDB4E2B/AGjAbWv6Ux8Q9dyEsFk/YVINzZOKXa3LfnTw68CpoYapxonAki/YeghhO8I3pOLDJC+NY3jZqY6gFTwebslIzS01j5+2uUd/Mttz0iP9DTTzxTWaSizgMxdR07KDhD8ERrr90bPDsqcmXKxxux8MMcrPfgx3wqN6kXaNf/iJOZT5noXYDt43bbTq3Echmyr7ALK3vOPMHdOCjj4aAjYOd9ehxx9mjqVmPYUB+gL2t/kSsl0msXlz7CrpU4CehxOjNobNGLr8bg5fK+zPzgBx8M7CZjwomKcDQFOFrVhKwmJ4IzdgBY2GtNue68ECjokWSir/GYHJru4Cz8tOUjeDKHipw2pvyLWzT4JCdMPjIJf/Vm/hi4XqSoPJaP6WcLztrSkwA78Q401pAfQtOGpxmmN7y0VmXGm9D2hSfCPhLc9KMYo2pipuOHMw9EZ0Sn6TNbc4oKn0+UN+xBioPw6X2TLSHjRykGvdjGa5OO8e0hTMlADEhyArxzSSCvUEvMEKHOyJkCB6dvNlnTF9NMZ26a9FDiJKZV0uBrlv3civYskMxSo4ZxW4gxJvFLTi8YUETtiEGlYbLgxwGXIG/HxHliJzY/UIT338D4Q98MlSUkwO26abPOPf6KPMkk6mNwGf4JkFJDZzZRlTVmuwSqT2eCnaIJ6rpQ4r0KlI22c+q7BSXD3kMvwz0P88HlIINqg8+AYFXKLjbBfJgRtJnDwBXcpNeeH8GQAKwlneteNGB3X4qihuExW5T7+THQAAtaMyZv+QvXBQosP/5wcy8A5bG9ME2N4EgYPAz1bq1S8c03iIYC+Acn70GOYuFVjA5rRWI1aaFbBkUgbRATGoyh+BbN6a5DdGG6R2H8JU4oCCCOG8jUShKmxCWLUVt6Wx7VzxBTKvj1KXehWeW3qqUr05aBDhqWqLGwFJfVJmYc8r6qdMeBjDb8Pu2yIDI3WI6n2bw7O5jGyJEjoCr8mRw3kaiUJUyRSnA+ncqWCxtc4rQJZ03fH63+me0SjZGZaIR36s5my2mweGjSHTmA4cQS1oz3yEyMrIQ8wFRCXdoKdt8KkCk6EfVtcwsEgAq6cTyIu/MrC3U6s3caR6SxITecukLf2OK0KZ99pNmgu+P/IlJobMK4839ZGJj5sUQN3CLHKJmsaHtKNFzsEHkYw5FY2Ht4sVl5B0AzlQ4pRCMYVNd9iJlrD+OcER10UcH8sXl3Gz3ciC4NWWqg1oZLL8IxOC2g0oppxMxoOL/fbPKO8zwAhH9nlZe7YeI5iVZ+BvT/Qi2Fk/+YFGgoIQxYbmErsyg5b23dwOvQKUjXbaFfjmhbNwcGZVFxvs3AfjhxTuQTDaIMeK4QqKzyMKr0qEPscPTl1yIcvmLZCCmUJjq75WuQdcy3orZRYBI9gM6Gm0XysI/WUQ3EcmpKWLwgBwdgdeQKMAh9Gg7qxLWmGjD2YKWavnELv+nhgTUcMToXBfhTsDCmkKfbFAQyEwFmRQaJvSnlahTDyM8YGwHEQoAxH1Sr1dIqSv7e1EuydCD4/LGiljz2AAcNnix/DpBBvBCJWJBWhGVcqEzfwh04zwPJxgkut0qaCOh9ZQfCjCsAIbIWn+tbEyt3bLQb9HZtWn5TOq3A0lp5LGvmAKDG+2OoAYjomcx7eZYJydXptfX9ncWA7qV+HE37SVm/yUUyTPrGFcykx3U6/KWuRNTx0nM2lTIfXf9DBeEOh8J2B7I9j0pT72HqrgM27BnB1D6FqtWj1KTvR5axXCQwZFYpxvikSNrXHkEMc+cmWDSnhzP3OmPWAYeLzCVKCJDoz5zTRIuoNjtUAIRWBYu4J71rY4OygNm16YUox8U8/gCJGNJ5l6gZxZ0s24HKrbZI3pk0ocsjWttpA7rROyrr1x2XspCe/O2oAEHGGli0oSwN/PaBXEOKXNV0J5Z9DStx1hjmNn8y1VbI8DU1LJC/m2cPm6rQPaqoIDm3CbpzcX39IbJLuQScFRiKmlLxtF70EMSv8g2B/dkkTj2eHy++uU47vOfMnKuBlA6UckRbdJgX+caahb4943+sDKLfTz80ZH6s+X/S2EhPfc0t5TukHTKUXRIAshLLVHdd29fQXytFoTM145hll2rWCZs2c9C1t7rRuJWEtm31Gf0YuLt9pB28yR9azSEriklPn7GsIR8AuocOntBqzqP6phMykDNValt5tCjRvycoGFPVDHp3c1Ugzn+hZE2LzNbmpO7Ygk6KBOlM4hxw0swWaPR1XBQfBagGHPFXdLP+wOuK9o4NB8eaj8gKa9a6ysPInRzUrwWg8fTWmKX4H2WGyDkYUH77IgZmbDDehzJ7+J7cZ5kriXcfHbPs+h5ZdJcs6pgLkxHEclaJ9bbv2rXl9HOcs7mogRlkpHNGPchR7Ko/1nTfnDZq8c5yeOLmb9YNDr332m/422ulHf4vfV5pyDzCO77adfDAtItn9qDy9ROW10AZ/YtcSBxW/bCUNGRXdS7r5nYTEZDGHqYxV7hFDlZx1wDHQkAZaqhWyrLnxpR4uT+8EwIeXMgZzE09pr3+WDBkhXSWOk7qCTIrBa10nLuwU0elYy8soigW5Avkg9VJ18Y/ZQrZQLCkyyqLX06ZyuC/xE2EAcLp2teNd1LhkH8McjS/ZkxNtXZjqrqr7bZBJhWx5Z/mmqBQbKTrzGGfZjN4Dy4+bYMA56+HxG2gPIs765ffkP6Gg9828GFGpS9EchMEs8R8hQaSElZDwyphRTyZKmU5TUzE0KqHYfZUKkoQ/txsL8gxlL2khedkSzF2+1y8ZiG+AMhBpWkl6rCVt6UYnAronuqOPJw6Whqt4vdlpdYtmzSwfCXIDSHxdFJPHWIUrDdmJjq2HkgZ8HRy6RL2Ncwa8Df/e51bwNejx5lFV+164a2zeK34gcafcb3dIsyznqn84cTZYptnCHXqjBJrFB9P1KnWeqXWcxqPxh5TB+W+zeoA99316Az2m0dIFYXMO4/gp9CpLLxGBBvrxTfMkuOVn72A7tdM00iK0aum5ddVcu0PbKWlfAvZuK1DRxTTlPP5/uchjWgq3S0EUV5/cCmAR8tUPL/lYQ7R8btEUv/F+rCpcjclIEOfu38hvmsO72KVGD48Txl5lSzfx7L7NBs1eWkJgav2VKRM+161g0flwNkRFDoUJE8yzfBQvm+4E/5wZ+rFeeoUKgowb80nSainIbVuDU40yHvVF1Dxxb5so9MBg3cE8Igr/yGYwtFi/M9OVPcUhuTUD1/3jVdVL9NeF0kYVIYBPdTD/drAvboz/awfEnS4bUpX9tna0yFiAyDnennBNxVgnSlW9ebrC2X46yS2Lf7Jp2zkPjvs18Qc2Ip8LUTFvkIccmVEM8yJ7pJDSvTfHH55CAty89mQ21RdBR9LbvnjAdSiP6YzJgC8uu1fbnE2tKXVEYK34aU/1QDhg6CxeNx1SmMYEA/IgrKTQ6cYv5UaewoC+nWAJu3yRqgVVgENA5nT2/MAfBliKMVXAe5bMwr2H0hTqY962UH7BfyYxSImEOOZ7UZ4hqcZKIvmLcJ50B5DS3wrxxL5zXSRfZC560fKkJph9qJ6tOm836UYdddw6KrcJgK42EeS87z4XgmO+qxGItUsEW/hTZrAuqytKJJcbzqfkDmB6TUFDheWwt6wUkLo7vW+AohYuPoIwSUt3/Dv/FkMPA6Ldwz6NO/gFQqVxiGSM+xaOK9CEhKC6YfNNyBMV0pEFVIta5MH5aaRGvUop7DUZlw1pAutIZWeoGXWW7XaoyhtWzvuXUOeunDFftCt+Af4YVhSoQxt+bBKg/K3wKNQ8/IVRqKkSkNRh+azUtV/ZpObIjgM51r2p5G6LQ7bqucWHU64/8bn1/xr1tc6fgvEpa3/fv+iA3EN+3pMN81sllK06cQXMgfSEaygN0/RTfhr/K1vn+TXLfgunmxSiMVDly8MwdPXNXbpiybVzcq2YeCxOEjmrOeMb01H9y6CAkvxIfrCR7W+Ql+tX7yBeUsdyAIE8G8V59gC01c5TvHOA84281sJXj1cVlf8iNz3Y0T7fwwbZXe84d1HH65APYR8jIPZaHEym/l+/PhrFB3DfQJ+NNqpyhgJpW4ngH38EPbaEqhR4Skidju+Ek3S1XaFjiQnYYemBgx6rnkclvCak9XxOiuPFfwSniaVtMzJDV3bLAHR6OkfxXQb9i/rtZfAPBToVQG9Gq35kJQMfJAgiGuER6vONtcBOvlPYWVlm3gSBfGwD4Pt4rjRv6q0FGClnp1sQGPT3MdGjjli0JRkmUwuBkQAGsvYWGua2Go72+SvUoGXJgKyD63gxIxPF0OIKVJcybsyZB3GwF357oddeRtBKHAi3sfSxkBVCACx5T/GPVNA38VeH3OiGCBTgIFO9ZXxrp9Reg4Bpf4FksuRroPDWryU+fDzwYRHPDcQbxCLHHX2AUEbPCDEZ2+tNzls9W4RQSKDO7EBTFX2/sB9+KPPfBseSqYMltNn6PprsUV9ZZGeLh789qFW/tP8njDp1+JY7ez076Mcvjod+R2SgJPc4kO+YPcLpdaX3UHd4hJppKskykno16/dUROkeiiZRQ4BeXpJ196H7BHkhPUCf13Ir4KA2EpCmXz9rCt9IIkjdgJ+NK75rjIXU6dEeJHByTAwEyTn62Ml3xw1vtsokwfrVsc5xWogfhgRnK9OhTKCflJKrkfkXCKPqb9BGanMyNFbxJ7f2Ri1OemQGDRFU4n3ZkQhvoUnll0dOhMoH9EvyXvVmKusRTTI1TFuSUoxZTZnkk44at5Qk6wBnjxbXBHXgun2SJmjh1SbdF37DzxMcC2TJm4F86TxK8nfUw6vv62hKizc0p7GX6qDxBbmu3g5WDmpVQ9q8kfTJhCl00cQTlGiaVeBRRUT58iHH+YZjVCJnrfotoPg65rAKbOC+eQrdNvacle1sCJ6bIXz5Abm744xPx0atrKnZ6OEGSrJkWSmhp4le8NL+wnKHFfDUPVeSyXnayBAsM9L3ibL3r4bTAiQPoZ5mz98ZCaEvw4yqls5m5wAM/swOoUXAzBAzxoMBqToL850h2NsPvc0hzVKT0kK5Bkjv0/gA6n0ftwZrY1ozvseqSfL1EcAZ3U1u0yCUXzzb6nnYTTwm+ynVSShy5mI/GpAV3Pev0G0oiIMrzgaq+pYwdmH1QnT2XFC0knzFBZZfELSUTdIs5LXzzcKPmEt3WH9/oJO/nG7rewGNXA1iAHYkONmA2D6Pb4lr+93l6jA2QUpaoKF0DnwP81yukfjYGZOghdsAjw/wsU3LBRS157A+yxR3UQxmgYLtX5CZeHFDTRvjBF8LUU8PJp0JCsISgRVJTBr0Ku24SnGwooGaWnU3sR/RGafMQ06Mmut56piZTuRekRzFvWZf6AP9rwq8+NTuPO6IDPVfmTP+ZKDOD5qqV2TOjEq0sy+TwzmFAvXGVQ+KttgBDCuQNPdweCSiTwOB4pXi3qKUx3RBrmvRyoC92VXIvbITvM5MPEOOIvcgnCyUGvApqEQx//naWeL8GvOO6SwBAxPrRdwnd4DH2WptcnAkTDVWpR4XG3e0UjR/rgE1cuxHEHvTB9UKEFjeCkPMiIPr+dhq54KOXvTV8+yGELZ6QkPnCMBrynqdKn7yjMZB7gVuuy8I0XpATVTGeiAGqYKkr8MIa3vR9J6LSxR3BMNluj2x6QEMv6twmd0kSxKxTCivPhFJPMtU3buSa9P3HAGs2uWOgUeDW+kPJ5JHSC6/3Pw8kZl9ErWONF1sc3DjPtE+eaY315O+LIp6qv9p/Kmfoe3d9rc0xhRzMKTuC9809bLNGKQZl4jmuOyD72gr7ppPcRlegxBxpsdOxohhoqFPj7pioxcGUZ0MbnNFh/tfxva1DcmsQEQl1MAJVcygfkDu+BeYWN27Y7JBQxe7DVWl+EiXnxX29NIVTyeKUqUsjVnx/20Dx350vkZwHW7Ft9i1UmwDtaJjWca3x2QSRUhrX2mnBnwtFJGuRzD/I7zXUxWsYkAkAf0H/1hNqxWUU6vk3pR+IztPY0sRRGFU9Gj3Dezr43UTFGncINuEBkZ0JvPThm3VAqrLVjT2X6vUHWnN8/PXwwhJZkFUfWpeVL0HlxVu28HzRs6f/jq/8f70McZmSHrfprB2eWHoRM3e1NdUL6jYVm72FpijR8t9Ym34HJeNSIJErPfCQw8Ys4DEciTnTBMubmcFGDLDNqPdjOTyuoHKQp+ocWhFdaumo4V2pgUwvSb52gU9edbFYEKsl6k9sKqQNBrdNjvKHFehnR2myjL/sEoXMZWBHUfl0QdLaWbjpU6P4qd9NUlzcQCruwsBDaOGTBmP4ZZQepOr0ctMaCT79O9RswaTMo14MV+woM+IkbdpWP2lcNJI+EbyqrDgUO2PuNpOS4erfFCqYBU65NMjBBkfWlNVMWpcxHJ/ZW0ZozuyIfwxWgaXLLtSNZiJKkHREydSYw6OCDPxQc2Zuwqpg3V6tBr3BFAis6HKevQxw9MTAvo667aJImCJRBNsel4UUmCl/lZ3BeXDPgWacb3ChbOfNYVRa0CQ6QBiVt6yN2xRgvvklskLglN8tvOaAy6oEG7QFO7x3hCo/BRac+I7WL5Tlklxsxh+xJWHDNxcrcekbo6rj9YHzL/LIuhwXzdnrJfK00cgeSqQem4oaZhGJsxU8jx/3A2E8u1Ft014eHLEiPiYM9jmDQXD4SfmFIrIg50/ss2hCMuRFiV+Zl3zShEo49uPOPgWVu59sa8q8Zm0wFq4KAtBZ7f4Gt3yeX02seulTtrnq+cyn6JWkQhISlNGRf+3DCm2ESes5ftwO/Nx9zDrrM6XT6gTiIE23o9GquZ6JJ1SsAHCXyDqYb2pDI3YigWdVSOEh+vhHu88bCO+aoV8txREAMR8Hx1HYohWK+70GgayY8RW2ry5157wCoEQ0XkNgtybWzHnxhVlnB/XdSl+774/MdKuKRhN6Hz8L8+SsqPP8Sc2GkOwm3lSdSMb/dM7SZq4bJ0b7unVbffahkbXUyqIloISdPmPyFM9/jQZSnl7ck9t4FKbH2jIGatrXflO24mMdv3q9A67hN+TzHfjwwJQIZvjH3GQoQ0wxwECG/PzkSCmE4DaP3tDaIMcY/tIgVGtumudOJqLaXHMwbLdAp0HmxV1Pl87Vde7AEa2oImAXsb0eCb0eF1ovPNCvAtlgaZKcNokYY92iRhj3aJGGPdojwUAEt91ivjzIV2kQKmVBi+4hLyK6DzYrkw2pmMoKwZUW3B8swfYeIJ1XHblFdpyRaSMjmN1j2nGX/3I6RHETXo4c6dfArAGfw4dHC82DYcFES5txqPZEx9+xoOpYoRCj8o6jahfawS4tf9sPzwDEWwhLZjH6pbcckZsDWi/dxh1cVx7zhEPZVhXKb4BsfnCkfMliSTHMAaswC1bvd9XePjc73iO8XPgEO5BJK2A3cmFhK7S7UgiOQHBmPurPryJCcmWd9sh+pizq+TlKUJcUFMuduUlKwk1hjUbsIVzhVie5j47fezY45RRhB7D79O9Rs+qpS5RNQpTsdUBXhSUhX2OQFPfCULPkr2Tt15s59H5T8lEwJd4nV9VojdBT3wwWbAkeQIs6kyp9X6nSnRfYek4eusr/ZQaReBeHSb+yicBHLTaRTxeVhrSykhNHFD6de5L6t2QF53RleszvzUj+mJKk8wJDlxOX4iRFUYAcI87kPhpAG7qC6Qh9SZxBDqk0rV45UyeCYiHc+MWUCHYMLbZCsyBFvtEmKD4EMFVPenhVZrCnfiL0IqKu/BqHozZ1KC0zKIAVMMB+JcNaKgq+660S0BAJ2nJMCJ7juzyBehBAsFCzoQJFqqVCw3kFuv8zRCkcDDkx8nGPmuyvhOo59wt2INwzE/CFYaxvQwYtK+ZFSD6gZeJu3QjVNn3y0i3kSla0VczT9NixiduMpI5S6XTfYV5jHkjcd/Bo1vLU3ZsLI6h8T2htZjkiZ6cxq4GuluZBjZfBvctRsN5wXCz6rhFAYnbCXzuOTVyMASIDUHHDmEuDItBwqG/ruRSYHu42JaXpM50KYV+0WYfbVZgNArUhuDmI+rGyMdkMUEiCDWIlRF1kOJ5mZAjR+wGQwsmPXZZumfze4GxRI9Chjxltsk2RaDQssqKuXgZeY3HaVTIeoL7Maiju85fYhAlRKYADKWuqpb6h9YDjWSUg666NlE+RtvDtWbg+v/0AZ3RGXW6a9lhgLmsBieBuzKKWPL6h3+hcXSXjrXBvWZ+g413SiQByONT9403XDyg5NVOlffTJpYYUyFuNwbpXBIJL9oIPkCf2iVEd6z1jPF4bFbUIxyM5HQ+NkhBVsRFC3SfzvIss7L0utM4lwqweBxaVHkrIkBNY6K/h0L+flI+Bkr6NvG5+PMLq0SiIVR1xeHsoIjNpN5GFCqeldidfMhvWnye9wVv+yQ8BSN4vR1HaPTra40DgXzDfZ2G/KzA1MC9O7qUCx6Z7LcZQCCn6hxaEV1q6alce0LBjXyfG30T8o68zrYrF8VT37nOopL/PwfgOYenDfQjXnFub7hI4dQ3YTTQkfl0QdTXUjbd/o7GmcajwXpYp2QuyVGA4D284x/ST9mdzu+bqtsTCZvNT8UO4q03gvAYA+zkYeK3YQ0LAHvHx/pjUj4dFCJEoSF99fa6ymGIqMhghPU48ewxZhnZEz39C8Mm0U9VTnadOUjuunBSPeSdjCEwTSEqukxv1sQtIHGGSeyW5BSYi0DZl0RBc184kHy0REONNaQf8HDllsU14M32gHOAOoxlBXSTt6HKYI7/RLna9t7BJ+/oYUwzt4bMX8ZlZ5K1s1YiaKLkzDa79U7AClOQ9SxlUP1qSPzEczAJ/ZD6yiE23QDaVtlLvFuIZAxtqi0VjR4C/dG0HaJzXlfGkwvVwAk+ezqe2fkH3cxu6dT58sjB8B+WchQOXWDD5q0WsmzlZQKVPKutsq9pYoS54mje7I0dELvy13rswSR0W4VVMmMOI+n3wAN5Ri8omBq8URfVe6CxMkt0o0mJbYX5ObaIx17iow9lphsBcerkav9iJQju50iB2PqKYVYyI2cC42SojiZqTtlINFEy8OKGmhRLpp5KXTTyWp7jmXhxQ008lSpKGmnkpdNHkjYdgw64WdTzk02KUz+vMNefIUD5FyOBZI+3RaWkR+uKROIOzHrxt5kSCdbDG8Nb/bNfDk9oi5R5dYJVXEfIf3RHo0auluF/sda5xRVkTCjJ9xmojzNWFu3VaqF968Cf8JyVNwLb5mlXN0eNJIoDxVWsorsmM3i7uN5LSTODofenTmXnSTWN+dakhfT7HYbBkxcyXZzQ/EqnZUNK+gUBp+gQes9oDelhQ6AUJgyR7bDmpHAJg2u1TAxLQS9ut6xhzWz4E+HaFjxu3N7xr0ZXtfYHjvmaM1gNg2pXKq9b+gDb8RraqWJ2ReEvMC2UgO+elw2qIp4t/llpaApJuUX2t3qTMaS53708/nceFLnFGccSGkPk3QXQLVM2ui+hrQJz9rKzAiFglD/1rf7h30mSu+WbJA9LFh6lq7yY/wzqt7qWvO5Ec79kNaJE48oqyE82UI+AcQAaFAev8Yr+HAQw+f4BvQ/XElpWa2j0yK2vFgYaZFTK4X1h+0zakw4vyVvTFwOyKd1d2j8GeUCVnthKQs/P+pE9UnVyF4b3bMNgXJkgy/K0MkpH0CdSNRWNE1P1eL3JccwDCp/5ZXrfiKit/9kY2h4tRjjI/LzDYRheTaP2su5I3pvIU6Ey2kUARX8isPUtXZLNjbLDuwVQUSzmvljFRCsJvxtEU9q9obsD9EOzKAV+uXuPjUqGNI+St+MxUMwJkuK8OA9PxjU4qRe0nZqLCj6Hk5PPnrguszPL4PLichdGGErvBka1uQHzl5UzhYDbjai0kjKLv6dDxfLciPmhK3V78NKTK5XCDn97VY1vVdhE4FecfmblWBES2SuXQizjr2PT5ClydaeZrZUNywMP0oSk1u7JZTPbmZ6LlpP4TKrZ8RR4Vwb8XzAT/zJ9mxjVp77eeWKY+DRrErHdFdY0yiP65EBhEAhT1dA1T0u+RTGTIPZ+e03iWj4Xn197jHjrbnHlFihHDWYx32Unitc9fVQ+F59fe3u0p9Yuj0aPyr2V9VTKBIfkI3wvPr7292lPrF0ejR+VeyvqqZQJD8hG+F59fe3u0p9Yuj0aPyr2V9VTKBIfkI3wvPr73GPHW3OPEBfh0nd2jaVVrf6K3N50rgBKa8wQ58M7v1z1+uLG2m7XwvPr75DYdhTOHWdPeW+9Uq2BDAeTMF234NOclRTzX2OF3r+QPB9Xeu7seDK1ruS4P4vonczcbAzH+bnnsNTBF32Q8SaUWNM4DwoeU4uBEkU2AlR7WKcYq3c7sYlVJT76FoCTCGD7goEKoRQo1ZZMX6UntRqNQzc1x3N8tHyd/eqOOZbW9vn8QmZtx7Q/9mpRKJGLH6HP+UoD36Z8Cj3ozMNbD/IvEcoFYxV1MOXIj88u1sOhH7qUairCye8LRgZROkktm+82Dxgb+AcgwzQirecE4fihzFt/dNJkvjrjuAzglE3DcH3iTATacKw27sOVhb0eX9FxCl2mvXryKY2W8SIyYQJ4C407TZamfo6Hvq9gfWPRsfRHZC0wI9ZdaK0RBZcGPg8QUsKr8EL3coFFzlWwV3kwYH4iNH4dYudG7H4LQ8vhxkHmZpbwBbTJmFL6iswXwf8Jc6LLCoacUGFou3aMxgwXm6qBS4rKS8h9F9eQJFR01md03ceHPrA2KY++fLLF1BbFVAIJPYuEg3pxYD/LMymToK9uD842S32tufwc+hqqpbD8GhDxyvPRcFUedxU8drjD7Kzm0q0r0eT03wur1bY6P/W20+VmcO86qy2adMfYmF5IVoKpjbnpqDArhSoy4Ya4JVKcUjx1tzjnieE1vLaXmk6lVnWpXp0DnxjTKSzdhf6p8RGTsn6LUJnAOeCc+xU7J+i1CZwDngnPtiAlNeYIZO0p9YujagJTXmCGTtKfWLo9Gj8q9lfVUygSH5AAljd2jaVVMoEh+QjfC8+vvb3aU+sXRv5W5zzlg1O96Namw8EHAluhioU8k2xDjsSvJHDVx0sEcyz2Uke2Q4fAFR6frCMeaNcj3ANOnSuYmSxrAKjt7AMhWVTQDs+F8Mu/6KeVSnrDcysG1+QBzAYMz2CY7euyHt435Gb7fs8OP9r3Nk/4eiaiRX8nC0EbSpvFnyxgMOGylTd9Dtn9JicsioQC/oi5t9gNU8ZCy245DzVJ+8ZfqWPTqAKYAtPQFqLRgyO//DBrOkvFnskGBRkkkXLliwL64srNX3F6R2WYFN2OOU8D0C0eNaELeXq2beLVh2VMWmfZnwqDT2/sPBu8R8UmOj9Y1N/6ud4bS9yuInM20z+ULFaJid8s9z87DV6AfkmrD8tfGxnV9t9zykfCN+1Tiz+R6GCHCphp6deiUO9ztmeOztPJeXNi82Pg8dTil/KRc7KcELR0I7Nh78WiOSUZ/7RIDWG2XdZmrj4qptjJdENd+me9/iejvNmOyDz0t/IfK2wbHDea1roNZBAYdkPP0jVi5IZTgU85aF20810lj4VSp5I59aQPyJS9hhj0YBgTRCh8Q/qspIXha+fyQ6g/SfHQN/fX2yzEe7yH4kItkAC06frT7dnmY84cuYTGSldndUfcl8/e/LG7LCb0a1nnwIoCwwW79MpJb+1tPEYtSBTwMY9KHoh3rSrdkpEiiX00vkXwXLCUJI7AmZnie6IMzv+UUNAqX8o1AeF3MaPfkHdJhwY2S4imOwF9wEvaUjDVJDLmz6bzdcbmQCRh5MPxG64F6kkTudYWREv4sHe9z5UyOVHToG3xFGEAe0UJcDFxAzi+Jui8++Nk0Eva4493F8dVEdGbyCCmBATAYMoXgaSaHbMbECrOEz7sJ6wj9rZc38uLyQ6lUR0hQJUR/O07q0iXv5DpziN4Tk0afXCTuPP5R17dpNWIAlPmiA/pDGajWHKZ7wPRtDIpjdUNaQ1VbomBzvSlUqnfxJeVdMujhg3wKUGBs+uJ6xfL/oDqUb4/HJI0RLb+G2pQKKro3tP1WvpvV9DhAXgPEZf2abem0EoTc21XGEJw3YlS6L6ln6b8gPaB6hvA/c8YkMJ4sYWzaW37zlYBVvEi9Wi4Iq2FJ6JPlZZcdLB6PpPTrasAp0RKXw2RukEJMdMp1k3T2qZpsd8fnAH83y2/ecrAKdESl8NkbpBCTHTKdZN09qmabHfH5wB/N8tv3nKwCwJnQpIns2nJm+5I5IWoqCgmRlQf7EWzIJhk9DqLS+t8FH8mjMRn5sBHgXAXfdB7bsEynSe9ZSqf7MAQzXgLXnNoQ4xq6DAPJCmx/K+j6dC5LOVCHmU0syZ2UGBwcET1LplPnasDZfE8OfUFMdsasYbIne/CyfX/DXD++HAnW1F62n4oR0WGKrOBNXJmAzTsd8rvqpLG6aKwYHs3UzMqFf+sU+VLT5Qwe/BNwId2ZjnL21qzBt9R16MovIHbc49sOfu+Ktk5n6ivDSGRvPu9EfVWwRWbwVZrcF5y1SWOLi/44zqF9HUhVlcXl8yXZFrdflpGqjMyPuvypBiOPwPw4d/CIf/U4zp6g6358Vv3S1ziXzBz1AzoLmQ4b5ammN5k1V6VpwIq4Bt58OLPOJx+2dNtCnSMhQWXii6YcMitbn1CjIvakHEl4iUGuouyTtG4i/EAA+BP1ElPkZWpsoQ3RVWb6BAQZuIrKFGJZlved/0IosAAg8k/w9cixfPSyplstouHsO1YyiYgK9VHiFJe8R4gDJR6W/542jRi1GzsFMTGrSO/L2kj91e3CK9dzeHjHJ53qmgaWmL3zs1HCyHh8+foMbryWRqgcafBGEjGsJrRXU3gwg23cLaZakz03IQuygfWCTFtnxy6U67XpJVeEQueL7tEcmE+CyM5RD1ILwYTCbe2PXbxdJEUhItVGoRkH4CCSfy6N1gOa8P712iKt9rGyS+tq+trNW/Gw0nrS1/6gulXgDKjQKqRR9WBM3uVjyC6iJl2X7sq9AhoFiq/Ao3d2DQbx1/zAZO5aSPAge2GD3Jze5ZkzbWWYNpZkCkDz9g9oMmkOlJ5PBQOlTDm+J1Qiq5o7XTsUXS7mUMIpkV2CkKyFV6XZ3gNzh6zKr6TiT6kwzWEtJ1GPCBf47ruDaUAC5dwwgmlbel+3G/3cRAOrLldgUNUwRhLujrElXmP5y0S6AbiIeyaJrVHyc+fYkErviM3XJssTripaGnocyfpeuy7RWdazCXcqdJ3J/4WbnHZiHWknY/t3bQV4W3i/CZrQ8ByVdZdTlOeSTtoTsNw9nPjxMLypkIAf8Jm6f543hMmXTPN8aaiBJjplOsm6e1TNNjvj84A/m+W37zlYBToiUvhsjdIISY6ZTrJuntUzTY74/OAP5vlt+85WAU6IlL4bI3SCEmOqa7TQ8Pr2BCD6zpfPYw/1sdTMn51PUL8P4vThX2bNkmbKdX2LSjfVLZLnJqocDHBmaY7ouKOJc0+r1zkCi3w6vhi+LL/ZjjGz76igCGva0RKCDM0RrpxzQHcXWibRCiaEMdJxMxA654b2mbAiyDRUir/uSccTUk/Xy4kvOWEwppCJVFhPGqW4sxaJnfhbyvv1zNWNckmF3CaWmcUeMjj+dg6S8ZXV4vGK2WZW1hsHmyq21jEu/Ps395+iHUUrk3VOgeTH/UoxvRWEVWZp/bSr3QiECM5x91VYCT5uBE9+ZZ+yIYB6apEoY2tj65kG89V9i1vsxdQoCL7v7eK6wY8F3h+BlRrK9r/OYvRHbGUlcuDF8rGP7/tOwZC8NutyW671gUuI0iJRKAa35TbWh2agHD1d5uzZdKSjgiEsVQhCdYO3azFeckfVk9wVWyFo+mA/lb6+eSz34MSlbX7K/fXoYL6NMwvmUqwwiYgZNS+guvtrEwUJfjnn/4iW2/Ma2c8WmCXEgc0R5+kdmWwsbLFTBOLOQY5jr4zjSyr8vSbvalPE6QBjOifYl866HCVjOrttsUGZO2vwJBc1Ti4d170Nu2KXT1Y1/VEbflgD/GU1eBy/gfbaunze/+dKv4gUYvJu3sZ/+iqTT/CS8bXrD30pkEmoIBSDf7GCf8CdLOjsnieUHmkruo9pSJIZBpm20Ns7P5UFyt2cyMwkq9cI6DAgTdSYhOZ0SI9gVpASMODZgcHh4JVKlq9uiaLhA7ND9RsOWo9ThRLsNtr9eETgko9+aHjHDjXVlxWjUUtmozovecwi6BHC+QKHXCZrg/IvqawW3eukHpmkIiVCoCDdFQWO4q0mJUGyoclpdEvTUtQrqTQouUbq8XBi22JCxow1/PiSMOT85VyXiZEiBw8nZTK9LN8BLgOy7tZff7RZitDjGYc8KVzBF29qvNAXd6GkVg/JbGi6IqlDIfy4SLSQUSAUeQ98L/JqopVjvEbMczE7uuUb6iygiL8KqRAOFcTSi3MCvKwm1JkeUeFbIy2Z8LmzYIsCfz0pbEQZ33O8QB23nn6QJG7+YXjUjsv/eOFpVAF2h6Do3zvI0ZYieR9pfkhtm7SjcSHrrmG9ztxiet2BabKIeybLcxkXZtcYqnrd/LRPIyzKO5eV1XoCjbDBRZdWimARd8j8xUU3lho3DD7PaAqEUIuvt+Jp9sj51beN5nkhVaXQHKL8YwkdP8g7MpDF6iLtRKqVgptXn8P6+M9mzBKj4NsM84dVrWR+k5F8mVt837hZ2T4PH1nxq0GLTRW1SXEgms5bkRvTZymUb10A0sSLKNGP/XDDrj4FKm2xQdbI/3eI1Kv0KQrJsjfrqQSWSXQ9okYGRc5dkX4W8El11PV/aPJIOESaSe/FaFXaJV/CBU0wFPrUU9HU3YJVumI9ya5sEcrf/W1v9xGudJ41NxD6HIVJHJ59WzA3tFzpzzLoAxulOaRTem+YiNAEXFMwN/lkCcZLKQitgjCzzMC8+P9L12RtAJLVb6ZTjZet/NQJQbtIJn+18DW9hJ5VlXpxL5lfFSqyZEKIGBOZHpxe2eh4EfW/Z++7y8z7Pa8yhRPhvMCx6eH3HIFM++c2C8Quvixwj7UiorfAe/wiJhyUqSD7MLrHjAC8Jri29SgzJEGdc6HfMECCPuL3qkuit/65vb0vXuMYJF3XnvG84bkiyy1fcSq8e6hIgHo4oJ/nAhG4URQMC7KyfMaEar5KMsWtqHnqt3wxkmDKp046vE4TVltSBAaj35ABre+G64f8khFEzYWlysIPledzq9mKbUTqrDMddhswRG//dHodQ/T7XYeV4r4EQ9gzsc3PgS0WD8GqZTkAWn6IU7n0qvyGgmtUFgF1HD74cIX+zrL+EBRVG4KNi6ZfShkNUqz0uzhpIYZ+NLDDvOlPO6Ng1bIRdohfzJ94C/mzXlVFjoofk4344ZQ1T4dcvHXLFjog8QA8Kn7OFmk+7ME0Lyy9uKcCJhACLaXAfvdXYlEYDyy7LDCdIGbeZVHtQiGV5LEFIgqt4CsZRxWRzZ6/VSin1YAI/EaN90nc0GeSy/5EPquDX46N1xMEpt2bccDUHY/jkx1tqsx8sm3CjLfQnftgfqH+JeNeA/1DmOAJXx0nlJ0AOyOBcP4W84y7cVEAcANwyr0CMOIbYckCG3QCq4hw81Q063vMMPq4h+m7XpyX/lFicfpWm5mBWFNzMmIfN01FlGs2NNHRnVnniak7gX6fCmb7jHz1RMXiGBw4eNa4bpSjMc0egNiCgfRVInHXuB0WVkIWGYRzjMg1cHnWKl1DmyhgIHQJ+OD2q4QZESIJAcaIa2461ScwYWDBNc15h2dkj1i6aNrCBXk4k3A0Ek1+L2mYOainK0AF+pGXDdznEYWD3Bk24S4kJ242WAiR+BEZJal9+UHZ9b3JuoLKz12q/zv9CvIixNpHlaJvg7nNg+GJ6Z+Kr1VUC+L0IdrfuetoPleGZSLgqHyWWb+MI04vPVrw6drdkQaqjb4JLNE+XZNmlm5fnreNVjyjHGtBojXALWPwv0s2rxoOXXPHCjYiHTiOwOdG7Kg6mUjgCb6fsbZBQ0WEIIgms61jjvC1fqyvI4wBdZe28jWnRkseWSLUAfcFB89nrxAOBa2DHgENOJaD6/TMqUx7b/WNn0TLZavWvcPJpdBF8MDfJVT/S0QhpVHvlefi+c7pe/1Ovi+8syz2kMKG7jVdWOfGYQGH9SgRgG4Kysc6a+OYA9FLKM2vNF+OpE4vF+Pa/+eUPEeK8BjH/B8ltZZCrVircMQw7mFgyqZEgJ+q2UzZDuOUmZxxO8JCdObY6rsZx3959x8bImdsWTHK2fGEQLo3zKkZdSrCYBZ1PxeYxw5CLNB3kOoESVixqLpXGFJK3mQGznh2b5YsXnPXhUsYGc2m+iGf4VB1lqPySHe/CP2Rhn2JQVIxInjbHwlrXrGCRXLI1xYq3qsW5Bb7xoujsFv61tFNh91jwqCsWsjrp7wra6koF2K8JZMIrWiQCu+tE3fezuIAeKAaL1adKY5Wq1MX55/ZAXBCaEgu0CmVChLFIS4Y04yDJ8Lgw0yN09bYQxnFfMzlipmVRSkA2jtuNbxNJDHWGq7fYkt7jTZCH9LL9TQVyyKrbV6hGnw67D8pFQslJHWhMi2mi3dzEb0VCAtT+eUhb/GbEHRh7WlZIgLokgp+1IBvbBfhsmrfXfJVbAU60qXWb8uMvDtqtVFxMWBFQLEO+UnEYf+gv9MlZ9kpaB+sSwUc8ko+P04F5UzAoux0rDTMU0FlsgCDw7MGtem6SCmJSTv2rqlB7EJlk7tlIa6vzPk196bocPw1Sy2jIrxFDRp05q58zXHdr7ZxfhOR7p+m7FdtF/TNht+W3504sjHcj8uY7RA3RP3MeuYCU5n4HadCmZojxLPsIvq4YzwzrZDrfhasuHiM1B970j2IOkMmZHOQ/EuQi49N9zPG+uJ7xTP9Asbo7/cKLFv1wKDuCepji2APPNGJuoOEINZqj8loNaIgKU7t2Pb8TslgdgAXAtpkYpqu7+mY0zSgkiRYsEQh1RSlmNy9zOaAmYQ5ij5a5evcCeAacANu/8ybxaMTlkVCAlXTCdeImGp2sgrSsjmE+6KqTOYlv3LWspEduevJZ47zbv0N5GWUizWSYOQ7gQceHAkEw3kBm2VHQ0hwyNygmo8ggYUUY+d+xfrbDTjkMoLD4bhOp51eGsuQarHMJ90VUmcJaV2S/gs7PzhmIGv46MqPMSpMwFovqGirAs29psCWV/qkTNVC0iLdaUFal7UfeiWlSL2iYG3lF0JdCnYOi78vkRr2f9tEX+qj6MER+EPAL2H4kiv6s6Ylf7GGT78qlNjvy/0e6Pt+1yYmdpnHeLs89Qbc0NHR2aS7MgM8W74FDqLrvpbYZxlEyJS+xcyx6eztqgsz8pKL4VYAu5jsINJ6ELAgWAWtx9g3ZRNV2XNUD+3SsgEszdHHnnz6b22RX+4K162HF3M1wnp+cRU4T0G7TMvmzsHmvizj7FLHCslINGJIQn7ZMtGSFrmKr4PLEbLQ6d8giVWcdGf9LGC00zxUhsjvBSzfqmnqn8oj7ek3vlP6tsjaGq4+yYMTuMcTGmEcMt14lCU4VxMUFvWVuO2DnqTOKXYAWupLaQiVtLv2M9lLLCL1M/8IRV9Sm6mED4pB/roWqu8uEslvU1BzdqZHIfQmQhsQ7qpTETE6O57HwiNcOx8tYEhNxEfVLSzq6Uq0Jq5yXZXJ3CmKov7R5JAw24kHy2b3YQMIVSTtXw5YwUrqUu7IBc7aBM2CaL8ZWpw+b6FvRewwtRGyRkCnRG1M29npmxPFDaSVephiND8aOU1ZAD5EsqcIPCVz8/Xo82Nw1NWorXRTogvjeFQC0ZdEMCtf/UV+p3O9xVon/2sljRJlVgq1JZFkPNm43+sS1sARshgnmi3qNML8/+iBNTYqgv89k9G/N1fOmDWM7h8L/z4QB4fRvvNW5qINBEfaWN8FKHZNqlRS5yzgOF8bAzJynJLRP2wJIQHG9VKzq7h9/eecIwD77/o9z24drJE5WjGHnjmlWU91DLK0VOFMIwSp1aIDH1cHAtsaWi0/YFMPAgIGiVOE8jV9f9kMrYYpXJgYg7Lo6tKSYlce8q+I3ADJ/wDFZ2aVEpBo3zTeQQlLpfAC6OCBRPdbzZU9lOaP/uxrgsqnVO4PxXtbNkjyX8rK9unDSq3kvgBdHBD5kIj96Xr5IJrvy1WZ8oQWipMDqtLKGjlSi5e3py8bpVRZktSKUC+67oOMFMBJuXYaDspsXGLfjEJDtVxXDxYM8Euu3s521ovnmcfvVdk+STEjqpYw9QemymX6vOGTra+RBWTaLi02i/gh6b4MZRWAPj/0FMV4brMviT+umXA6d/5VGeWxgGY9ntefjZKrKIrUoVs+FucTTrzO/JRWWwSs/fKtv9XZ9uImwxDZlw9HDrEv1ZNs+Fbmhq3XrCj+UFa8ZBOrgrJXgBjczZP6/8zxrfRcHITXVAGcyVK+5deVbgn0k1DkkBtEeHTb2g/4UPVFuYNI3Ide2yi0yg8hPae8R23SNTMRaAeXj2RoswQsCibCbmVrR7LNrr6GTK7/jrnohWyW6WfpWYjMWNvdybgyqFoBVBSmF8vu3L0jRKvyqt0fPXb25hf5TmlV7qyFIPvOj5rcm3Szchbjn599zPVJWUdUW9ZN3mt3zQYjBDipy8ZrcHM7j72IsOcaczahMNNi7TMTTdFdBVCQfhVnlSczHpBI1Em6i6SXZ9i27lDT6NZjgQM28QFl1hskV2saG0WpmYeOMwUO86frgNpRJyWyKcfy0f1M4K6KzL3/9zTt1BkHvK79jUzWAa2Xv+gPkRVhrYIiPpeVFJul8ALo4IauT7Vc3huG0WVEUNQrZrapl3FBhBP9AfIirDWwREfS8jcGoQWTNfg+kxFWizjDyuOUsKIBn5Wrrz3pSMhcoUfh3Mi6dtK/9VSmRECzKUrzn9iD86JX1CCw4WzoBNxmbENVw9Vepjvw93Mo254Vy3MtWX2Z/Yb54nF4f6WKHUwABLYZRy/IDjg+brOxIqpZRmI4sPJoNOmZ1ktfqIPXaJ4voRJg83GKWE1Aq3Iu+VTA1bYhbyA6bYN6QqFK5norOBbwc9lF91AscbqjBNAShE3fcloKWIkH8lgI304AU44tRWC0RMh3y17jszK1/7Tau8agQOMOk3E+rkCvveKbuC3ruP48aoBTEeqUnxVl05uOo4LoFfPZOxOstofkgvcwQ3zB+johjh/DetkFZWG0rA9yo1LyCkV3sameEU06kmAucohK4AyKkarL8wZ+TLv0EuIg00Q3HV0Ao31Y5h59QfNGXlB0v7KUrjiqKJD7u/a1zg+6it0nPWX/sDN0HQozP+z9EdSy7tiPkIWtrbyrbdXtJ9cnXgwm1llLWpa1qWhkkiSZd+glEMw+Si7YnZUuJ8r3b7tKUo78pW4DYLYCfBMIsteaCX0EfWHQrvz5fHPoJcek56y/9gSrhiDlb3lEUInBO13A9WY2VQkRfYla5dOb6uBzR6kpoa63U/q/44lMr5Mnjk3oELWR2+yS7IkfbbgD8M8S31ppXj9FZRl+nR5Spvq9mYbEyrnVDEOUIjw5AOyqciuB+/mlIifyr6f1PruMbQh6QjNX2nsl+5Sp8k5NYZ+lDdGuTVNOxZyvJwVew3dGVHSvufhP31CPdh1ZG3tQYqfC7Rq/kz33KKNeJNnxn8MpZaCQpU/kymaz2xA5eEKOpkoseB+IFLyw0m2/NMc82CRG7d8xsVKaS9QXojuWQ8ZUcuVshVUd9/CAhoNzSj7tM+TlitCtlArY5AoPuXaJ6SNkRgq1D2HU3FCjGYEab8hlR53Ok4EftDnSSK4YGmpV/JQ2B5zUtN9aeGwYjQwG/la1pBmwp2TpkqY4vKS1gB/2dqpBv6XEDQFMFBC2aiTCpZPlV+WoskQivLs3FBNkKX37rWk9FHVJkpF/8CKr307svXYFpmZArJlj+RSFTv4+Mm2WONO1d+DtUSUSqb+ZiHi6AOSwk4Hdk9HLTEsbUI3IO1wGsR+htylsZEmE9fh9LUkU3EEAAAAAAAAA1Llk+Y3VlXzSk1e8bYKvptjgc+Pn9zjjn8dJCTCZ/RjypiVRogioSJGe6pSC9fpLWEWI1OJMNzrcR02mPdm0sEWqbBQGyD4WBXWUmr9vb34+U9Ga/CBlAFgXDLM0Gvx8p6M11ABprmfeC2UAAAAIiGhORPmqbEcQKnVfHlHTNdpnxtciJjzab+5FOaBgY5V5D33N/tLkzHeA19s4oqKIUq7vLVSKVwQHwZoDNmfyj+W4xDI5J08M2U667gK/5+Ty65enQkWW7ZhgNY97bFczoIRtxqLlwvKGky+XT5S9C2BDENimsF4ND7q5fPVdZf2MTPJYL8EdSaCDm0hFEhCdurgLf0t3CJS15H9nzBeaSu8Twlcn5r+fLem52Y/ZLHpKmX5kgLNaT1fvnh3wkFJ5AcJaN7Bm10m8gAUPCuEA1xORJPMNHgu5FZevwYeOrgbSqY1nY7+Qd1mfqeXjKrURyolbvXtLXGfvuXQIB2S5Ox+zd21GNkljYIvO4Amx4crUorP8AT4a9m6PF7O7W9luw+KKLw+2fK54NzuYRELT7jV9Xp2Es4p14T7uVHkZXO2mu5k06wtr7I4Z7YPIKIyh/y1aRPJTIa+Zz+uteTko4zEKWz6RnAcJjwW1nY8U8Okjis+kML5+9D+0GlYQK+fgfr/kHBsGmZXEI1QLpso1iJhR4KnDG8LV7rEy95kegoQ1Zssk7RB94x7rfH8q11quva+dB3pfRDagJrtRhzaBaLyd/7uTKiKhi9ShnkwCzPi4gsiCQlOzx8JH0+FTdEFQBvq9roky3OHstHkOCUL54xcPi+B6hnbpZYq8yLPbhPJqBfumGO01FU5xWEAe5ilhTC2U8NnCh02GMCIemXSFjp+o1O/yKAN8uopxAyvMfSHRluk5PjFkEjBY3POw7sgih4VwgGuJ9zTWYMsWddMBvzGr5AZO8nYRBvaOzjA9AdirjvACA2J4tXdXF9mTCvc0QZXI512ufpWx3D2DjvuO+dUwVyz5AwAbeaEfQmwuEomJiM3qID1qqxnm53rPbR5ELGjfIBbkcPxHfnxvXXINLnO/xvcyq4p8Jg3ZueuvmaiQW5fbY3O8uW5OfA2KLBpOtIbp+BpcllHn2g1yMMAhn8yEd6wmK0SCxsFHK7AEqrtCV0Yw2E97wfgbML2+6U+JfLajBvEdD4sJ1Pl2sQY/jfW9Mgj3dXOu4+jTzW7tBLx9ffxUzagB91E/BOH18xdES9EHnPHthOAkx1k7lwDk7THrGKB4HNxifz3rtqsZGbVMb5x5fMaYsIXlSe3FLgBwaNCGfwYV+6KW9iwrVl8KOBhP2Z7bB2Z7g8Qp5WlMbcynFiUwAGwwJh4Y7SFPhGFX6jP+DJBvHUJzQSgHmdrFsHrSLxEcRvkNyGGVzXfLVeze+K8uccZHLIYLT66SOTUK6xoIRuGqoD1/haJyLgDDtCPGHPxqtFrPOcPMpULJTDZvSCMnWWVAl0vdgMZMza5SmKtB4iUEDem8WmNXd1TSlc/6yEYUK3HPXfGMj9dFEnOJpRQ2l6YcUoO2hdv1Nk7kDj7OFUmuZIFsXGwStFdufkDP3T+B4tlnO9OypSU+FW5ceHTqwn9NAmtbhTpYiFfuB9J1p5NlAB408hQ85NaOzt4zDno6cyx3K3BbNvOF7ugMSoYljNyqsT+jDWDBykC8aMr2ymJwS1Uiq/02jmmLm6Oi+58aftW5eHEiyHpoIM5JRQ5zt9k2YKJx7Iv6a9nZiYs8zva1tDLhQWDi+VYyDxaLHcrRPQoRYxSeoyOym2YSxmPTo/jmAKPOsA66l3eC9dRUG4YoisTHghnc3EYNWlAV0g5BIQcatOiWNPp93YCyP97m/oDwsGWDcBWBEYZCxEFs4iRnJzcnCecSrkXs2ZwieGUADxKkXgRVPSaHVQmrJvk5RtImfWIYTIAAAATinFWLZbevAPwLi9EG6OX5WiFEqiTrDhGMaTLrSAcYFeDOT2eR7/QIjWGYMrzcj7W9XdQTAQpU/01+B/Ga+xXphbIaeL7vA67A5rV0d4F6bteoKlngkasN7TqpzPb+abtysWkl0Ak67ZVd5ZB4udkwTW7Bns9OhpvB2D115taIxEtAIO54i1D5s2amm7De3bZtgmVpmUjQEpZTPPaOEEsl07ATWCRyopuRXCX0iGQeZQp1sIzfaR/hF6v9DOSczXv3c1smB5GcY72/9gl4ltU0AlLJtybldc/TcSX2Cjnvl5WesYS5v0n2kUjzL23UyMz6xCGLv1ak2MGJe20czToomBKYfHKaCwo3T+38OCAiDNtFZJ0uKziMI0A2tlis2S5Ox7/ovt8p7WcxrVuHTQrzC/3uyAg+9EMe8BDerzwDJHXpagh5XTBWg4X3diT+EJP1gDxpIW9hCJtFrhxutkJdXbhnIoWGCWlztQ+XOaaGacsccKILcxLxGknX5hC2KY9kL1wOfg1tD1J9Wyz7mfF7YIFZfZKhr1XJgjmUKIkc2UY70t35uuCMKd0aWAAKsnz0HOR3+JFLUzfLw0RVbMLSwe+TpTw+W3JudVXJEuCv0beKTKm55fgnsiRB1vvGdFH0MOiielFyj0yYXFlQWlulfdEN0QxBeZRuEe+2QbSnpr59DU1NoCHn5s1kELqfi+tr63j0S3I0JkOjwsW5v26AUcNYyCffY07NcL3D5j8syeSHWUJwggnihAWxosDdpcq57yUjIdG1YPLuVcMU6gOJm9hLHhpfkB4L5vgNv0lG++cP/gyRhXL+wPpMWoL1AEbyy8L6P/FlJ8FUV89qJJH7tZHjlopnz23pW3e7VuEyi0cgVW2oPV0HMoWPyqNEYNFckM4N0fQoRW3lnzNNharCHO9oLfEj31DtmMm3BNXGaV78HhcM+LZgp3z3mXp4wxHrg6s4Dz3cdkctUcJx8wsIpsJzrcrJBgWvzkG/ejObaPvjI7mwKDDFOp7hrmfmqbs54cMOlNpwcCy6J5kLjO5eyD46UvzhBfQ09orb27nxOo8A6lqtsVZvpSA8FGWfO9GQ6y97SlKBCPqhTMaZBJv4hXw3I/WEL5hSmDhr2meXoU0xn5MxJB68FXPjD2/6C77JfhchUyGgCEUEp2wG61JpsxP/VQtj/TmBv9GZG60W4x2nd+LHyQkXUJ0mP+hbuhQquDCr0Ad6H046wc2AXjj+ZBHtJ6SwqiVY6zYR6AB77gehWWGRctIRiHuYrxpnp/ZdPBriEZGwRBB894oBr3nU0MOpJf7Ywdf9SdCdHgxDJDI1sJngwIxDPUA2abq6wnKCl5x1cyfDfUHrsr+FAU6jE//v7u6S8T8je06dqqbED/q9qmNGB0s9ZcialkgLxrZfNtQuYKmYzvXVv1qBne+Yp5colutTs8r94xQ/LIXOMovupltebwK3sz44X1pK7cyZQwpT1PjD1QluNQ/DXefXYKaS7MghYwiSOA27KvIa1WGer+ZojFO8ojWKyV5zZN/p9t8m3wAjkYEYYk1ol4pNuqFaICqWRQAJ8mpW84JWA/RC4fBe84zxAuQAHH2tN9MZ6GI0dol5B0eJOyHxlfCDSzBl5lvszhPKjXFjb8Hwni9RIn7vV5zhxK1UvAu+y6ThPeRUMCHOfBDNecHDMuJPofLYgAJiXQzjSN92zHyEPb3fniNEsGLKPuaMlh96og6zFf9U3DLIknbEAxttXhUv741fPY5qLMBD9ULq9756CViYUfjegiFvSL87x+3iAU+7pWYKfDpciX85L0I3Xw7gS3nH2pes1xxF/9kJf079iEAZEif/NrRRIssK7DiG5qgnTtw9m7JsxdBhlMqE9S2Q0OOAglpjz2+XfHKcxq+bvrXUEviSg14kkpM9mEWd4Pv8o+hJi4uPTY3MpKiL7zHKYJdcjUGiiMIRy7nXpjx9vRs5v1ikBXSBRE4FzCdJWMz/rgdkdPsChLslaxXcH3xCAr2JiUdWmhyNlbf/Ep29bG59HzZJVKrHjhq9jI4IlBRuJ9TMu7but/r7uutau/1q7SnfwI3YVkYMTcoL2KhsfzPfMfJMsdR3eDesfGCwYVsmtRObmlBp2Q6c5vGMMluZwRnbIo2QElmQiwFoqubeo1IUXp86r5FKyXtQlCpCn/HAN0QgT+lATh+h8gOS+2ZnXplK3gAw1A1W0Duo0GzuRYjlt+9tPTI27Q/5qfQ+WxxxpxMuqtxd2hy8siGtRXa5wRRktLGLYmm5FM5zrY22NpQned3vK2zrHXoxs29sta+JSnSgsGAzbMAjWmpN48a67u8zqxfPlyzGy3sydexgrZCM65YM2gVE1nrVIw8Bevh//8iES78ElDUjoUYmaTqefkgXLnpJPeCPAKqA0BUnH9odJi8pQs2ms9/xMnylhxTu0FZoMeOfHRx1q6mtboYzj8AjMMTBKGIbyHp2Mh8pxAkesAHTBvoA0hHPsBnkyoxiwkcvyFZXEoelUWpWfgDXiHtMENpkdbwCX+4BE7cK8C9EMf7jhOpUpsDKW7N79OUTf1licVlwjeJqwjYKbFeEyUHzZJFcElqJwkDYoU9B26o6YdkQoh8HFlVgUKTgF7ebgrmNU1An4FeBSW4VqZe4DUf6uoWO2Xc9/zYPeF2dpdJxceKO0jLru3YRlzLOgkX9IAJZuDyUxp+ICexT2T9ib53WoxhxLQ5oWzUUYAAjPtwnm8M5Ibui21o2gNfx5j+f5cHz8Ze3Rkqyr6TMA+AU4kuG7ZPAR3MJjnQs+xV6EC3MqzCTHVXbRX3OgdV1sc6vnmbEedD9UYRCcAAhE5uFDNlOuqoKeZITanlKG2Nu3KWfTmueRXu8ux1R4mdDbnx7AFUlu7Jdg2ZitgyRlf3+dEMFEtUOLmD2KcWTTStRCQSgTlyX4opLT8cuLYEFnsZWHVXn8GsEzfVEe9o+/OquKCwIBLxxkcgiOfU4x8twicSStA5JwnWjjdLLvyfxWqGfmlsju0NMpSo0sfj7GBC8RfSVbhVF8MV1ZwGZsL9GTl37b33eNOvphcnFFIHtUP5ndwW9iY/r6zaJmar45L8zhJ0QaOCjGActMktI7KDmIeOxcPc4HL/VdqbbKU8lt+zOcNVB7BNn6oiCEijFPNEhlrKQUqcnHGu7X5lwFvReh7EUZAaAdqlZtKTWqs8Y2Qr8lr/XKLVkHeEj5Vnjs5FZyA5Je6rv6L9pRpGAAAmax0O7kQSeTXgBjP0bWajjgaRmpST13ot9xhWaz0GkIDcQ7uNIdRGfNSLwlfkJ3y+KaNgv3cMmCD/2bhL07j7oGlfD+rPEe+mopDVryKe+ZXc9ZHGedNr3h0Nbh3igggvbkLa/ebVSXOsRwDzc322B5hQHqBsAABBI04bXqq+KJoCuwI25hzmMy8BfiU1fP0QSPwLw6DtZPFk6jkaL8QlzflMWnjgKPQg5QPFVRXOT0qiXapUw9wE4C0Nj5ukBSw3ez/JiKowRlXzvUrdU9FOGW4sGj+UHlXgNaALRzVnvGrQXV4Yb/qHbL2DAjymZEf/UdoksANT2XQ4oNyqJqv0Hrrx/qa5bzLdsDAMW0yfacJFpQ0oH56/uizD0a2sObf0BTxBXLWnjvIBGquNUwwEJ1qAzr/gS7QAZ+ZxkCNjw5YnC13rx7VBw/8j/rHdSU/MC5BECgJ1pdmPN5c4bEoUxIB7Jk7nv4LIsRbLE5D3NX6xbMhdtXBQToxz3eYyfn0iOWhzIM2kHfjLaPfGHLQUZO/iDtNCvEwl7zt1gJFf0PrigylKFT7D1s8Qz+iClO9RSF64mOQAChTRgdg8gI8XySCL0Q1ueMyq63tB8swpPifsz8jMwRy48aDpz6WCsBCzhjFq1GRgwNISuATAiWcWE9n5ojKNEZUVGw7DPtp4IsJFwwZjhE7NEKeUe6/fURPvbkdSCFb6r7ZIGlMYVspaD6Ey4VHBXZxIKYmMjnkBEC27EjzV71ZuZLmJNIOl5mv+OUEG2ziRJR2grpTmvpqMPFYJSnQDjnVB93bt8WfkJHOyCbL+uEx2SxJVkCYDjaF5B18ye1kyxeI24DQq0wxMaybf9AyVA2ZUpu8cMkkwwPccr2958v9/Hf/hmHD/CXNNHdzHPmtDo8lur26N7+1MQzJCiWujQLXicBlzecGEwhkgoyoTAM4jC1LKWCcLA3lNhEMFXDSDUS5JpXlCTw3iIBF+I1sQEM6xRb/SIAJTfI3D+ByqGBJiHk8Z4+WDGlqzaIiZpbmOnsuq+SCPojsHiEIarKjBN4uM1RqBB2cN/bbrRMbLz1tPKpqDA0NnIzSN9zYff+3rv0FvlFX4pLOo2b4pqvK+7C2W0SoszA56L9CsCOkLK4tlywYjC/1nrk1kPmPuU5VLrPdMhZ6kpXYkyWuGzjASAJKi1mJ8tdHKh72PCRqFTc/AbOI719X5HvXbYklaCScKM9rjv6tohGFL6hikCZ08Q4aVAOGhQZkQuEP9hUlxAmVUhiX0WW5vLs3bQYBbLd/SV8Fi6yWdxHpQhjnUHSMa6Itekd2C1b4MEuWVhoTaE70j5WeFeQ/i1LeTMwgJ9fUiqk/YPL0oBRGg0Lngj4xSsVjeUo0ibiznmb7MVvvgdbesXp/kU9Pw6pGKnPBuX0CeOd+CYSAIUbqzmTAdJJlKa5PeiKiz7BjjqCPdUEMcvV/EmtKTmjWycmu+DIZghRDofY0lrhdfAYPYqYZJwxDlXmaOi0iCo/vZC8OxgNeYvzToj73JHnTi+Il8YZDozjCp4lfOOJI+a5qu+RCUyaW4ARb9kzWpbmKJvDCgqeFbpqo7stmgK55jQwlRzv/zPMxzO+R92/apmBK8NyL2vWV/tBRRsaAP0CuREArvXBw2eP3S+vcOZnrf6hWAMpLV/4pO6W+t1wNFss6y3vWUruVN7sMWEfgAReTeThhjzkw820TeROdnVqEr5APG3UcxuxwTixVpRgwKcEGcPriMJE2imDjAIzs0I2HATs98hhhEIdTF887kFYH2bOAc21Vo1V9ZHr0ARC+rCpjhxWUmQZ3tIod9gOjrrZeIr6E5iqIaVQsQWsMiYtiJAYlRRg7XDGHIG5scp+dXHZ5LCAKCcZQTCcujFgg0YalTS+JMhPETEX0fJil/k4jPVA/aHUVr43VX7R4bwPRd1QPAhVoLO62kyTI3Qie0eOcfDwsuT2hDWWGqsTvWjqXloUi89ZNOkcITf0EhnArcUyghjJd+dRAdmzqPVCcvchQTsYg39mbV1Xkuj5aacJZnuoa2pstbxBqa7zH4gmzcZwZdEKC0RMB8Vub/iCH+AQzg8vrWZvykluY53IgS736Idv9vMkM1Jjk57Kv7XOH3wALFaDoqLhWI0lmMhMAC9jzhNbgBM95FhgylU1UAU01Uw/iOgwQ6+Ue2euOcB2uXlkPyG+S8NEB4Ywt9nL04LfsohV0KGrr1g3exbEbW/fzp23f1Ujins5O77HZ8yia9+jVyI19rBvcv3nVJzC4LmjYr1p4HXscl6ZCVPna1Or5xMKXJ3FwwtRxUm96h1WaW0mgmIfzcRZyAZc3ctnUTlyBCob0dzXzPJY4SFmvpL9FG4JfgFecpNoJw7bIOYKUxeUc6BOe8xW9UyYGRQQ0xc9O6H0cBHwCi82ctdp9ANHH5hVgKnYIGs7mjXabhiCuqlpm4uJqNVFt4zCZ0q3PKFBkdKPXiZi24pxsmU4mCzHrdd7gM6wbYd3ryoFHRNF+pmipfhtJIsH2JFMOX/4VRf9TDfzkIgSKYcv/wqi/6mG/nIRAkUw5f/hVF/1MN/OQiB+Z8Uhf9UzsMGltOYm+KPEbG0oSo5WVaBiQYtTCOj6RloiA6HW2SHElWDx96zhhqccl1Ytzy3JjIsBuNicz2Km9A6O03b/rGHB6a95L76g1MhmMfbpEbQMIVKTbujEe1lriQt7TfXu+X93gLiK0kOn2od8tRfZWB4dfNYofWva96jXj/MVjVKm4127LDSYd9QLlWcF9OSl6tAoG7CJbzvjWMT8bsJ/ip769J1GBKhLisG8luPbKhPa33RACEqNHeoOr0ic+35Fa3w82ZeFsRY2f8Gm0dM4pE0D0eYvN5rwbWZrLa0YHnZmiiGwLpMNPVuXYQ07LZsBNhHupP5boQhrX2jYBNXNr6c0QKZPcogJTFMRoO2C6DJbtb2fCkR8rkUHWX9SYDT/rD5/KCfu/YnL+VChNgcPjGfnwomBjhG5Q81mQbvb9IfHqwIkFGIjhPdjx3v+k6yW5xy5ODYZHRgXo5AjaAMkDhRC414H78R24PBmsRFwLKFhDhvRa6RDmAV6KgNcFRnWDbDu9eVAo6Jov1M0VL8NpJFg+xIphy//CqL/qYb+chECRTDl/+FUX/Uw385CIG7iJor+Gl449+HGwl/MlVBEFDXQzJFgf8zBoFcHJ7JuWOoz+w9yHibfqcJgB/lWCk1pqeiMrKVa0UCZCPV7nFuoOLoSFp9r2mjijfBv01Y0EW0doL148FkRtVhcPFJKc3LVQIKMnLzkJcOZ4/vWSqzym1/0sZeo/DGwoArYJE51IYwl3UTLDUUlRP4OJwBD7ZFt6RbmYqH5DvIpu/tGK3TkQdyQJQGxc2z7EZ5qGCIZilYFYRPla9D9xOHun6bHUJPPuKlHzTkou/naEA9j8cO0qKbf+0gcmZOxBK38ckh8VoFzY+AtqvyrkotAUTVN0/SPOYSffCLo7OaER0bsF5W38tkUVeRx+3rES+x8dyQQog6Z8i0waiEiPVRuy8yTDKpJXgE0lHjl5LwHCckpH1L3lyBaNehgvWspoWMTFoNw2IRCMdZ0kMiAld5VC7m5K7gFu39RUYmy/wheSY00iWW5qOcFg+udfEuhl5m4AEPtxeopJC3C3XLKdE3bjfulkPMnpnb2Aq5CdHpPPrag9y3HPhdC9M2QA0254eGunpPz/5oktBaWGiQvYmMJSJT4VrNZ+FuNqG5E88NrdbZYSSntsKbtaH8A2gfHZ/a9bXACXdJ+atiZHaH15/33GXYkMp+C72vv0RxXwjQHqXs5Nl0MJ3G4AHML/DDi8BCyvPO2nKmaro4qmkj0OwYTe9moF69+tZArh9fkDXss6CgGLNemgTath9SjmALAmIuhP6nwsUumB9/6akR2eyejyefbzzS85hkzJVQRtKcJOn8uhXy27j0H31i6d3UTdLoqlKEGTRWax918GRpc4AZ1/FEfRbyquGYoHZvXUo0eDFn7aALjsANKWHXRpfNwaPzCBj/cQg+4dfQrKV/SyGPcC1c5rizy2BoQDIaxZaOLNr4IGoaTUnuQfnJzu39w6+hWUf41icz66vvek/o9defwhCRw/qjZrjYBjtxumownLGB2S4q4eqjViS/sFowewaoZS/ecCBMEPjvfq66h1K54H8c8BluSoo8R03ceHJbrB1EQrj/C7bKHFmlYUR2EGAwqOB2rwOLnuh9Zs5jTbNlayjvROrvvqP0PjF8oDJJJUP4bdkLqTOP8tixrEXcHQPkG0WRX7Hu+R5xPw3NEpJPxGUmrh90ITkye2LRJ5f/3ht4tdSUkbvo4gqUL7Qm4Mm/8Ng++5A9WX3I4HPGb4awTBvkDRk40lCxzbCrjPijXg6Mh12Eaty8pdo+hfpx2WiNQqEqz5AbRJGD8L+0CuPvoLB9O6j2lrAAaowK7InIavsfsAaSF53m+GwfIgOMu9aiNh7Feiw2MNw9ANXfezsCtPLM52u7G1xM0FeCDgOSOi/j2AUf54QzbPowLNayFMPH5Ev6nQEgflse2//1snbEuA43bN2oWfs97iutTflO9N1wa/8jhRFmFST0Tkmg0iCWw/4uwRLP/euEVJ6ODKLhkJfx3xw8COxQWAoKhW3DhOoSaKfkS1AlXjl2H38G7bM/x6rthZ21on5oLz09vDW3dSKvb/ecHNJ58NWqcmCEBXcgzjVZTcWziHbRW2l+zIs/gJHTtMvpohNUcWR8tEypsUU/+PSvOGlpUvz1ycMCGQ79QIAaiqYoCXTgdSwzWqxIYF+ba1p5K1pdAVZoxssN5+Iu1fpYrjG7HrQtaK7Dxchc7DbwTZ4UzJMM/HsITYy9E2otWRQie87xAwDxhEXSEX/e+Xt5qgwplMq7eNyZUoyNpU9U9Ki0qOCdv0MN8bFoR5PTu8PAOSSjUirDDd1VnKz63ajbt+pII5sElkBB0xUOlW5QTkSxB0x3bjh3vKmqn9jwJeWn/RMo424rdiNPhoLXDpuLLByUheY32B0Y6e2AtKfD66igHaYAx3UZ/AIejKtv2ne6VJwaPdzth5jkBcbma1k9I3euXHJqrldLjY9MLm2jwQj6QqP5u5YaTnssAAAA0wmsF3pmAbEZqkgA4vyIKaeQdvhhNc5wWIIdIy6WVtW/x1xxFMzG6ThfJQnBNdMQjxOgGY7vdF3SNNWwsuhRJaOLlC077wgk8mvACmWBesSGCiR9c25m6aDYQLA3ri+WudDKzCoThSmNzHOePRdxW8I76FtZXuJ7PhPuf7ymo063IeP68HVyC6BlUMXYvaKhywRkPBJZuMw7IeefEH0amsBpr9PEDPGaZtDw6ep2rIw/FIG+2302VAAHlt/R+yKln2bGANPFtFVpHDirrwvZidqs7L3aW7HxvHTETC4Z8IiRITItmZ7Xir4Ju7NYQAbeKCWYzRStS8MXOPFYbrSIX9536oCKGJFR93fwqxeGRazL5QRzhvRi8ufnp/IQ5/riIDUlXPJTToYMqPM3GGh1rkqd5zto5g7VVepAcEjp4eA+gy/CwWq9v0PDjHzMamIczp3zDHQNfV1Q6S9JNRIQ5DML00zrDTXTq0i/FBQD2SYZTIh8/VwDqgBKiugj+RHaPtFzyQVl+Mif12VlBw0kMbNZvSK+M6Kpd7j3dk6VeFUIyxrG97vT+9J1MhLifGwHO3TuZy3lHl4029SuCf8NFNoMrkecr/rrCcFCUO89UNdpKkjLlwfBoe9e9CX/BPvU2XotBuTTp5rhdrPYlp3jp0KDLQIDxhRipEXPNwFuCk2Dfmh8oUtChmNiYUJHJuSNnp/48AHftvO87XUT/U8F5Nfx7S/sLt2rsVnuXJzhc/0sHOT6s+gHW3hxp5ra5Vh4WjPieTvJM014e2qChVIn7JQ5BBK2EhnFbdW0MTii7kkz/VuR/z+1Md/0UO5iDNGH6zd3sD+315R8EeqpkpNs9NHoJ3ni7Skl0YpsRuJqroRXdKsQsjZSDhpeSyaQByJbd3OJ+M9LGeasEZQ72sQ9lBNRCIrCMIpbFyV4T4I6LafSDvg7Sa7CtqGQAAGJtjh29iKyJugpafFb6U4/+TGrn59BS09FOwCL6Yb0FqPsd7CuXJ1xqXjsZRr/dHsJJ2Q00NucHHBXxvmVnAD+z2B5amU+Dezo28f0nnI3wDzqVel7LDgVZG6qDuV456LEWfl+Xeamj5uR3Czo0dak3ySlwZlq3jKGZRKSNxaQlDRc6yVca8OMCKsVcpTnZyiVlfYtoMT/6g2iQADtMkKW2PrmrMGQIWP37FnRo61J/WrTX6BoAh1IooBFYV6fQav14wCfuuRzShWvqrOBcOfYu+xVf0yyxy5b8ohq5p1dTkR2b4dP2EDxoReCcbW75JrdhJ//MeIKfoXA3pKKVEoCa9U32J4vOyr531VuABtEwLN3TKU9M3B4KcUZfa0gSL++SCXiWVjfiqO1ehqZAp6zQboPv1xUeeJF0VDVwpi6c6DfHJVQP0y5BUWAJ9XOniKkglP47znpNu0CRRmT6dkKIkSUp11luRWRJ5ydg7xQR6IytUbdmG1kp3uFnj5dvdpcenhH2Z/sJbrBrlrKAyj6QLB6ERY7NAWIuI+ETv+BWqgo24APd5KnczMXORMb3glNw0uP8uCFj+DxS+MkLOWpkQcO0/NQ8QJlZdHl1CdHswedycCpOw18bJfosoycf3WYm0nXvXLSuCicyVafKfiJGrsokns85G+AXlCnNV+jurM95UWKuI48anXD/5MasKJCBSk9zs3WcNS8djKNf7o9x1DTkJSCvV1hRIQKUgW3cMpzszsluyESC7PrtdmGsToFqw3m99mIyKXjZoe0YXI8LsQelXkKgB/0AXLfhPgzTBbYC20w+TVlTyMj6R3NU5MVsbJT/lHr0UlFFTD6JtVOWynJmI+qv3GDJ+LhJFnA4+AtqvBIFX/GuXEeegqi3xb6GSTbEKpaOTIdSHn6BnkACN9nRKbfpG4NRFgf+A1C7ewBQYWZU8lj5KjqGVnNlO78kon235+9VpSUO9trK7YE1FWwstRRPJwKNiD4KEg2AnKCaU+41kj+QiWPozanf5z0bR/YS7tpONpFoqs6Aoax6iJsDETclMax+bruHjBMyw9HPC1KEVEbmXMw/LJyJYcK9VCZWAPC7FYMdRtabc8OwmdoPMpwedrkA/mOTZtng0r8HfUnBzCZtNyDkRMNyuEct8dKujFoJNEFrsAKbI1Rb6eY+LMMiktRSdi8lT47VqNlZvV1uDtE1GgC0L1vaVZ210pzQBS5slDieOClP7QMrlEmocla9PbloQEu9fQ2H3tSsge3K99RvsA7nNd3xbpsEXX4DhW74LpIABjPhRNeYKxI66mDZJ3hRVUHP7Ut2jBl67/nQUqGYlReD2Jv+g9B3ER1gasURMf5+5Apivz6PmJ8/W+SQmzFQUfPU8Ea3IRyTIz6amyX2+iNlvcBtIfliP15sxXr2+/GF2F5es63U+MoMaeaQGHMeWdd7QQ7h0uxMyV5wuHmKA0D73Vgu1dqQU9S45b3ftBRnEL+SYtpH/mNYqejREewNBaBliPHlsfYWtl4XM4/fbRH4H3kKHHXG4x+1NmUdmRSE4U/jsLfmV9H8idWnKsD71ygH7GBhulYC4w4ZBnrdJYb/6jezBychVCjRiap9foAJCbSBPIA55PXx65NVIhtWu/tohjDewSnHIFMXBLHiFVDQLk9asQI3zjyDjYKC1jU3wtCIQee/kGyo9SRH0MlF+2kA2JE9EpmCrUpUNxynV6IyAAAh2NDhgB8AASHcaV64OCCLXsejvrDDOZNqG4yV+CQng3MHwnVez8BDcNTghU8LRJtsTo2wd/7+oQzSDlpaHuBR+/HV65SJvop7bvilvA0meqFMeXCoFnKPCNsj9HDsFSmp1IUV39WG5R7DHGjJ3IVqbKj4Vg3vGAbuLlQnIDpwSM6/wdR6COuO6n3YtfSDp4f5DO+u759Pvwx+TMEKEsi0Yfpvij7dYvPmdWqPt5V7DYjB7yRs9KXm8kWDSN7fbl8rUNKRDk1RIYyYkvoJCqe46arzKwstz/ENX0VoO6WQ+02g11TcHfk/P2M/tOJ6VxRkbt7gJq29WJB4GL+et25A2iS42hOXXQmk47yZ7uZmQR3c7NJ30a9+EDwYNj54J6n3jHc8DEBeKKJEZUqdUIby+mzWtKc4RhPLo0X0k9rXcwV+v/ev1X7hcfYh45H3ns+s/IgEZmB+2vfp9gdzIJnMxBFWzOgqdriiROPSn/+oJmYKZt2xDszOdkXt/F4x6HgL3jMbWCT/S8/PqK6tw/qlWZKNptZeo0njxZadQeQJTNEufd5KAdIDkjj2oSbCxWKL0bacnLxZ0AfjvIaq+87iTbPfuhQCLBK9QWTIp39XipqHBCpJNY/5Duo1uP7rU9IDosH7UtuOwOsVNSdvThfX4+VvLkLoUEgbATt8yNaE4BLm/NclvXHdWplcy5giuR87rxq9naZGm8HsVWQ/4W0cQIZsTa+qZ99iZl2/o/7GZJtyccTvQ8EPQ1BkHwgHnNNcVWIrimmwYy1wVdvCzYnGwz2U3YIueGOwdNGiljgCxuKTeB/T4ym3GmN8wxpXvbBCTMj/aVq3HEYklL/rMnCLZsJ2Y+Ozwhf1nT4F1SiBfke+8j59RWZA7HsubcjUrvc2feKW3TvVdjDQr4CTT6prqH7rO2vTq29WH03RXtGyI/NZL8PWyU66nWDIXaL9GQUA5vh+YbPJ9ID9S2r5rGp5X7vli0UH2TAcXSAOYJDd9iXlSNhNdM89Ju4boSaOvfMNxcJl6usTpUUWzcIwJYAv/UHiFFqLqX0FAXzrizddB9GFbVbDoGA0zxESeD+3ZZlo3KGKFTsFw/KhpdJASh2TPlS9wxTtYBcEs1XkJsiqCcFKyQrcqwUSLwEf1GfwArIKj+Q/lzMapmwrcwBdEGQDyzNnEybTseIhfw8PSWMtajGoUgTBpKoIgEYGhfib20Pj+uaNcH2azGGC/96u3y0jqAXVsW1fMD5AAoJwuhuheojXaieDP3SW3sjOjMgFIYvEVf9p/y7TTbSm0DzIQw8CigUYzwWzz+AJBDFMoI3ktbPDBrOT5uNhA2UnJ+ZC5edmjvZQ2uGqkftpOl/kX8GhfF9PS6wkvYrbg+XT3DZJNEJ5c3qf8dRBSPw2bEXq7qy0cdFCZPj/NzTcHf5ycx92gfoOHxOjGub+FiwI1+D80/81+LzwG/ytjGkXp8vrDTWuVOEd0dz0iPYyNMtBheE/wXLuL0o7CRKXttJumw/H0tWim0e2CQZUI3rB41vlS0sCNkKYPNcgUEXpkZ1l4oCt8vVrgDOna8ZIVBbXvu53HTB+UJxhjR7st7ht9wiC2dkwn6vKu1t6U14A2GE9A9pHB0MhkwYmd7Z64RoJ0hDdKFXeZPvI27NeYe/Y8zMbXLTW6SSlPtM6KouS+eXxK2ti8jI4ES/S5uoaZuEgl9dZQYTHkumzR6XyY8hg0oiGl28JWRKToJ7KBSoX1HJ4S1bXNvPcoxUnHf4LI07+GgKXcJpQJTrpZ+xkMSRhG5qNj88Of/HT4kOnvh05ZwbkUTnDfupza/PlP8i87GNn2iZ8e9qz0Y8SzjJKGSCU1YUF0XB9fs5MZDUnmMKqoFvcD3WGjSKR02U6L7WH4kn6pofqZGu+Cx+sY2Bxk7Xh4NIIa1/zEH2w4WiRms9xRDiR7ia0resyACmP6OcELGNFvtvPkahg2R3/kCQfJdNprD3kNlrAKUQ/hazSXGxQ2iFK6YsRlnD1fbXCYsFd82qWwEDBivm68LtsocWIMo1w0rSijVvvSmO9tFPptTtY+ZYAWqdt9pgue2QpIZtV8mjKsKttEusWq/T86Qj9qGKCnfg7prDsidbmEcQ5EwNKGK7FUyrQRCts0Rx59+tBT1QfXHpgOrfoPlxmP8r9uJxS77G25s06qa17/pA700+n0aUIDCoj2w3bzzJo6WRk3/SHDIRzLgVAcbIlEB4eq4wTzVGuADf0Gw68wvoI0RiyS9Yz6DSzvoX66OjzBzb2gvz3yxr3XQTFTa3FG/Y4fK2QaoZi9rywUNwE1QS++nou+liozCNSJl8pdhy78XnPSHIJ5I98PS2bIrWk9r0P1IqRlIvyKAp5RXUx8Cr4Cn+est/KtPZfLJlIJdx9cTo+PAH6cSXH7OSCpNSCQ3o6gVpWP0raJhpzQr6nEfcaL1cyn8SEdVCb+iubCmPs55rIggWwk3G7KtDiglItyeQFHmG0XdC5H0OxokZ7yXbP/SRelPXzexAlTjnq4iaD2YIcUMLXsw2GCAuHIgUTquBwu3p7Mdb0kuoJ0UHZPaZRRXN4EVwY3Tynl6hG9qcS0x+7QW/rquImg9mCHFDC17MNhggLhyIFE6rgcLt6pey9zUN+KA3dp39V6qXsvc1DfodUVUkfgn4hcSBL1qG5KA84Fev1QCnl6hG9qcS0x+7QW/rquImg9mCHFDC17MNhggLhyIFE6rgcLt6ezHW9JLp92jJ+9bqdWyFPUaKjYxAeKSkQLW6l9AA0H363/qy7GBk5YNyVfcv02SNox8d/P2vVr242pVPtmTh/pC/qTLHLYpLbtEK46wW1UklIV0Qf9Lg+f/dkghyE5d1Qp4JJEe5N3WSDIdakjjZr628NUZF2ZHezyggBO03SJJcolYSZaJRjZW11uqXAUDmpgGqsPY9dH/UFXpGLrJYVZL0HIRS4sCX/PcpPsz4QhlHvknSasAXXEVEzcSB49FY8ks+W9SAaYme7aLvnowReLZ4WfJaHu/f8V6SqzD+MvsIh/ZsCZLGmRgq4pIEEgxQbiki5/OrWbMclUQnw0EXiGYuRi31DuyH+iywpb6g4iSFFC//lS84UgfHMIOTWydzE0lOSCgd4jYRi4cYiWSk8fzaCftW3YHO9KVSnBb9r7lVVROVy9w0pby7RQa0qdg68PuEZbnNVO+y7c4J0Eti6vSHB+N5n6RGVAEJGs3fz6VUKNi50t8HhyqYIFJibJmyU/EI2FUA7o2ley6FGjRgKMpdMGMFgBRMFaRKGIYRXWoRZLloF8oAOnZILm/Kv8VOnu7wqJX3QYrmLyuO32FAmkzMCRNY/gVtLo+U2h9HKko04/W+LxxPDoRt/2eBEA8S4gyghtn1XIrHf7BhCUupiEpKLoT0fbv592C7ocaDeCCz3I9eDOLX597VqiHGY4ehhThC86cKTQRtNaKALlXS2HxknkO4E35wCOBMC3KqAUFwY3Tynl6hG9qcS0x+7QW/rquImg9mCHFDC17MNhggLhyIFE6rgcLt6ezHW9JLqCNX4lXYN2lYbw1eIm7vI2bwOyGFr2YbFC8X+JYxbYUKZGxiBKnHPWwRBKxohJDVcDhdvT2Y63pJdQTooOye0yiiubwIrgxunlPL1CN7U4lpj92gt/XVcRNB7MEOKGFr2YbDBAXDkQKJ1XA4Xb09mOt6SXUE6KDsntMoorm8CK4vzBu/Pe/Ghe68o8D7k8dP4u9Del62OrgvJ/kk0jvoAAnxIb16dRlQpc+Msr28ize1QbZbHK9cwxg2oqQB0JHIs54J+mbl08sj9JvVGPCVPwN1aalJAtS7sMWR0gqBHJZCZKYtvYwAAAAAAMRAAABjE0lehGlP3a3y2wV1hdTofU6H1Oh9TipXI/mcatUBjk5t5iz7WLFAHIHoF0jE864AAALcAcdUZlRozF/e0X5PYXEpVAX3Px+tYsPhYe131cxcbXfyhRGXhik4ktyOxPyRUOa9E+yK2AbdVf2myaKKBfrhyB22gNbROhZXLqtSD+aiyvFXcMH/pzXqepBREWKTKjRwKpxqrz82gOY7sMaCZh54z/yOitE8P6x+9yo7Vxn5iuGjVoEUvyWzZMf4vtCA5iwQlwrGa9Ay702J6IIdq6eajo/k6VtykL1tv9pbV75PkbXiESSf2WswQrTrMZSPIBUVkz61EYHAYTgX/pBeDfWbqCR85fqf15bIyseINs1uGoJLYDpWDpPUbGPrSu1tXS1oxq/RpYECsROdjoy0W+gXyDexLhOotXDfjUMJjgYk4wagx5SMpUNwTqWubQwKff/ibMBp4oCy9nWPHmNrXAT2wW9daxi9aVFLkqmoup8AgFwGpBTi44DvUQZms2Y/T+EoKtuSjlvwJs8gbaABl/SmR/6VDhCle19+Qwc0DEJpUpstVk+089JTIs0xen4JpjBlFxz/OqKTtTy9uWif9JKvHbAKb05NYalQN4IyW1eocwAAAAAAAAAAAA)

#### Initialization and Op Package registration

Applications interacting with the QNN API must first create the backend on which to create contexts and graphs. This is
done using [QnnBackend\_create()](https://docs.qualcomm.com/doc/80-63442-50/topic/function_QnnBackend_8h_1a495313092040347c75894f8f2db97f97.html#exhale-function-qnnbackend-8h-1a495313092040347c75894f8f2db97f97).

Native operations supported in the QNN SDK are automatically registered with the backend at the
time of initialization. If an application wants to use custom Op Packages, it must register
them manually using [QnnBackend\_registerOpPackage()](https://docs.qualcomm.com/doc/80-63442-50/topic/function_QnnBackend_8h_1a95dd59ad0b59872f3649f7c363c23441.html#exhale-function-qnnbackend-8h-1a95dd59ad0b59872f3649f7c363c23441).

#### Context and graph composition

QNN graphs live in QNN contexts that provide an execution environment for their operations, as
explained in [QNN API Components](https://docs.qualcomm.com/doc/80-63442-50/topic/api_overview.html#qnn-api-components-figure). An application creates a context
using [QnnContext\_createFromBinary()](https://docs.qualcomm.com/doc/80-63442-50/topic/function_QnnContext_8h_1aa261465dd9bdfe51532a9d33fe4a2fa9.html#exhale-function-qnncontext-8h-1aa261465dd9bdfe51532a9d33fe4a2fa9).
Optionally, it can customize the context using the argument
[QnnContext\_Config\_t](https://docs.qualcomm.com/doc/80-63442-50/topic/structQnnContext__Config__t.html#exhale-struct-structqnncontext-config-t).

The application then creates an empty graph with desired configuration within the context using
[QnnGraph\_create()](https://docs.qualcomm.com/doc/80-63442-50/topic/function_QnnGraph_8h_1acef7b5c50463d8b02bb4abd769ae5ea9.html#exhale-function-qnngraph-8h-1acef7b5c50463d8b02bb4abd769ae5ea9).

It then starts translating the source framework model into the QNN graph by adding nodes and
interconnecting them by adding tensors to the graph. The QNN tensors that connect these nodes are
created using the QNN APIs in [QnnTensor.h](https://docs.qualcomm.com/doc/80-63442-50/topic/api-rst_file_include_QNN_QnnTensor_h.html##file-include-qnn-qnntensor-h).
Tensors that connect nodes within a graph are referred to as *graph tensors*, and can be created
using [QnnTensor\_createGraphTensor()](https://docs.qualcomm.com/doc/80-63442-50/topic/function_QnnTensor_8h_1acf98aa32e9fc9db88e2250f75c7e21ac.html#exhale-function-qnntensor-8h-1acf98aa32e9fc9db88e2250f75c7e21ac).
Tensors that are defined in the scope of a QNN context, and connect different graphs are
referred to as *context tensors*, and can be created using
[QnnTensor\_createContextTensor()](https://docs.qualcomm.com/doc/80-63442-50/topic/function_QnnTensor_8h_1ae4cb118c85d47fcc5f68dbe4f095cfec.html#exhale-function-qnntensor-8h-1ae4cb118c85d47fcc5f68dbe4f095cfec).
Input tensors that represent static data, such as weights and biases, can be created by supplying
data as part of [Qnn\_Tensor\_t](https://docs.qualcomm.com/doc/80-63442-50/topic/structQnn__Tensor__t.html#exhale-struct-structqnn-tensor-t).

QNN tensors can be designated to be of different types based on the purpose that they are used in
an application. Graph input tensors are specified with type QNN\_TENSOR\_TYPE\_APP\_WRITE.
Graph output tensors are specified with type QNN\_TENSOR\_TYPE\_APP\_READ. All other intermediate
tensors in a graph are specified with type QNN\_TENSOR\_TYPE\_NATIVE, and tensors containing static
data are specified with type QNN\_TENSOR\_TYPE\_STATIC. Context tensors that intend to connect
two or more graphs are specified with type QNN\_TENSOR\_TYPE\_APP\_READWRITE.

QNN prescribes rules and imposes certain restrictions in using these types when creating different
types of QNN tensors to safeguard applications from creating them using invalid combinations.
Refer to [QnnTensor.h](https://docs.qualcomm.com/doc/80-63442-50/topic/api-rst_file_include_QNN_QnnTensor_h.html##file-include-qnn-qnntensor-h) for a comprehensive listing of all rules
as applicable to tensor creation.

Note

QNN tensors must be created with a name unique in the context. Duplication is not
permitted and results in undefined behavior.

Nodes are instances of QNN operations. Each node is created with an operation configuration
that defines the type and attributes of the operation this node represents. See
[Qnn\_OpConfig\_t](https://docs.qualcomm.com/doc/80-63442-50/topic/structQnn__OpConfig__t.html#exhale-struct-structqnn-opconfig-t) for more details.
Nodes are added to a graph using
[QnnGraph\_addNode()](https://docs.qualcomm.com/doc/80-63442-50/topic/function_QnnGraph_8h_1a1c6363e459cb7092356572f5af1c952b.html#exhale-function-qnngraph-8h-1a1c6363e459cb7092356572f5af1c952b),
which accepts a user argument for such an op configuration specified by its OpConfig.
Adding nodes to the QNN graph should be done in the node dependency order.

Note

There are no QNN APIs to *remove* nodes and tensors registered with a context or graph.

#### Graph finalization

After all tensors and nodes have been configured and added to the graph the application must
inform QNN that composition is complete and the graph can be finalized by calling
[QnnGraph\_finalize()](https://docs.qualcomm.com/doc/80-63442-50/topic/function_QnnGraph_8h_1addff55c1a315d0141c821f771d622d56.html#exhale-function-qnngraph-8h-1addff55c1a315d0141c821f771d622d56).
This step allows the backend to perform a series of optimizations, such as collapsing
multiple nodes into single nodes, and produce a highly performant and efficient graph.

Note

This step of finalizing a graph is mandatory to allow applications to run inference cycles.

Note

A finalized graph cannot be modified any further; no new nodes or tensors can be
added to the graph after this step.

#### Graph execution

After having successfully created and finalized a graph, the application can now start running
inference on the backend with the graph execution APIs. Graphs can be executed synchronously
using [QnnGraph\_execute()](https://docs.qualcomm.com/doc/80-63442-50/topic/function_QnnGraph_8h_1a3ea05f42a9295f9a74a2e3a0cdd64228.html#exhale-function-qnngraph-8h-1a3ea05f42a9295f9a74a2e3a0cdd64228),
or asynchronously using
[QnnGraph\_executeAsync()](https://docs.qualcomm.com/doc/80-63442-50/topic/function_QnnGraph_8h_1a690b74571029dd9f36e38cd902c86784.html#exhale-function-qnngraph-8h-1a690b74571029dd9f36e38cd902c86784).
The asynchronous version accepts additional arguments to notify the application when
execution completes, along with optional notification parameters.

#### Termination

An application can tear down contexts it has created using
[QnnContext\_free()](https://docs.qualcomm.com/doc/80-63442-50/topic/function_QnnContext_8h_1ada3a582e9ab571599958c60665c7a2c8.html#exhale-function-qnncontext-8h-1ada3a582e9ab571599958c60665c7a2c8),
which in turn destroys any graphs they hold. Subsequently, an application can free a
backend handle with [QnnBackend\_free()](https://docs.qualcomm.com/doc/80-63442-50/topic/function_QnnBackend_8h_1ac50a3953174657f1bc4affb2be9cc3a5.html#exhale-function-qnnbackend-8h-1ac50a3953174657f1bc4affb2be9cc3a5), which invalidates all resources and handles associated to the backend handle during
the course of using contexts and graphs within it.

### Context caching

The QNN framework allows applications to cache composed graphs and contexts in binary form for
future use. Among others, one of the reasons an application may choose to do so is to save on the
time in constructing graphs, thereby reducing network initialization time. A backend may take
advantage of this approach by allowing applications to compose and cache QNN contexts offline on
an x86-based desktop machine, and subsequently loading and executing graphs from the cache at
runtime on the target device.

The diagram [QNN Context Caching Call flow](https://docs.qualcomm.com/doc/80-63442-50/topic/api_overview.html#qnn-context-caching-call-flow-figure)
demonstrates the sequence of calls involved in context caching.

**QNN Context Caching Call flow**

![../_static/resources/ContextCaching.png](data:image/png;base64,UklGRnB6AABXRUJQVlA4IGR6AADQXgKdASpUA4oDPwF6tFUrJyqootRL0WAgCWdu++W8AwYHc7xAzAz5f/tMdN6x24qiM7zUkjXR+OF7/3yP+H6zv7rz6vrJ8wHnR+lzor/VQ9CDy2P3B+H7/PZMt8E/n3+G/u3+A9tvyD9I/xX9y/Iz98fbn8f+f/zf9z/d73wvmr5/8bHnn9V/2f9f6mfzL7i/xv8T+SPs5/pv6t4y/HD/b/yfsC/lv9C/WL2M/fv+V+03fB7R/rP+j/tPYF9ifqH/N/aX9sPRh/zP8V6j/mn91/6X7Nftz9gP85/sf/N9WP97+xflXfdf+x+2fwCfy//Hf+T/PfmN9K39H/8/9J+bHt9/OP9b/8/9h8Bv9A/uv7IdrD90f///zPhe/bj///8L//lwB3VTdhsNhsNhsNhsNhsNhsNhsNhsNhsNhsNhsNhsNhsNhsNhogwZLKP5bFFtDgIOK/QVdWe41CHUJFisqBwL0uwQ3pOwP7Gu4U0kV5Z78Tys4AtocBBxX53cg2Ln9pct8ZTKZTKZTCQzYSNXSU1F9UCk6tCmUWYynP8KiohILzuBL+DHks7vdcPg3mCd6hW/Fbg47YSYsF0gidNX7pAq/KJ90gVZGKZ0rGh8hQqw+Up3Xe5BdXP9K31QM0M255pqslKm2+NWe1sSRUNfc0sqGt35ziXV0ThPLjay/vgQ+ali3Wuu4uMh8pTyfe3CAELWfTZbOWhAI0IShX4udJ9eZlFMI4eMPwfJrREBEdcjc29Mp5at0CD5ymnhq/jQwN/U/J6hxg3V/FI5KAyY0i7lT4itIEvZ6hCEHcSBM8h1+PyzBPjrQB1pLr5yzN5kFq1h7w4v0lv9GO03WB8y2h41GfdaBs/V74IBtha7PJrsrKKyfqsuq01cwMXPoBqrVJPHLR/r/1Rt1/fb5dE9LCFCrGnYTKQqPWPIcb7nqM71sZSWDnEScVcqYBraYumk/aCSjzZEOoJXvpwkt00rY3o5XtJTc/Ds28jXBE+Bq2oH7prLuwmkKYNXH3S0WsgbeDspsyx+WNJNioi8gZpmC6lcSLsFreWaDfqWk7bDNGHkCGK24v/tAiCJmmgDMEERdtTsgQnGVu+USndTfJ0mdlhmz1z6A6az2ZDdO4dFb5sKqdvtsCatorUt1+v1JPJLJHFcin4AQEmqOnojNA1Fl5RrM/3M4hKed0t3FjawSu2hFO1cnzoKe4YDCjHYLV4cvItmpY0K4sCbTX+dAVasFfaMKonKfg2GvF395h9h5EdebDPIv9HOGMWGaGQA/I32GxVs3KsDnP/7b+mDCqFRZKgcPLxLx+uu9qhg2Gw16/GBBNbWYNhsNhjVWPq6+joIORyYwk6ScBv1z4SDoitEQ+2+Wn/UyhwoGxVb4xCO/y1yLxputlVMR7sPTkasxlzipmzTI9zDcbm81VGs2K/jVHOApCW5S+UA1Dn6WbSX4sX0BfdcZj4c6vsGw1+3wuFikJHOYFhag8bkdIQPdf8nubcEIKhReWx+Zj7xsNLEK4IO1W7FS/54fVgYzDP0cf6tV8DZX3+BK5Dr9V3N0XJ1bt4fYkjMuFcltKADDJGFHdoehvTnQFt2ye+GKVuzFOUZCnNc9NJmFYym37ki7BpwOjC/n87FysA6N2MAPQbpwS0Jvmy4ixIxuqR1124RNopMl4TrVle4348yLJU7yD8rbRk+Y9z1pn2s/7fC7OH8/n7YYcSLS5fGjDYNjOaa4zqtwbCc3jyDX7Lf+Ap2lfJH4t0XRcPvn/ks7gLStpgbNlSCFn5QxoC72Y5unVhpizFAQM5vPCXTZVV/tyvonn8d2GLtt5bLY7b4LtEai0UT3KWCrfralesmy+6Es/XSSX5Utas7AGM9d4Mf8I5Fh5x80LltnerKuDwn80nWe4/wqNjf7Q2j9eYl9WzOQSFFi3+ApLMVldX9rtY2s0w65CdnlUyisbYed1U3YOjfP+eQjDaAMCTyqA90a4omNaSg4SZTjciKoJAlJfwo9M2tOsG64IegEGgaMht//NpmT0IC0NuM85mqjWTgDME/OUiNZr/6eUrWdLX8uv1+v1XdQSeyCazbhacPRImhq95Z8LW+cpzQ+FYYK/fE/Gb4uwMTT4qVpnvT7kzHGlYU70kDsc27gZeNQgFlGabqbmruahpVRCL+GFSbxS3A7qpuwdHAJQ2ZYUIVjlVF2FrcndpUAYup5LjYC+CeurltlrPA6D5oFYH8Yi+EKM2DWcH4t7tBR1i8346+Utrf1ThcJ0CBXgxVWUfJZo99F/ghGQXQjqNWSg/nMj9xyO+cv38PH2h4Na8CuiM+WUdLS9G+tq7K3ua6gTccPI78DOEB9TNLXG0wYGza6qozPiQua48kfcfKr4la30K2ntVj6kwZTKZTFOx6NTLSfhUQytGEgaatNvNT7mvkdtodDwBC/PF+nJrEXo+1ghijEbKAdYTCyEEB+Gf0ucJuhvms+FI/Fmdz3hshOuG2TIiG8cmOlda50aK0Gw2GwzT+d2aZO6jANsbcb7b9a0GUX3a4YqTngeyYLv+GDipVdkjdSsFe+cy7/C/6h9xEb2EjjY2RSFcFEE4VXaokE1R/okdB+Yv13VTdhp/WTuoDZC8V0uKTCxhyUaepiqky12RzlV/6jgLIFnhPluFgvTAgegVzCIK956geTYfSrDSSZvr0EHSl8dfvmatIHRMuyqAm++dGa/lpsd4VCnsogDiZAVdD/0z4TM1G+geJyxjPdxD4P4Jzn3U+A7DjVgxJFHw9mh/O1xsn3+wONYYpkUkDJEbUVwbjatE43U6/OOEtnCn3gmPtwGzoKurPcaFn0nGhq6cvUYKZTKZRWLZjrQjvl7wZ3Voaraq5GEx8q1dP4hJlhtd2Xt/mlDXUPnUl4NtTTqofOpLwbiszy9rvJJOwr4axacrbXXYX8AogaWQijY00AcEQrMQ3WjDyTePKJi6X3HrAyXaLiAWrEKZSPU1KvfnfC8iTxrOoxbsrxx2VfplUUae0FWVdL9O7EkzZ+SVXiHUTNhZX4Duqm6f2YwZTKZTKKxY1px0l+iUx2JqKud68KHKzZpke74fBsNhoElNZg3HRdypt2LgRXEUfL+J5WaYZwXd7GHRiYDQ4CDgmeFpYNPdu7nLwxocA/NPh3lUCbiGJKPl/E8rNz+2P786ceB8SBNVFrC6BNLuoylT/BbSVCm3u78Np/Y1Ueg47nr8W7ZqEXDF1sDb1/b9c3qeA7qQ+pMC34NeKP3ldTqYg7pZu+brLVw1daXVUCT17JEmilneKEQlAMOEJ8CebwPyO1KUcHQAsRi1ElRx34SK6+EF2Wgx8sMCfkA3dDQHWV+MAAOj7/wEeQeRm945L8ld3LdgtPaQprC0QhAE/3ssyH08CDDHxRcbaJhawdZrb6mjlqUcSB57TMJo/RmAPrVY1aZDUGaGJglxOtzI2LS5ksA6Wu21yrS5LW9d0xdUD+sPR3SHSa9M2PGqgQiIQKGmRPP42+g/rcSjCvZ40tWFNweJmKasVYewIstadqpQu1pOfusMHkszi4IOg1izpUmJGBmgujytqwyx6I31HCJA3qVgpHjw2+5d75Z9mhzCGLROlGOkOsLNIfpWmANaChZmk29hMbqxmgdILfk3AzK7wxkofOG+IBY5iclYmLQ2ItQlVZYrTJyFXAEX8rvuaNp/8wIxxNErkqgwxl/44uxeaaiOshYYUK/VR7H6xZd7Z9qmOa+kun0GsiHWVWs/XpjasGw1/T+ct7UPFTNUHkPETqw8LbhyWJGDKFZ3acC/qnca7xQCeBas1YSVedGvbjlliqiclzyJXUtuoMA9xZreYPded0PY6U/W6Mah2iyVTVpPqlrT5ahZ0RvF+7PULD35skTOZov/nsRVunRlo/iy+bM2jvgQ+GDv6VSHLVRyZgWl2mqdHJnmrI+lt4UDGcGrPGwjqkGWegqnpfsp1mGovoMZN5ZMc2myJwjermGVp3Ps/vglxOvyqS+IYbHRerlbPe6c6jOsXaVOIVoYWXS4yrT5q1He3Vp5IOIMdsmQ3nCzH2Frn4kPtKPX2LwETuZBo01WF/lBTzjq+pPD+q5MP1fT4TQIVAnlxnIidkC4Vx1Iq9zgo4d/P5e7hYeLWTVE9yBMqhcKTaSuzcOee0Iwky/kq2ERz7QxUdGMnz66n03ULpohA8zxCLeFfYk8ausUCexJQSfzbpgQU6NP79kCUqlUCjyEwQycl1hd/gkn7K/BGw3zBH2BhLpArimJA8h2kWB2/3qgdUJC3pPHCMq/C5YIn4AexJ41dHw/xfTAwtLWlUGvy0RevSoS9yveeB26FytRqfaZ/KzLQbb5DJE9+vDGpQqM4IUHxgeyJE4oEgiKDZX94/s2GMSA08B221SejyW27zPqOAg4r9BV0lPtw52WtqRJkzDjP3cHmIvpwWogsf4nlJ8H/DiXp464/xPKzgC2AESodvtvPxEsTwHEuvlfr9fr9V3iVc9Bx5MF4pK1flB5K16u8tpKMTHM+UymUxTqk/LWq9pnOYA5mCUTdFxBFXtNT1wr49lAhwpgc08AOtVY3mLYKsxPJOBgazW9fWyrEpxy2fOEpZtCYSnpF+OgO6qa6PB6J4Duqies0USO8VhWR0BiN/lanY883/2iDC0U8447YYeT6iz317f9WzLTEhlzPZAVqHn+n+6ZDVZPoD5FbrdDQKW75TLOoGw2YEMLCmKlDDDnCUs2hq/utTbq+v1+q7xI6VM2aZHugdePAqS4pHcNTB02m7IhOvKXJFTVwSY7vEYqkBNQLodTADTEmqo4h3HqZmflKpmZ+hUnjhzuMEhw3DZFgWZixF1AEIpqsd2Icv77wvnKBiCx6EGaj+EqZOAPwJiKrs3y3VtNau982BdDqYAaYk1VHEO0Cm0JfI1Meq55TcaaBQ90bzKiT3lfr9fQF32dmmYzD91Gqe/hpCJUXAjNutRSXfuy8YQaEAHwUfFNy3dU7PfmMxmH7xI6VM2aZHu+C01vkaZwDojeecMdJ4u3ub7ARttETp7FayXb7tIWkBGTylP53ZpmH7xGbTabNuk7s0zGR7vlXYbDYaf1mLcDkFreTFuv/DtuV0MXHl/jZ0cU9JAXEGoQmHze0T5Jr+fSmqzB3dfjm02bdJ3ZpmMj3fD4Nhr9vhi+UymUxTpypJZW8o7jm0FR/Dcv7z7bG8MuqEmWVmzR+8Rm02mzbpO7NMxke75V2Gw2Gn9bXOYgc7qpuwJiLFdXQy6tIFkZ2aYyTqYrti69eZ7wuqm7B0eDBTKZRWNs3TMZjMP3VZO7YRsI6AxDpyM3BGBrhUYM7lwLESBFt1yuhP91okvKYQ/mvQbH9AUunKRCyzHHs06PE3WFGSWgBFVBEIaYj8/qbsQITC/UMD+paCJqWayj35RESK3VSH/GnAMIP6BiOAokAT7Rz28zbYwOEH5+V5I64YKkYlO1xtm1jfmk8KgzVmMxmMj3fEmX8XHm7/9Sgchzka6kYum9xl9FSgwZ/gsSD7r9fqu8RUp7IJaLCgi83ZnZrxhEcJyduI2lOyLoegHqa07HI3PxjWuMJi25T8GwzT6XNbOUMplMplFYsnluFvJUM9S5oBun9mMGUymKdT06WG/rr5qUVOU07pCPayw9/9vpfnsbnWztHUVHFvLybSxPOvUpuwhy6cRPvqLQHdVN0/rRfVl3nApah7E4NUg3D6mQIUhJzbgGajsCvGFHGwaCesn13lqOhf7zI+jpWJ7Ig1SDVj42x3rV0X6HYeA6HRd8vjKGWahUhqJJLIbF/TUGg0GgyET8exndCjkWP3qsXWNVh06swo2+pYLJYBpmMj3fD4NhsNft8MXymUymUVRTYwsjNVI56cwcutKSMleOnkixjih/P5vipqQeOFGecEdKffgasPcDsYX8/n8/bDCTRsGfAH2JPGroQrIwv3rv2kxMKrDu0l7uMALekd5dsLESkPeO12GB8GhQ7KJ5L9Jl8PSou9ncI6Av8+epbCnjq+0EJKTnZc4YjxmHeyOhpP/o1TxNrKQqRfODvprC1rhmXbSRgplMplFY2vwHdVN2BVULGSXkhIHjyftuoJQ/n87FzJ7heU+U/ndmmYzGR7lgaN3cJXWPquiTxO00FqgyU2Mkzkqt81MGnwRSZCvPDUwcti8Vox+BbBqREhxmsQqFG72mc1A5OJptLMJQ/n87FzGDKZTFOx0B3VTdg6PBgplMp0QtdBBQG7nr21JIfy0v/SlTNmj94jNptNm3Sd2aZjMYyTrLcDCBNyK7cXSpmzTMKMKhfsYRx98eQa8jCBlLyitNgcHVGzTMIO5e74XhxX2kBs0zCDvjkzqf5G0iB3VTdhoovaQ0jipmzTMZhVo6Nob91U3YH87GR7t2Gw2GiVqw8g2GvRjxeP7XQ/n8/n84kxgUlMplMphqLYaH4Nhr3+IfBjyDYa8hgymUymG2YkNhsNhsNhsNhsNhsNhsNhsNhsycP5/P6BoKmbNMxwOYzGLAA/v1NgAAAAAIyWABAX1J8MTRmCD+X3UPlZFTnQ2EsSTmiHgjKS26f/QaVKWHC1+dRJggXKdiZ/3EuskBM3Pyh928hk6JukloTTq4b4JjwDfQLtR+rvPMObAK1+ZP3X3rlmLCXnXGmijZfpPk/c6LfjJd2luOXa3+qfjGxHXjxOir3QKuwRdxWBGpKaZsO7MqJjEWqnMLhlk2Kf1NsqfNEB3zzhux/RuQj2TuoGoq98SCkYraH66iT36kL5NBl7Gvpxxh1ZGFc9qLXrIMV3iICHRlxHecYWtjUEqZnRHaHB7paFnAfXokTnF8O4xjZAOPIuFtaOvJT1XW5TL9dEv9LfT9rNkYvQm/84FpnUp7bn4NiD1XrxpZqPktkCJn9R0b1zym48MtsFc8bHAN1YqJpmGs4fstkLfHgN9D2keOHWP0UIQ+Qme09uEH5oPJvm6rRqKBzdWCpOjzXpP97TfH/Jno1N0x1a/EReoJM/nGmIsuyIKJ7ydSIYxVUoKNUrM4iLmrP9ewx7pz9gaPthf4dCHa+RCGRKgryuYOq/AJVURNcP+EK9CpgV5plvCeF2XgjT6WhE/peo9NHg0Y5ZehMaE3ZgzBZUJ2MuHTOXwKNsLyNcINH4np9mK5zsyZ7J5EEP3KsPiCx5yiJ3ti8N4V8jwWCa31zLTvJmXOf7pkn5e6yXXHRjc2B6/DfTAFKIACnEGWHeI3sESejCdtqO08A/9oUkAC9hrmUL4Q2QOR/3SBJOpFKRxfjPT9X9OPHfTNOB8bxTZP1WOhpJvHW7MvJxGVlXLDhl3yIgH/70mYtjdgEQ7qT5SZqkyjTykgb2sGhyN99huTnpChEy9FxnMxmszf+TCDovb8vHNdKOSIwriUnmWNj+ow+r0mkquHWyG8xA9ErKG8j0YoGRn2EnS99qIWF3U4HwVkqpeAIxXRclKxBFqAXT2nNuNdm72tb8G5ZD4kjcF1Tq3zn6eoFxIPtYbTJA0AQ33mtp2cEP88+XY1B5WrELbcCSMJQ1hk4PCb3ziWlKPtcq/qWLr7jnE9cFxKNejnwaLo0I3914aCMX7y6q7bbpjawUPxyRunedkV4jM+GE7Gpp8Kj+CmJPGAqOmcbQyYH4/bjXXzFQoc5iiqjnKuiLoJXwHQ89AYiKTaj0AOb+7MU/u0Kywzr/xR+BJ71oEnDbLZwMoiDNw5K0WAGoJi19NVyL0vDdW/+7HSjmkwFPSUin5rYYSKwwFS9g9IYTbnxJ1s8Sm7v7kYinF+Ed3MQ98jf1xA7mVz9hPJbJxiUv4PzdXUSRy68z/fR2YE+qDvkyJ1LfQRLNfiLXV8F020sAH2pBfVmlmEwH49sQRmvgv7RUDYRSYizjhIZ805D9Pf4R3Q5llAaxzUzTOkhXddM1YXjHEsfC/lFluBlrj8J8EHMMEQyBtleAgn/GO2P2TDHLjXrCR+EckMIQFHkgI99/xYZVk6LwCUTNbLd7+6WVR6r//ZrLaRiYfj7LYomtCPVRveBQPdbNknyMSQ5dcxz+mJ00GNbDGHH7HWTZLoHoPuH0sn0gWjd6Y/B+RDZbmX5JGLQQdMCIUxUDUVjASPGOgZgrheL6cTH/905LAODARKo25Ja5whOCewLkstzMbAMDglRgS0TPvvIDHb9FoGF2WpePURcVeTEHqJvmqo27oeoPMdnpBouFmdNkkmJWlcgBY49Qo5MYYNXSAy6+JYncd8yVSNBap0o7G42RA23/V+Bx8FoE2Sy2FmM2UQN3KS0S3Vd1MJV0+B+jJJDfPDYDeahqtCQx5C26Li75u4cXEtAFA67dGrCwCcFRd9mHaTKhL/iXSujJ6WGOQXFYYPOf6S3JW8xJckBM6u9DmLSh+SRgEJA7oQPV6Wsf4cq3sA8jE3B4G3ksSqXejKwwxmmLonWokZaQbhOGrLKoYhkU46EWPNrVBlJFq3a8G2yc1MRVGf9cPMYBlqMuHB+RaSxtnCv4diVOc2Ku0uBFHDG5yuy4jk2dm4oXLeWuzkLSYhfV+vDzVl2CR6IWIs0uXS1Fgsq+NpurTXjeS6m+AujRt/w71tXiVzbxOquDAt0/rjbgUTeb5kIaxxSC+IjIpuYn1xOCAkFUIljX3udt2iuV8AamLCDpvvNTdOaApwcfD91kjOj1RKRL2dUaKqz/S/sv7UcaCz5X3/EZGZa0P/SEp1yTGRB49AooOIwJkhOCqtll5L/YvTDZ4Pe+LosWnkDVm7BaEPXLPGCQaufMmxTY/ELTeExZJLsvQVeQ43+iFYoHnVA/n0F8sB+t36lkdhWDt7oo5750SXoyzETq7HoW7zQpBDi67a3HvtdWngUDRAkyVRAoU4THbLzzgfwNNLkgMeV5DMjOZJUvEJCX21eTmJoI1Apjd+uhOWcn5b4quszYwlTon880/sgfUFIXYlGn/0R+2uHjBHg6vhEfLQ06HC7OSudLdF7kYVXV+5Hh5N1yeIbliWPmuNX6WJIFr6BRy+9CUu2DyELvwPxa8t6kXHE6CxaRGFwo8OkE/qwzgNsGO/wXKaCzZ5gRJ19sX4COrTw+mRCKGJXRaOvKuCdCoLLRLd9P0H+qnUy0ZXaKRjJm46Qyg0UFiiEVcqL/vTzioKsPcLsiOh5Kf/b4whEvhQOcRLs+dUItrws8yaFfN9N6QvEggAguu0DPPv1jBcYqfSKOH72OFA3R9UGG6YbXU6o/iKuT0NojdtC9oQ0NniMyBVav14wOzoODloDLNyeFN1hiKCoAETp+RkX/dqz0uj1SHhAsLpoVRoWF0drztKcyKhNm4EpzxwzjkLFkYQCskMhGfykdP4AgRXCzZ7pl+GA6CF9BGwzx1iZe7e+1T8lUkLre7KhgXqgrR0w05LE/E61Tvg5cMDBO0WJx1YaxZOVjWuss6htzA28IRdJc9CXgmA5CuOsGw2teCdKjAzqev4lFTmqPOU9gHXdievlmPfMuBnW5jy9ZZZWi6+287qQLCL34GI4VUkmiRIVnvxESnM1LE8yNpIF+kn8arQ3rdouiiKC/u0dEOUoiELwfQtyyzolG3WDyEdlAvdIbB2qf4FR1DYkf6OC4Ruq59TkYynFf7upbC/dqVSk6O9Qs0c0fNr1gAz5wc64p9i+qrtmBjv9y6zB7mwU2gvurT9AylxQmx6QFanMeCvjkCdaQ90m9J6sUq7rAEw+0Ur7ZtzDas0bvArifcP4xTrc5PqyaU+dh2Yw1RJG6Jv8RQJy8dLuKtkjLfhc23C8E/5NHpfeJJoytl2dGaZce43+fi2mgv1bYoQLjvhi+/FT8dvYMe/gMC4YZPbSZDO8o41JbkcXHcQGrnoyzRreMWxPbLTEYld07s22Fpyuz+TQyxAsVuyMcDgQh5Dl+d4mjNP+EAM8NE2IW+/daSx/REi7bZxtfKiYM9QMr7SymRZc8MPwGzLFKQMB/5/4+smBInCP+jCe2A6oiBzI0WqagW++3irrgc18DantSu/ieEuyJgNJv4oh2QYSbLd0far/7cycbJugNlbBAilA3+w87SwzmS2Xrkyyt3/u2sytfahtYbZ9DQFf2V7a6TtI0/E2/3oi0NwcwSve/kKmPvFG0yGpxRxDmP80GxWjUew4YzPNfXa04n80Ga37q5gAZffp2HoMoQMfd0yn+g4sw1/FCgmNpwpRcUj/ad6SCJ/a6GdhAYC6axECWRKlyqVGwQnKkzP4uxjU384xqxuTVQvwwq5G52riqkrsLoEZDI/e2zmozCeZoQtYDmPxJk4xV3E4LaCBWODV4MvPwsMXJuo22LccrZQ/6+dmePoUug78vp71/qzIJStHXRWgDevG2koB/McGSsZg3bhbLhff2BBaEwIAyhOzMWPcEAI+TMSGQD/QWFd3UB/DuYdKWrstzL1ArEaOErxsXRBoWVQfaQobhcnmeP5NXOVlSNQWjk6sS42IzrpwV+bCE01aPlMtnIllPFhY42gaoYY73DuQIR3PstyuH8r3bj3aur7JI6XsuBCfVI+DI1O/j45Wb/K1bScx/jdqsExMGbT894LOuzOCHG/BKaMkeYeW5cYU5xfbwXbtQ4fm9VGJ8TooDTWiJ664QbMvFTeXbDlzeC3o5PzmuDEOg6ImOP0VOz7YHggDg7JXyhDQopNvYqb0KsXuY/Lrt84rVj3f9iSxjYWV/eXgv2C43hVbNOZQkfSUv9fJ/b/rZ9jrZBLYTtMYkXIR935R9JA8Bwbw8tXRdTXNB8K2iix24YwDrNyGkGLnsIFYBtzvRfoqdtmiSlVYhFMTGcvqENHGOiyLA94B8K87kZw0E4pBQqH2oDDnEI2VCYTWVfEIIAfbLA7leyZx2VuVgAsKdvf//syLOdk3wtGGv7UD02TrWYIC/9TP5OvIR5MPoytdeFgl+u8lxISA+zwpNkeI3R6drhJLXK/KzJ2f/fS2lIrCqOe3p198N0P3CtDRfMAOAKsMHGNhVIStFGCQ2nDJpHLm16ptp1Bq9DTJiSMGF9/Lztkeqo8Z7c5nIhN9vjw95sB4Jwd9Rb/e7yqhliwr+gIWiQ2pTbruoBkN8d2wAryj7lTrY7wiamFUf7i088vtdH7/hA26XR8KnB8iE9H+rqnqkKZn5e6uPaC1ml/NFQjXW0ZKe7xteYYvy7BtZC4wO6Y9RTN3OTgKRscKhRO9LZseoqDsFboiD6yEyB16T70Mk/QQgZH8j5c1bHIgG9rJbG7BexZUmtLmHNPU45c4JGD4xshdKNu6bopu5IoSPTz3dg5g3UEPb8HI6R8JEz7qj/DeVpuuB3OXupBEMjo01xYyHM2DFBdfxPUqZ2nB3CbgveyKfjLsCze0HrZIqA28DVhAejtSWsXGEyoxjWO1ST2QiERAjXBLBV1+fFphIZEEQmc2QV1u6NZgwH+cak7UY6BX4zrTk4NvLOd+UaO9kqiZxh5QgAT1H+U4NpJksYHPJ/0R/Oq+QIgNUal5VT2MYhBEtxJ7MrN02fbRFY9UXjmbcdhdOfV7aLx3hFBflKd9FBvBNdS+IXgkl8+ME/yW8xV8AJ83wWRYCAqFVdrAYYUAJg2EJ/siu1k2m9+xezbx2v7Adcw/UTWUN8zutNl2E3XTKVmZlN7ktpX5bQKXhYFMg3+ika/7NnsAdOoY6t2s3iePivCBAksZ7b73Yb9bblr3kViPqvDjzQvTJRBB5KKilohmgx2ArqjkesVcCujndTK3iAmXzAzbFpngpRw0G7V9H58R5NWKu44yxHTss/gT7TTFhAEOLiGTZvGEbZwd7RtsW7HZFbKDajePyjM0Uxv10kRulrrDJj40OJinctXJRLmD1S4AADeddO93lWgORSNZ87zTSFJEbbbWeeQS6Q7Gtyx2aCPEDwt0gFc2vVNtOoPSGbLB7E7nXNcPOOCiMydilel1KJ7yNH8fXpCSVHZjjFlhe0ERUh3Rpjp6jJ44sFx6WXhn97RzeTg6mcRcFMPNRGIYpgyaDDI9ISPyl6XrehKNG+/lRz2+YJ3Dza2HbEVse+rqfZDOchHMkmIeJtZW04NyfRN0XMB593WGvRoozPgiBlOyRL6NvVjcRc3x8qNWhdP0sNqmk19dBwotODsACTotvTCwVVWdCGS+04abctBTT/FUz8ZZnc9g6Cl4Soxaufp82M56+BaLqU9l4vEbcezfdmEbhkHu36V9uuuIBNUIcHqVMbGunLQ4DPujqjd9dGXP5y2Ty70B+8Xz9v/Gy2Q4sNxFZbao2AG2wh/tKqNByot+RzkBgJMCR0AZlW0YyJqjqtTfgJLTK70mfCvGjrq5kqk9+d5gfwtqJqqZsEE0W0UwG9OROaL0MoczueaRyYy4z5CArPVBb9PUMFH8rgm/222ttjDPWrsJ6Leu7sLooo0aiYfh22kjuWXHrWHjNzxaZAk7fE3YQNKqjMEhaMt0t+3Se13j9GCFKTSlHpaLZWbQ+9vgn+EYONymz1BO6SCFwvGDyjMwhYYmg6Y6qViItJK75ZM+/hw5OAcwjar0JrcgvTqetPIL2guIJ2u7Z0LG794U6OOGjXn3o20jjKfpo/zV+UT5qDUVXjnsGA13bOhY3fvCnRxw0a8+9G2kcZT9MVY3HRwdXgKRXZ78IQ/QVFwF5YcA87N2zoWN37wp0cTeWYcTs09+qW2GGFp7lZcfhyWeErM/Vr0FRcIRWf0vlYa/D1BT1tFM/8hfYTl+TQZF/G1CdbeLSg4bPPg4bu/wg48bW07/MfoHNwKu7GZTwLyqTU/3kABHI54z/SuSs72Qr2iO0c0n+04o7DD4Znj0BFIZF/gSTNmkUiJdryCpSvIXFfknREg/ZLgym6Aj3O8LRkZkOKMCe2SK2MeFzYqbDks7uVP1189hWXu7FahATisPCw6QUbVNY3lk05hbmOzBvSD2FZe7sVqEBTwJfvkcnBY0uZINFAOLidmntosynyCxq/iAZXGyHXKUee0yKj7HP3UrEjFeRTTDidmnv1S2wwwtPcrLj8OSzwlZn6tegqLgLyw4B52IHlY3HRwdXgKMDG9fEuGjXn3o20jjKkf4+UQXqFkG3Hl+LJKsP6YnKQyAiFzGLd8NjQfac4Y3UNIkCEVDYIS8CLa61eywieLpcMq6hXvUPR5P1Y5vCiTj0swpvRAUaZC96nh3Gx/egXS+Q1vzJMmit+nXVD6TGi5MvajjsxfOIrvLYdIcs4D0mToQ7kvULCoavWZBRCfhmPmh6ay2dC4+u2XeJBnCMp2eWnj5b4ZmdWYuTuM+sda4TArZmQJ+7oSlKSs7roB0s43jcHwsdrJZcJ1nNY3p7yVzQm6RfloAWi459CHfk2gIUNvYY2xvvgpwFH5tdTgXhDHhNyejeCKY7g54JVBeloSuwdQxhY77gVsg+d8A24980niq1RR+uwY059APa7N+8JnKeRz4T8UTFBf0exgU86/m4o4XZblESXAkJs1nBrRPEc3M8FEqIBIIAopr0ypNL9EXJ5qVVaCasd83ShDoLca0pHB/D6/9PG5H0+OA3E23fVAORFn298hrf39Jlyxso4P+F8urNRpC13UPhIv/4sEdz6y+Lzrxc1qsCrBIdK3ZuzomjA2+bSxYjQFJ6mA3iHW/WDJqCAVv+Y0aZLVpCQ9K5GWdh/Z8YzdCxhtUB3Ngz1minoLPu60/MF1fE6YFUcU5Qmk7ZyTnEFxYp21t+HObrUeyGyBSbS9QQ9bW/a/r9dV8aYMYyNn9IxQhCSmuAv69THG5bY9DvBhidueCAAHu0iq5D5qCSeGdQDXB9dXVAKIydnqkuEl7aeC1wESwUxxDVdvIR4X9fifMKNE6PylFYXOwPawGDWEnocDfPYLh7EMllLtSKtuACjxE+FeNTPy0vXT5ZB3VL5F8BI4fq+FVQkC315CYxOgdeXpyz/t9vthaUAwsGXqD7oYrB4EzC9ifq1GMrphHIfTxgnGps36z9SgsjR2x7vg1GBPLrnPi8OFq8Hq16QM1ZaELlBIEsYzw7yclzvMpcDsdqWxkpSP3mSHLhvt4ETZrfiBOL4qQVH23bFimYMoxXvHIWu6oaNOigbAc8jMxwyqvV2Wy5yIN7qbHsQ+WwYC9Jll84vXoC9l5aSTCiRrbKlt7nFzvIL9v36tEjVLhD5ZtbwfYgZrVzQdpnZOcpPcJGPzUNhjSoJS838VSzMa0Om0Q07J6JPG95/Uv1X5qiuhEUrmWsFMxyVgMUVg1KtMJArRQ0Ki369MWKo7Ypdxgeyf3Z1nMk2mC+B9wK2pPCTOrZfh2132nSFb9oRR2mh4EkW1JpwtAhtqZ4cttGdkJU+e2FFFNQsuMBfh642KZ0FgeSPVzvnRFQ/NZ/D1lbLrsDpgQ0VcOu3UFYsPpY+i2M3M0/jH66aN+ki2f6I2bs1aX823fa06KiynDIa1W75P7S0gRgcmauCu65wDaqQW2d2J1j4joPGLPVOmkocGqr9sm7mAsBya1PgTQNt1bcRxNUdXQTZ02+m9QeYPquCC0fS6rUK/ywruE0Z/pq74KZWiDXQ8/pVk+itEDjIownl7nZl1LLVovtwMsFxSpc/Az5VGOgnq2d3hLyl2qhcwtI0SLRyH1N2TQvfyc6PStshvS4T1atrOpfgnOUl4JP5dMPgnuHmOuaV9V0wouZc8r31yraE4+xebDv2972PmidmLm09quPHVz2H07o+31fZRIKo65n80g9CqF6WAvHusZFKzhAHC8v5j7zrPr51ae6ggetBXzEqI9H13GbUu0ue1hEfNEJ+UdMEWS4RVlSFkznVlL9yQwUAtk5Lkx7cLL/8yionuCAndg9TbMTjyAt5TiS3eU/RbHHUU9sqwCLnLknBUcJ7KyhxfT1nv1jT3Svd1YoutUc2tUcbKUdkCeYG1AW9ghhvnUTZVpjDMdhcbB8h1zqTG/JUlYAVRCPy9yOC+dgoYidJKm82+Mws/bHvBcAygldlrkoadeBPYrzWVprGvgGrs4Nu43642x6nfILbpIn9uYb9HAK6M+Xkd5CTbu9KqvMmxI4Y6lZYDkWomSUhV08AziOZi1BHz6fGdYvfFh8Z06LPYw3NEp3cJiISPS/5N3gHenmR85/dkxrSFbXLMtkXk9iM7kbCtOOmkOAUylACz8QpsFL88p/yoDqYWbWnbR/FZD+8w4gOKIm6AvHXyAHOOPXW3ZwwTpFw2u1CSPJjmCMyITbroZrvz5rMr/rJ1+Alh/Pb38lGHbPgmyKg6BdCpvdgRdZlfbQz6gGOmfAVexsDEQSkjZACvcm7uG3rAXfS7wbmmvNwvbhvN4N9VMZ44yOsPQP1AKa/ZH/XRJkUAP/Egk25ffoxKgGLptjT8GdXjLcP6NojoGrXYrIZTgYSbcvv0YlQNUuxWQynAwk25ffoxKgapdishlOBhJty+/RiVAa9dishlOBhJty+/RiVA1S7FZDKcDCTbl9+jEqApYPQb72rztCU5ayXSYp7clHjyj6eDjNZB9mH8y51eW4DfBUo+VtrKf8KGxcCL/26K3CDvbpgAgD4A0LncKNMwRNqI2OlVIBO5tITYv1YOPzZGFtiMLuagVYQc9ugDJWOej82KHVTyYWTQTxpENrBVI/E5FBW33Ggf4L/pfG/IfwC4Om+n0UfMgTQAz6uScB2A6cPv2hj5A65qIcq56aWXtzH9FDGLQLN4hExLceQ7IdweeN30SMx3Er+LBCkKg7zjFBhNIxBfpNPhQFMuWzBEjUh88X5fWfm2iGDHq5KDyrDxul+RSov6cARrhdhGOk8E2rjU+2n5FPTdXR6JVubL9jpYy2Jo7+zzCbLHNOFVY/rwvcbhU+Y1zumBFWflX9g7kbhVE8camK7urohWUZw7HdipXiGnlgD4XPZ9G0R4iGVDPeCbAKkuYfULY2vS2O7FZDKcCAMiTbGn4M6vGW4f0bRHQapdishlOBhJty+/RiVA1S7FZDKcDCTbmD3uV2OTz4NmkKv8iCQShiQF7axaIOQyXoNaK9xngVC9AZlmOqwcyGzU1hZRW0NMbuLC3SnNQz8gZzRLQsKL7hCztesQlY070xjtJB/LpBAEenfwWUh2omloCgiPR933AtnLwI59K483eJdW7DgmyMnTrjlaK0PV8nXTL4xcgb8sprHgC1sgR0rOCCwmpBElqp+z63pmo73GGi5hHMwy5wloVjUmpZMbzYRbx02jC9ZOGEwAACwAvBSuFMBemOUoQLhmwz7Xnzw/xTIphxiLyCtP350kFL3jYfp2gRocCFblyBM/RIjyiA93dAfxFUbvlxo9d65pdlNPO7IJpPgoi4XwxMIYhUV48mnfuVPnF357RZI2ase9GzP/oB/6hb2Xk7Mf+KowbcPnhS1mjjIJfF67+sEVHBm6FDDi9AsXm8+/4jMt4Gy2NGiNwipTizBn1mmOmJpz/7AncpF7MBJ4AQFdZZsDu+wUJW4JHtUQfC41sRpu0BJ5sWuPq8iazuBNh8+vELtclD5vCBHMIRN0Sfe79cd5s5pf+euYjBHU+3st90T7zRCVEJv2gbHWiyQ6ku8cVyzi50j4X0VfUDmMCsNPYnBdKZwFWtUic7EazUKUvbQsibxlfE5pQK3pDdmuOs6XnIEqmuGQvBTvArykSFmYlty4vMmM3K8m0P2NRiKkgQ1sW38woAAzIzgUOMZvEmyhUg0POpkvPRCS2sRQ8cnElTiwonZ4xAqnfvmYx4jwEMuU2gdlimNajylHObBn3Qgus4VVFwEuUyhISFVfHjNjznenU1Xh0gCHhy5q0iF1LVd9vRC3Zy5qTVSLTJ/wWGs1DUCQ8fqa7iAz6AWk26KRXmkU2+/iq5uW9r0dVDN6rzgvkjpNM1qhlCjkXZyMOwDEuJMzQvyJSR7egq70A6P/aBdCysF1NTHw92eY5MqgDhIRbeNfVQFaB6f/iJeivai+LdOsSVG2HcsiH1XumVPFzd4lBwBm0fjOLw3m8qwd0xEIfrz8FNYlDgYHsvCFRrO86bxo0d+/w+TlaMBzORFXAORqc0rUebhuodl8GJfbZPYr66AfLE1hr0/UESqjfWspmp2kdGmbJWA738st1x67LswgZ/VEPJ8YirtupYc9/GaxHme3iRP4m8EdxIyAZqC+rJ/g7SxtuGrHrT4zQjbzFZgsc0GJa2aXfehpzsVW3ccXqTT1AKRZka7z4fK9V+ffW2rwLHh/qG6Yl8swwbOPQ+p2M36s9QZbzRxCYDxeG5K+QI/l9dLEm8na+kf6KLuJgu9xmg/QYG1CBf8p3l9Cr6a6R0ioJLN1/9b/dw016URARAMnySfyoVZfdCdQM3yaB1TenhnztAk+4qAYvUn1f2MVW6NdmGp+oZeQfeToVInR9CeMcqu7UjtcHlJpYRzs9ANWyKQfZhHTgH4S1+YOptr0k1pHZy5sdfT9UW4U7WQM0dtsyxJEQLXeVnZpGrLGU/BcC1CLYpMCb8BDYp+HTl0fWJuPhr0988FTy/lH97lGrupveaEOXSLMEIpEJcpodGBCXHI2ZC6JXR+4FYhsk2INHKJja6KkcpQnMTi5exjffYlzIFIOPBWHROYA5SYIkeNaZOkPx6aTMpxxKo/Qul15w6+7i3kdjbNN4fl9OhQjn2qP7obkUeMVvCLv5DDuGRU1Pd1laaG5D7i0QWgPi/afVaEmSZjCH2KY9S20nSwCWOIc7t0f7G4cHt0f5J/1QkrVd2g5Y0jFoD5FggKKmW2u0NkKK+HtswXlKZ/jYOHIsTR8h8i0eo9amM73d2kqt190mdpK3mgaLtQ67A3hRs0VNfFJe6ex8W+kCLA+3SD0B1+9Uo6jGlPYJrqkw/YFrZKNQsc6ARahX9zVpyFQqUtMFKSCD3W0+nnOX1d1TPjVV63AP/GqbKVK/5qYzRlorDyLI4u0AskJOthvSGKTk6MReS8ELfiostgN6800tG/AgXv3sU8dEVfYXDfzQLPKrsWsn2Q9Nl3AnOoO/4k+OSfJ/DBrgZKGed3dNtXTRWIkPv6XQPdceovTtVkNqgmB2UbNQG/b+LqB3gPQCE00xVDSPfriwFvWMdJbfwHxrBu+VkfRwKlXIayEfHFAlEVtAVeymieM4XlHJxrOnlAvpYgkSnwCqeXGtgQdWnXt8qWZeO/bSnp+HM84rDmG0mNr+97C6vpyDg196njGZ/8DvfJ5HvyKWsjMXb/aqVZelyTh1EAm+WPQAy4GNBNNJmeb+zWZm7VP+/+DD6vOI3UJwYEe+apjO0T3rig8cYpO0ZdYkq/FsmEBGRDWSG9pctVPwGOtCTZ3HTuu45A8C4gDNaLidq6zkvtUeD4me3vFQB4Z2P8QqnUr8DUFud0th1fNa73vOVNwviNDEVugAyr2Ajav3PRo6y0YwmQGnzIxd+SBpuDrNz2vpR1LyIBAW7RrNoIDLrg5XmFS0lze0Qti1RnrmTrh+vFivM9a+K4EleTTcDl0K3AhM4Jr3MEA0Twxexf3yxTQ3x9FtZ2rlSegNR13/hJfDBMz2HlN++H2sldR9RDs9fEXIOUn0Fqv0/fQxeFd9LM4ENrODFWqgVhkr1pNqy6RwVsfV3F8j/jiA/Wm56csBMTqbIN6801PSxe9RJrzGYr6cDHz0nLYGibmX42xlE0cWDchMgC9YwcnfOgqxs9OMUWWM0yQ7GsvpC9d7FqCLhJ/CO92yrlsMMzwiYeY5a0HNLpQWYtLP0lNnqNKwuooVcC75FWlAiFUJgT4vEWVF43IWOtYecmF0axBW6yRwQWWoFjB0WDdoNxk9NjkgytKmXO1PMyZm2zuenllzUViNrAcy+H0UWPAl9oD4kTb1Q5i070VsKhUC3xEGF+pq7fx0iEJX5zcneJV67x/EHDqMfHAEEvyhJQq93rIHh47Wzda/6QlpoD/EU5LLhOs5rG9PeSuaI/frM9T8JMP5W9IgYtVci/FAbAxzLILbInBqrY0CicBLAv9BXj5Co0EMxCD/c1cCASmkU0CubMUyet1pXnq5uq7QsXwz/AW0bpOQwsvMF7fP8g1tsJ+TdaiSUW/pr7Eowld9zPE1LtUE3mPvnvTqp9U2Bi1N86lvi1hIvLdU0UX47WXpQcghRH7LmBrPxdlBRQgwgkq/pixfVkFyAGVeqKIdg0RcvWqElNXKjHRQ5LBlhF8tgFGX4VbxX1cH9QrPZKEXGg3mOawmDMXQqCFicB9RB+gJEWll8MUcAoyyi8Dz2i/QzGNJ/53oshaHfIU0OqIVkARjBw9B9rYbdBjCckyStcFQYQgFW+duuQxsaDVYpj/VuBkAR4uTlOc02XlIAiNiixI7X/6G5zM06gXt6vupaMbOiFufcPSkFbRoCs+pZz2EtLZuO2e3788MmDBOM4opNRiUZAcyJ+dR90eVkB6zzrBsR9wGYZ0/I2XALuRoGG8FhtqEgL7+paLBeqBhjlfunN6rlA6/5g2btmzzFDmlz1Piuv6ePxjuIImcxPR4AZTtye0tjW5h878Usgkae+Vwf6QavWKQJX/2slsbsF7FlSa0vjKEptYS5Sp2xhkKeyh+YIRzJJiHiaz/J4EMhj7EkvoAYu8S+CWzATaCPEPPAYWmjf2yyPnChZ09CLOq79XvMQ3mhtj9XTTIkYW4Oj/Vx5TSDcGPrNK8JpX/unJ0YuwTCuPi5++CpgcRwYAQgnmUwNAPa9a9NEG2oCoovL5LFgmFj3p1U+nC6dWVEbEIKR6MC+JdtZGSiBDt3hE1qR9Jpjz9gReVrcUAoqmDQvklD8u6Q8nSft9KQAtRzHSFt3Ui+qVaPt5TGWezazBcuu5vzZg3q0iXRz37OE1FaDNcwg45pjym0IMj6k3tODwlvpLy78NSO1hfmSk4aFKDtKo67w4AaoYwrghWHI6wOLbBjiIA7ioBkW9IS6ScRpBrzkr4ijBjj0hIqhcDJ+5fmawGcP6/YnQHiork4je0NGwgw1+oiJuI/S4MmcUXAZS0fCAEvrCr5wu0ZRk86Km3JH9VM57nHesJ3KAUDRZtyXzVOQFYzOuffX1M8YK1TyvbQpCsgwKgu5ARIRLkBMY+XiRHPg4TPcb8U1Z/9zydxVHIifhXtp5juIJFd1m0gNW5bwLH6LuXen0TCqdXfwYg/rh9Fa0bBv/P4xCW9OSmpvSJ8OSHijoHPlI2uYZIJLXbpGU4ueWJtLz21xj7JSpUD20eUasU+DZtQd7gpZOQxdjWB2PE+9KcvhuZC0NwcFBfNAWnnA48xvF4wsBE+Djj0K37Rmf64NIibdW538QrL8cexOIBgRU2Y5rFuRh+OrFlHP8idkTl5NgEmpE2h81XNgB/KMW+8vvZbxkf/LZ+mB9Gb3yeelI+8ha2QrHeWlf+88C86pY7ngJ5gn6xlbse4SX1y/i5YkUENKGZPg9vbtv+41jbHmp7Em/5JLaT8eFI+xasvTbPceM1Tk9uJJjn7uNe8hn9gVQ8LpPMxE9zKQYPPW091lzdRA5tcluplPlxxxPJkKXRq574omykHnaxd6ubMZ8021f1YylO6g00xEZQzq5WAHUg72d47flE8i1XcseRLEVBSS99eFJ+FzzYxqODopAnM/XmQPqxGrK5MN5DxNT3iD7wrm8yr5gDe6sJHTXpA8vFviyPRrfaDXUb7b19/Iq5bvZBBL0+YR3FpO35xXGWqNCoEb2/8ecHyp8lHxIpzL5sSod8sQPAE1ExGG/P17CoK7RXxAbmnbHzJpuWHADTCaJA2iLl3X3VQuHcjoyuf5QQrkZHbhsAlQeb+rE8HYTzfttMbBAN2BoiZJ15zVjt3leKc2r9e4QjgeRnn47U1z3iR+CZqhetjLOvoRhXUty6Vmxw/N0NT7D2IewaxJ1g5rjYmiZJlDZRDtg9Lg56tYBjMorh/wTDsme0aDNyC8tZx9V4Rx6JFt5M2RZDHC6W1szNKXPGhhJkhwCsvrH4oYQfSeioxgrAdamhuacqEWI0pHElGmGtqpmJln9rxbD0HT5HEjxF9sX+9OIgSt7qwaHm76fk46cehgZv/n6BeJoCre9Ljao5aXzCiTfYTd409Q4/A5xVYP0EmW2zUVNZBU5yllU6ys19fyV4euQ8/DwDdbQXjTI0tz8GpAKsOCYcOM5dvTMutc63kMN4gbkp8yWoy0s6QXa7Zr6UZs85BNGklRXHLReTvZL3A/iIttCj9wT7l8pvz+P6h7opULi1Y3HM3oYE9/7nQVIoo1NMYrCpcBLLhL+m5qQ32SDGTs9wWVyQMRgrX1OPiTPbtY3tfSO4gRK7WqrYzYp14nrPWAvUEY1N262PI/jP4LE5qPvGuV5Ds2HuG0Kn9KkjMFdJjBkdBK7nFny7rsFqeo/hMkFRM+QM7lIPXKGoRipx/JCLiJuiD4QgQfcXZP7WG62ZxJMOh1z126Va3CNWUpScoXKlPE5QWcbZvn8yPkqSkdDUr8YLc9W44GCWfkV+6FUyZpsT2QOj6jsvhUi9l4Io5sXX2z+FSKEjcCPvjt5tiaQIiYe5ZAXv7+BUDa7Gdag6yyFks+9OcXB15e3plOkyuZ6Pn56lVtUzogq+1IbpQBvoJfLYa/Q/VcxjYQLX+Wvrp+8tBLKufM8a4XmFUjzovNY3w9K3ckr9tUEKCa4YMyOo5zmZwaP7ljQM4ghVHWUCQkbk2DLTT7XkxRAK+pWHCVLrUByIkVvZorNomJfrdXwJbKuJMp1msFY7xtbeLZng4oAquvsrrHC1CKjEVFqreYO3EijLi5JRXjGHHCpUVP3x0lu75gkz2EPDIrtAl5TIFnDASbwnXZbjiDDPPYEJFozjVww+lD5+fLPRKQ10nKuNb0rN95FvvfHhuih6i3qI94FOfvAgTaFVbZO3PAObBKzG2ogevF3xE4w7r631g+qlStNO/oSKdPCM3SExlLkk/NnQfLX3A6Jd8mQlNhgBH5nXBRSHZJfqKisMM7/Fd1TN5AnvWv5AG4F+kPRXPfaivZI2/8zUzfaIB77Fw+gqBawvaRP0l1ON/Xh5zd0m8zVqSq8ivC1mdxBfypf9O/r6PfvHeIuDs9UqcNieC90pSvUfpXyefx1i92J7jXsITmbj8sNCU+XIJwdd5QxzqHPysiMoMb/5DDBxJkX+FeYOfgCs5zrPnNCnJRE9kfD6OdWqfVianlMdLrZOraw/YgFl+EsRYR+EI8VoAAU/0qhS8/IJ7JIQ6RDPAwXvfIDS8hWfidkZuZhOy30Fghn5dqae4K5Lwhn5dqae4LCWACVUmSHNT7kLdaMZe/f23JCPEJjIyDcjVTJVknM74PrDVTJVknNVBNqTJDmp9yFutGMvfv7bkhHiEwzbFzZ/sIHXvqzbFzZ/sIHXvq6QVItsj6tCEvvY7x9PbSxxDwa0MakpV1oFId7tVfQl/LJJSEQmYRRySnVxCVVVdOhNd5tI5d7FcE27d7458OnjgCWFGF6Ry72LP8XA6PQh1Fx42ba8SufEJVVVxGFZ+k8P+dmx42ba8SucPMGT+yKVWlfjTee3fkQ7/EAamnuCu523Y9XKznu+/R34AwD0E724gGaCPva/RFYkgzsafaE78P3/FHRDDW+5bWBW0y4h+8wIbIPtDIyTdO1wH7FnUC1mrkT+WHvLdD21BwIgkmuDoMc1V6pgVaHY/InICsY0cdcNC3L2o8ZN3PTm/PEc103Na9zkHR7umbVhNYJMF0FKcM/pYoJL7rxdLuY8nY9wXlztiR0o0waWife9DkGp1PDgOG0xhNBfWnMS/wGIUAHpcY8K5BBqc4sbYOo3hIBi3Lm7lAmFWVIYcMPbvkwxu83CojefwTV70DWdrV9xYnM1xBljosRH1bmr/cmMqYnygaIMG7MIz65RuDWczQ+YNHqWmv+7ynDFDbHWoR5q8JqYeSJIgS/1l90zggKkqTL37+25IR4hdL7azUXwzrDucFl4Qz8u1NPcFcl4Qz8u1NPcFdWBLVS+2s1F8M6w7q/MkHmcKC8mJO2Ll9sYB7MT9GJaZUcSNZHjCrWxKfw5o57cSq45lC2Uw92ENjzV4TU0Yy9+/tuSEeIWIyiBpIMvfv7bkhHiF0vtrNRfDOsO50io1JkhzU+5C3WjGXv39tyQjxCgunTzwhn5dqae4K5Lwhn5dqae4KuMjINyNVMlWSczvg+sNVMlWScoNGxc2f7CB176s2xc2f7CB176ukFSLbI+rQhL72O8fT20scQ8GtDGpKVdaBSHe7VWbYubP9hA699QEupMkOan3IW60Yy9+/h2gejZBNHiamsH4AAALc/1RcrXUIHO6DIQMtr5lSFYJ9MfdYVzRvvdgmOj5gMI9yf+sHAN1yE/elL79lrqWVPrDRPP7HVRnDDsmZi6K96HFOqTtL6JGZ1+cp0aYYZxczygHclVCs6ab+4+4BQY+coNLsymam3+CmwibSH2A+fD+rmjndf+X095qpPd0CoZH0ATbwe5qswXGh/UCu6bvfLj94Fy+KcEoqqIeW2+mji6bLw/qg/D5kAOHbyQvu6Bk86N7WUE/mdLQQ4Rb/1Arum73y4/eBct3xiRkejKDY000BX6OzPpM8P6tsO+vQxqyyAa7ugZKsm+w41rpiUgkg7f5Ow/eD69DnR0bfuwdOk8sl7KlnmfR2aFDE2FbvNmbXfBFDKHPc6uGV4XIXHJbNcV6FE92y5vv2OasdaSIGLbylmE3gY3/ZHszKCyvePuEv/tHhUhHz67lYSmJzcSqq20bz22ju8KzFLnLj2e8MhmaDKu/1rddvmr6MCVzeoCNdwTpITA4JnlP9p/Lyowp9JjUWCwJxfx32St71YCrR+9z4z5fox6ISxUHFUgi8nPx5T7m6VBebmTj4pSRl6BlbpgbwtuoCCG/zbo3GJ/L8VKavNIQLdZaD5UJSc89XkimYzE2fzmxNWevhLvZucF5x++N71DkZTMmwZc9Kon9Hep8d2u1UZ9ZTVBIb30uzQJoUQO1AICNVOyKAjZz+XIFbF7rJa60PljupY8AUClq10yg+zlkqYxMbQWrcgzMRjU5Pfws+zoDbj0iKcnfTQ3gburaIZfKbJXtJj78zDt92mo+/BrmAJVGZhn1rwD5Mp5yb9ttb6TqlTWtUo37f8/f9XidYDU3dOQNcj4j/XkkJ/NPXEo0gc1vHE+SGiBanYGLSNwlaop78vXGJoh8svA6sf9ySfcXAIS/TQ9u+PpA/+nxScTS8YkVVQlUe+ykVBpT6nGrEL57wxK8PNERigycGzPMTK3lWEQoyNNv1CuXJk2p4Q6KgnUQo/YVGSiqwPGdiaAfK4USlpzqNS2H6xp+brKE3xiogCrazGs8sWIhpSGgqgxtd1Zf9l+A2KfWFID1j0REpyh30ywYG2fCq0MgBUmQXG13AaihB6IVEfyppX5hdJW4Y0SOtlgHGYjsi7UChWM0/QtxUpe80Y1dB7fXIojP5azVGHkqfLtrdwbTyCfaECxTwrgJdhXDip67ONJL3d3Z785edXGU+Q2/hQLbPLUIsaAi6xplqmfi4JFfZQ4PQDSN9hh+sFDgkWO7YJ5lKwu13lIkO8IAoybbmuyHo1AxcJBhiUI1CDJhAkLoeDSZ2L15xF/0Smk2xcD53EVo+a+OZdpSkngF+R8qt+8+OxAm5LOYDPJrzJMeJX6DIngIktAm7wLIxkv+keN5HygAnmkdiPQ9lCK6Vw7IrYEk0pnl+j8HHzmZr9GvkA1DCdR1Tri/+zaUu6MCT2OkDhZsLtexeQ5JjZjf77iHwc3z9SotUTMijD/FSip3Xs6bH36UB8QAzLwKfpRanppXKMXd1YqERihcAwdOP+lUO035bkHllVvXAB6mS3omDE4XPWj2JSuoWjJc2vwabfNABPHyrejSzm/5X/zR3qCp8l3wnU3JbcwM+e3CMyKiqXtdsRyzrFoC2Fu/zzDW8vGdkmwg+xAvXsCJnv7JIEM688FvhLhk6AC65vrAm5aCWGbSOmwWulNOBozZELQ99yXqReSxZYIdFAPgsz95XuWV6+ZaQ9EoRasWwm88YlwG0ZFNuzINJ+aFJhL1tw44aiggO6H6TbTp+1sDQqAOubcHawdqw7gVPtOmBLGI/Jm8qzcTawGWwVbPrX/2BCLn+6zy6ul0ByK8xwIPV0d1dfbmbtZp6x3Dd/3JlHKm/ksAv9vZJciqhi/11GMWHpTllF0ZzK06yCQEcL9tl1NwiCjVAGDg5VrgNa5boaynQ3YTxswast6wOBgizWABzmJHw8brDFuSqncd3rEy6pvRUbGvcZ0T2ZBXW//fEzDLCjNZAeigF4Tw4jT7E1i3bg/mc1CsVfaTGlp1oRWD8vmO1ymPaSrcvA/DV2f2rxPOGpskWLDfD2LpOkrusnjJEMu2Pk0D4D4U/kK95p0QTiFwaX2iyfGdcUonX0CGoqQoRd441KtfSubhCa5r0wPyew+b4dZNGWHAMZ/2WvjjsaOeg4L0+fnYD/68+HJO9g7Ngj6enr/4Eb9ojmhlivjpRctuIJr6i8XSj6n5l7vX6rTUZhEdIsFAEe4i/fqIjTcFd303Vkh/ktRK5Bf2hhP98IRoLAbnvuIOOr6eDcYCDZxnasW4OiTlhcL/EkMM02BU/L2MFgmkPsaRQWtcCuDPnpzlN+MU2y2SvQiRwbTjdBXBJq++bAVJQ9rARUvpTYR07Xdl8+Pbj46fImFB+9R4FegboO/Rl3WapHtWd7tBLpUOC17e2Qk0eO3ip0WPAdEi+TmCKmc8hNrhhnxxpMlnLET6OpMjj5OhLf2+hcBmdv0+yID5kV/17oJGoyLgcgS4Ex4iV4C/IymqVi7gJZIAp0RVl98DqMdN6mQznagWcN944i1PQglGLAg9RxFqegzn0UvaUTiGRcCy8tyYGkKIaJHh+54HKyxYwZRKAMicio1mH/8vTKHGaKn4UxAMsF89asHkmOyw4i1eM6UdJgcAd0JJ/DqnpuPBStmsDLA00o6TA4A7oST+HV4hwCh+DSyAZ6mW7GphphWBs/31ydCYEqmws7IRvlDI+obMLLHXJ0DWxRxFq8ZOgd3c9fO1+Hhxme4v14lTJKQYc8lB1eWBodA7u56+cI99W6O+9grpDrRqz9869xAlpDTCsDa/zNkOS+Tln/o96Dxb4NnylV2YjTs0ytUKowF3R33sFdIdaNWfvnXuIEtIaYVgbM2On9o43T++5JDZcOmBNR+FSKUwASWOp3VzYdO0apb9LsQLykwED/+TSMRPuvI4OHsDP1wNT9z5EphwqJQXyyq1KRMMWvjr7gRztHOqoMatbSlYede6GkKFm6BkQQk0LBV1XXl9ZNAtC9XENO8vaEhILXFyN7uLk5qAS5S+Q0PVZrk4YAdAi2geH+B/H61heS10vOr6kPWZX26MUgbhSSKUwGG7wgkn30RmFsHYolvvzkwJOYxKiKAOgo3f8J58kUYz5emUOM0VPwpiAZYL561YPJL+VU4WrxnSjpMDgDuhJP4dU9Nx4KVLjbgFV72zIWhUuzOReIoA6Cjd/vUTYOxRMPV3GRp60pIpTAdrY4ZylCyUYz5emUOM0VPwpiAZYL561YPJMAPDZ8pVtcfeFazvq15YGmlHSYG/+wQhkx/BXsYXeDNbcAqve2ZC0Kln1g7AywNNKOkwOAO6Ek/hx+C0qtwYR6L9eJdTDTCsDZ/lAXdVtjBxWmI9Nb28rF9bywMANwFRE+XtumKSKkAU6Il9C73gnMYlRFAHQUbv98B+DsUS335yYEnMYlRFAHQUbv98B+DsUS335yYEnMYlRFAHQUbv+D0XDZ8pVkuinjnFHEWrxnSjpMDf+0xiVET5g/BBJaw//l6ZQ4zRU+/TLSVET5g/BBJaw//l6ZQ4zRU+/TLSVET5g/BBJaw//l6ZQ4zRU/D39soKp3uLFYnd9nbN5nSXKcN5yTXqty8FUlC5qQfcwqxpWNBEhZjjixDM/oHZdxFGywkfKMt0OS5tZ7QY4d326yaBOIoth8kCSI+ldzc0vIBfEeuZAExdTiPsehpcDd765S6IXmhUHBN1pKWdRZCbF6DluR6TSFDUxOsKPhpxWpyT4A40xbZ0DJi6sVq4JLqbXtDfgtJJhASl5/bmHYdolXH1bLoWodxiOPmkSSn1HVUW3r6Yb+4C6ksAEqx/vzxnB11kLZjPq8zoo/DoxhUUEStAA2iBBrwruY9vm8j9F4nO30Q/cE2QWHQEulHccQ6jN/wOvRSFTjh50jwLl0IEduNw/nIOMiH36ihKzmIK/380xHOOONIa1gGJHF8dC92udy0NUSgugjgpsWzzFxo/rEVX95hio1VHrKJCrE9BYaePCuh8iIrez+jqw6jscKG4tr4kNVPRv2dTsLKaAFQyM29B+eiHbGQwe1oCgLRnJ0y9eMTTXpK17fWr15l7u1R3v84aF08J+CjxMUSWoadHp5aPBdZgyO8n+yLHwc9IVt80mX+1jf9gaRsE4zlpWwMQEj1/jAhdJyP5BQumRSoDLLhk5p3ZY5zpOa/nKUpSNY3qa8mwNJnHWlvD6iE/OWMTDFe99lPIRz6kr8IwgsRV4//AHkIv8gEZ/OSXVlCsx6nnas2z0anYbtz0bscuYQXODCsH3jt4fYZNY8gAvtX+kSMwnomXBiUvfXj9+t1hbIQ3Q1YTqPZg6N5kx8LB6jYVv875P6t6Xl/QTcanMMmHpQzREG+WHnrZdAXD3Gg7f1TmiRbl/vSeEvdtRfrvlNfFyLFkHM/+9YiEmUkeJGinZQ4C3zYT2bYZq/XEZP5spe8rC1azmmBwrKi+pfSuqa1/PpZ/7awUnsAZMz/F4Kfx/Ug7+z91etSI0xr8hrwq0PX8+2z2m8ds3qDWc75CIROBcF0m8ZGvPHO9kYR1+uDg9PLJH3tNyw4uRLOGrSKg/2pNdHczXMbNScu+UkeTUyei2HH75p4bnzVX+5vYCeUDzafgV9sj52TJ1HroNOLAS0umyf8cgIpASzWUVADrJJoYN2RjrRTx/pK0LjQ9FIGHd8TBHa80yNZcEkTO3R5lVL0HQ4GNkr/4BOuPVhjBAFKmgIMy9lLCcqVKgjqfqw8IPwHDK6GFz4fWff1yPOXGxxuZFLpTnZEwAQIsTG1ziPvf2mZc5HmA4oSti9xzex2jPY/PynPgVhSfMG08oV32b871v/3n5cRvP2tK4lBhixbYE4gGYIz7pZT5sv0KkJvvmSxVfVmqh0eUmS5H8JWq3cJoCR/EOU4kkG2aHXL1epmSsQfNwobWiqL3vXBghdKc+8w+s/OlWMYjkgpxmUG4gxMSwCikZ4ozpQFu33DSzgyG1n4jVD4ABdGu1AANNwlYmi7Werak2m9YMqrPyyIyNF1/dgzVO03w1wq79R+05aBx8lhgAg6b1VCb3Pnh8hATVJqc6ikOz5TnMKtYUUsfPLBhn2JqGGwPL7+PBhVsbrrIynfXC8KLiI347y6PORwxZ/tK4Gdgk8rLn4ZFTSK2B6qTR1OmYP/a/gibOiyZfe8QPVO1LcCE9yYOsLgcQjN6xHPZA9Whja7IERIswCzbeQKojI1IOwQD63IYnx6+2x2ERR0h1cun6rUc40xr8u652ypTMgzb/cMzQLstupp0sszkIcas1VTfr/Ku0VekiZ40s1YM5h9HgK7L4rY0pnU/iSSCKjuLG65Lcdlj7oPpgdAIGMBTuvOCLu0DGNI0AN5VOvYeGiT+f3TXv2lNGR+iYy8xbGasG+IXhCW91CIawg6nRhXxt/4DexBbsHRJwXO328T1nZm89QWBp1sFVWoTdoIg4QUd3ykXtF/vk997XwEZhmsxvj/dDpDwjkD4OZH1fHxshj+9nc0cKsWjyywRHuDFP4DQUY4PL0L5vW5izAnMhWlBv8u4/TOSrNeme+CRQBjRDmwezcjPdRFGgr7YW0bW/2P5Vio4PpFwAGi6/G8MSF7dse+O6M5u86YwB6Ofn65ku2i7eDyhkZ7heXWSSYlx5EvUjTtU1ESaJdAkn0/0Xb7BpJdNJJMNQjZ4gYmW0YHU7TuVW+awPTzRaX4bpUXk4jWX62nPP34TSCNZu9tw5O0IvdkXvuqExq/id5x5Tj6+fpgJI+CKEiKL0vad6XgPiZcRrKvnNLeDEHWmLtQGXefl48kiV+De4wCnSCuyM4Sj2H0SK+rI4+EJX41KxkEPTntonCGHDlSD1jtnK6JHlRaUojSetNECctEnqSQjAtETn1OfFiDXwv4e8R7WMZP1HLI9iHU7BCFQO5gS2toR1TgApy3lRuKKaWMdoLce0XEDFZWDsGgf3Hf6+CgJlaWYVqLx0QkOW+CLdy1Qm1xyaRJVUDwDZJxAc6aYneW9AiGEMDHRJTBrCM3lShjq5wv8PkMX+cNmqgL780oAkfCk+MXSHTArUsre6pVvMdgewZ9xKOL660yIe8m7QfbBk58HqSuvS9tyBqQQaj44u0kY1w1hhlevcsOkyWQ1FJVRH6qKfq+KWRlxOhyWyIp3HdqsRT/xNJ4vhC6PWYh1vSHeQg8aOvZwHUmrRN2rBagXg3sni/SpYCvCGydhKBcjSXAQcRCJv5Naao03EsNQNLaNgBoA00fN8TpDjEsrDj6E/A8BKEwOT50O4ZlQtuHsvDbt/y7E7BNafiTw8Vi6qGPYfhMi0+D9+t1hbIQ3RDvHTtcAJb0zEoxLGV0pkaxBlz5mlMY5DdXe3OP1K5bBTxBmkNBUVIbrsBs+Ng/PbTqLJEdptb5x9EhcS4n6vlW8bzrDxSee+CaC8jrsxnOwNceKTmIsQlsbDWkvOO5mHEapm68/ryZEwbSG1+UteCpEjE9uLv7wOvYc59L15vvUw+6oc//onhg7TxFxorWv3iN3zg61cKJ0p3cHxyDXSvjY6wn4RLA/ERJpZMgXTr2E8wgnhHzmojVsFbj2wl4mt2SZA401JFbzuyxz1I94zQ0JrVVmSa4MDm9Q51UUbk5qOAc+OYimcRGw2y8me/R1U40NM/4J3gd/t9qpg6T+SuQxHhSsD2NcOZowflumVZqbnq5QC9eVj12kVvup9KsinATtMb/tRDvtEHw1kBT2dNX7WNKRhpczriLUoPNQD5Pjl7Sjxe7T/vPEyV0ujk1je2mO57YN8HtD/wMFbdL2H8HhSKuGIIdf9hq1u8gkrBmisx6Ily4B7nxsMXaXydbRxG1AN7kKf/+Hot4QeiLQNCHwfEdpj0zM+N808j/Dbs6let0VSY/XbOLhWZfzfo/Av+H9BmotL/wBnHYfintQtsh7/BLPIKcsbEWXGHA0byxdhXWUo8r1gWRkegPXTY5Q4LQwc9/vBk55hQabnCUSjV581LDlRqJBcr6rVOqfv2CazUnSF/45edr8hp+p1I4c8mvYVRmhveOZHXka0Yp53XkMqx78W/EvxfUNZasaAd97YxAc7RinfwQz2zqZT2bqJJakt8wXRMZRp+/I/0XB9TTZQqCHp/4m75xT6XMiGEm9FJ1o4Qu9QrvwScdcm0ISRlPvdMmZPf/Sl1lqcv3MZf15cMEClW6YwMDh1+/+bdRoNWI/iSCDBkJynXitVxnOxglsFckwcZI27c9fvhhXPZmJdKs0jVJh5Be+ZORywjkj/BLRjkH73L8tRcmZfDGWzDMNFh0l5m9sw2GSZIiT8vGEYFRlVEb7og8flX8DWzC6lGY+FAUltgadq4lz1hljyiK/uMHppjUm+82GJDiuW7pyDXDn5S2FS0KwGLw3AE0SuAwe5lfkcXzRPGQMa7qkzLxU9d8Mjgz3NCxpC66dGzdysRjGr9XW0X1c5ct8jjXha4uyfCXqLF5tmtMIRJXJkUa7S1FuRgDgcrw9p1QNwpIk8vp5mFWSdv/93sSV1WqYwTBvhuB5hC3BageCU2r9+nlqtmSHUHNShmXNkR+jo+JwBsJM0wbRM7Gd7PZY9Gt3exQd6TMK5mFG53Kt1RcdNMKlR9GWVEVBTmEs7rBPRWGjm+fgIF9529eKtjB2sQIIkyq+NJT8859aznnNEf6CH+7vPmc23SNQlzhALPCOMuOtIEgYiAWR5GGk/2zczGEILeZInjBnawC1pGAF6KJi4fZRBRxhna9z7nNBiOjMpQAZGbfruWEDz8eSaHyiL+9IHkR82yN8G4rXsUC6aeDO/1kl8S6b+zrwPS94PDAanBs45fWD5RWdnmtgvkdIodtH9bztLqKff6e1CZomOASJ6zg7G3+ARXlTRsiRjnwxLC+/Jwovaicw5V49AyH8bu6fW4vPJCLsYnh2Q/X10D/js4oRr5p+LW6BYcj/OQtS8y6wBJRjo9ZxgQVPrjpSHNTiVmIcZ+JMbCcA0dG2pGRGo2U5VhifbA0joheEp5o5c+xCcDVOPV37YdrgK/rYj4AIxXSIO9CEzfHbrfoQIoR28Jwv8OT1fdhPv58O/knX7eeZlJ8z8n8UrOAjWxd+yklEkKutmEOQTkgwPkQmUZDCr4hnMDJqU1SvNmvMsy4v/M6jtdD02+N+9mzaXxfM9poXGO9+/+XXsTQEKug36Mq1MFvn8cgPs5EBf/HtPXbn7D2RsE8eyHtM3hNN9r3hS89oE/qxX8wnWSxyeH4S24cKqEkYRGr5EtameZBzndhcAYYbN0dVcWw/E3hrmizZtQbXLDuv8Ob5CCc7Xis0gPFRXQDna1KyEiK+Hebud5l3FvI7tb4w7qyPV0G1XDpSPVnf0n8+dcuQg3VrIARwoydf7UTzq8z8+PuMC6bblec9BL2rrxZGfGr61nNkXxNYs5a0BgHD8uEcXm/1AFyjOVonDpL9eKBnx5oWghM6qQYhciv7rw7bZcXDaU4mSSIr8h6+MnH34liXj0FrUTzi/eg/X54q1B7MLv9US7OJgNmOMqLaYb2HlQLa3ERT9MdPxIbmrl1VOZe4zV8kCFT9TdcCIjfFQxtsAlWL+hVIWa2jIl3VVb+Rx5pD15OhWO5lyWZGcAAinPmZnDxKhoMg3Ad6XgBNpvJxcJY779CoO9cA1ZsGj3bg/FMVikacpXJkkLRHWkfM7+grPypvDMyjuvhrPT6Wj3ICnb71ZY9EYEjHj5sw4PXKsj9Lun1Ma2/o6FaC04VO04Wu0wbHi0QJYd11paTCn9WtIjhecVDbw8z3yxOHDzC2171Ye0t9WATuGn8lNhaQEQioYC/4FxgoTZBK7MDtf8OvDv2aV/sBx8kvt6qMuyEKFFA/qZSSXeKxkE3+jf2UfY1TQVxIuBcO0ktpmypkOOXVQt+PrXD7iAolOAg8dnK21q4czG8riGUfPpPZcRsz6aMJWg87F8lmaPpegXbKhs5061AU1toEaa04OuEljeDfAJiGn0X8Qx4QItaRPyHIkk3r9syvyBo3SdNZH6pRKWHRy5uXLY2j8gQ61zyIsxw2+z9Ttp8DUH7L/cbQJl9XzN+0W0RrqqkBdvh8s0PXB/9bqECav0Qns+U2WCEwY9pumpPKWjxCCMRLhox9n9dwRdV6gs3a1VynxwYE9px8MCnudhbg1nK5qv9I8izmV2DtNDHj3AkvE1iDAETVi+F/OLbfmPHMgkvDp6Iuw6JNOpOGrpTB8eLMxjSWzXYTz7ZxsRbZGE/MafIo2oOloysEDC3ImzvC8OKLylsIcJIdcCQFiHD8pAM8O36QK+719AzrTH2HYCKqOAAAo22HZco/wg3m1itnwmoZ19UVRXzh27EnKHJyBQebHPenDDLUCUl30yGlUhceyq5robqPAFeqjKCud5So5kLozvDd0ZRmMd9PDuDKU3UeCU694kiXTJfsq1bDYx308O4MpTdR4JTr3iSJdMl+yrVsNjHfTw7gylN1HglOveJIl0yX7KtWw2Md9PDuDKU3UeCU694kiXTJfsq1bDYx308O4MpTdR4JTr3iSJdMl+yrVsNjHfTw7gylN1HglOveJIl0yX7KtWw2Md9PDuDKU3UeAK9VL38hpVIXG+dZtDaW3QYardOGGHIekeFI5aX1sLnV2SKKrHrrBHJ2d6oqM3zuAsZC6M+hNzL4c7ThvBGtWup4JiWn2bbzOeS3kfMZDuBQKtl2kDEfptcyLXQfe/rBdBzXwZSgCuoiwHUvsGv+R3K84L0yzozqZIgbR6NLIewc2ORm/i6WNNoppMcs/YCTPOLrcTeiaVEfOyDh1wtw/zYaq0iV2tKVnWy4ugu6yoI7HJ2fnDH6zUxr+aV0otwS+KC3naOiY9LGSm4vrRLkfLRMUyvCl99/z6Y0LeA7qtcZEctuQ1DXREM6bLfqWXewJsd6a9KNh5edxltIk2rjoTuq0QgAnlIkq6AJ6x8KBtYhluuuJ9aoXkGc2tA+GD1SM36pG+48wP1qlwxP2RlexdSVtmWBHwFlrbn/zXxpvx/wIwmaq/en/sHcMfNubj1s3rgJgeD8xvlNusiWTP1AE0PeBRZX3YsA5BKLYLXGP/VBlRe+EdvFImvtLjQf4ZjeHE7mYw08Vm/jnvB/P1rOiNc1XaxdKLXgBFSW2STuwCDUlfED/nfrlIbx4lR/uPl40JDFWLVESr0zVNQOEt0XFcihT9L16N0MEWv3GDst6ziJ2PlahIbQzJ/FeFemPirpObiuYM1X1GbYI5OzvVgixEh/IaVd6QnULtSMoK53lKbqO8QdEJUc7+KMxMjTHBR96Gj1l5zORCE9DamsJ5Ztb0RXh83QmNiwSZg+PbJpli03uhSUORBHsVVXNOE8NhsigZXaWoK8aUKDzY56JDYSUZm8XHsqua6G6jwBXqoygreFiJ8gyJdMogLGQujMl6d6rVB7Qnob8uveLj2VXN/jEEctLxemzHrrBHJ2d6rVB7S0maVVXZ9d0ZRmMd9PDuDKU3UeAK9VMDR8ivDHyDIl0x1WojdYI5OzvVaoPaWkzSqq7PrujKMxjvp4dwZSm6jwBXqpgaPkV4Y+QZEumOq1EbrBHJ2d6ZUDR8ivDHyBQAAC89wDDH2NUCCKLknnwxmVAIKGrHbKD3LMn4UqYjy/9BR6MkPOH6mRgDHtg6V/U7vzNIVPrMIHErGr26uNMiMcJEsuSy5K/spMHs3qj6eAASOvuHC0V4pspRTqSyJpZGQrqxL6eEVQbeBQaLPAVyKIDOAFZdBP8xGSsc1HO2yDVl8K9xPvPU6V9BHnXN5S86aQXT1zsxsxdsaOqdMAcoXhDyyF6pdPvs3tACfQ3LmwSRVuw9ETBAY/sup6wI5EY89tX6ENms+SyuFPqazZKcyfxnCSGGiS3n2TL9B32Ejh7xPKt8/tdtkjF3WY5K+F+myEkfwIkhgCLHrocjtPmcZPLVMh+S7fan9eLGmMfd05EKkVmtno/8Fvha/iv/dljr83pHiZ/EGgBi+FPtH5EkBxlic2jotxBQDBz5sbhuhwubz6Ej/oo0ADwEypltH6OogV8onX/DYs25MOC8HVrzhcy3p6SUx4Fza15Otsvna1n8ELZot+1diOCMMixeQR8ezKCxzaKBQDg3Tnlcb1nCpCUoMbWG85+DviW7LdToZ8Ks24U0vsI5pr3GVJkFEMvS5p//1vbruOi/Lwy8ZPVAYo7YDxi7AAAcjoYZsC7l1x7WcUWaFAt20Hb9E4o4JNVo8Hn7ChsXLuXT9tm1Jqhz7Ktf3KvxX7uFvATXgEQ9csR3e6exmqpdbMaW1LwQOxVKaUvdA9qzHskMCrUiZAM1hKlgtB6TeBPqkvxl2iKXn/CDppSC2G6DmZaBC0ANoWFbvb1HFp0ChQjhYbuALtyUKnoiuhp28Dd8Az80NCgcxjcv/mC9gYIFblUydYywfalOeEy7RQf2V95f5RUu9DncfisHgVmFTpDR6PwKYWRjricDGXj6ecVCEwGUKNWlGUSHn2jSbUs1DKruQ6P9Y8cbRNsfsPF0d4Gu81P//MSPDaEsd8TwycWwOCn2UkVZuZ8WiP4zY7yc3qPgwOqWkRO2/sLZjdjUPhohqFEikJZS9dZOF+YL9DXfg8BSaxL6tfTnsbbBEiIA6ziRsKeU8gjlMgOeRTDYZyDr8GFa5T6cVo8Cjam4Ze4ZST5O708KpXnlXVabhb6VEVo5eCzz7G5ZmmwWxYi5qvqYJ2/MCd1N6ZHiWWnD9xvaFQNW38SGU2guEdOCWUpcdU9PGdgb1tmdgAAADj9xBpnYta9c9h1eheoAHsWLDIR9GBoATeFfO046nYKhns7R0EZGZEGCKMVtxriswBXlhwCD+Nf1kNvtklZzO4zXwUELpo81PAchlKLGuGGaRJsNwXSQA8QOWiMCXVzViszKjgAAAAAAAAAAMLh+U/zm3/YC7V3FqC1JJg9RcbDyei93ztvbxfARsRJQqJretG9W2yvIWMZMgQGh+zv2Hsd2vSKBDuZmejozXdSHs0k4j9HgSCaaYevAltJuD+PXucLt4u54TwrkWi2qEz3zeMHT9gWub1+qjMp6R+xwtXsjOZX342eKKxVAxgO+rn+54T5otDI60bJMZyN//DGqsKcQ9UeS/2/TMcCclziPV8FQKK8EZLC0PByuLVv/efSTlwHu+Uji7QgG0GLttB1VYstJ3B+dRHYeeekpnozEjLUmgt6DhdvNIZm36aQqtlBvP8UHZsmQn7+ffUN8z0V0r57+Kks41pr+2Qp7i8m6ayy7DZVKGM7eVVugkiFHXRvco1RYJqb8Eu9C5iwB6fjhzKlwx6bhGVPj/WMrmMe7DVvkWQ5VcVMTQYpVRMwN60rzQhqtvezm/iP8nRoVN7bPad3xvyLAyk2vw0hXojLTXFyo1MOcP+Jz548snJAOktVgr9isnDZxD5Vr93wxC0R/uvA1phbe4iS0hiwB5x0kv9fa5lURNiEMEc2A9gLVoEiqgbOt5iT/r5QOIFi3UItGrwccOYXjlNdJJDpneaQtd28zrpE+0It4fCaUu3WGHp043TlHHlyIJfDezrv+PYtK4Zyj7EtmHJ2Zju3vzn3PXDnJSybHMQVjwHMGcGfpa3h3HUb+PiAR0Vm/p4Ez3jmZ6q43oxLsknLR4f7KijdzUyVLfdR4+fTGP+KL39p/YemdTqr9HhiYKDU36h22sWFH00ZH3MG6KGhDuj/MZ5An5QYWjFvLAgDU0BwmpSWyZkQN/BZgE3QulEsfjfao/Yv/1DFoFEvcdT/PidskEy0mvY0V/tHunB++1DJTsodZaSsFXTOXIEdyvl1NV3nQq1bbqcTa6AjQDcarsfE85xMYd+krr2zVbmJdAUPySawMO3UWVWxgawy/WuwlzhppsOaXszDo2djBMZ2X2uF2E0Ax5JcXvn04Bt5bDYWuXNXbwI1QM0kspWaA1/rYClfcuTlYHajMevLUjerFCYawvATLrhSv0WPL+PUbjOhhzNh/ea+9ooI+tcIib10/gmYae5AgC5gHEW1UfxQbI3xU81I/ceZCGVO4ikSY1zODSUua6lDP8UGy2/pCw4tplgVIYtD7SNZnT8ycRAqqMfdtRrd8LHiHiMdZ+HfoFqxrywk6AiV8HNT5AGrSF0g+O3Yr2Wc+hYlPHHe90/MYt5POcg8bZRABSnsgB1FzuzO/OzOM5NxSkbFe1UtbyPGFGC5/3cy0MD9OqDyqv6+jTIw7DO3+LxXxX8VkuTORB8mnm/nixhsSN91SL5WRs0+dFLF5HbkXGQfUCyMzDG3zJe5Nf2GUyBSY5Dt2xZlnKqTg9rX0Ti8MMUIz80Ov7W9orA5nFA2mOEnAwDs4PqhNTf0ucm7HG2dxNcailAWIyx3azvatC5V+el9ba2fETWn1x17hQlPINHkhRZM39E6Ic/aGJ3UeQiTl+E4PU/Ym7t9RCvx8Q7Y3iC83MtX1U6BZftrfD9/wwHV/9boDig5dK5rZKCTHJ5fuzRwylrYVXgUvu2KsnZIGHz4NmoRm127XzsbOeSPUA9gYYv26vsFSeka5tRGOfiUN1xB33CMqBjDvWtVhqIMFFPizh1h2hI4FyvQpG9S9qERwxtIirOIGi/MuVenwtifTbDfqqULMgTFdV17yy2gxDF9QYVuOompwo94WFmg60H3zcgTX84M5+G1GjtDmO+dEXf/iIESvNUzv9Kg2s4fnNrKDrrHcHXzCrTBSFXpNNAQXszYKAFNVW23cQflnNizUAAPYZXhwjANjXtDVG8RuhMKvQXVQM6+DPHGdcSoTljs4jcVEy0NYKgend1rTFGRPPa2bP6YlQ8/iFIBmKLkEVJL4SuZ3ettnwSYjmnfvmkjW0yOn1Kh587isZT7kMa03OFjk7uqm0omAAD4NYs7bUnqXVuNA1BNCuo8fUQUu0esR6jR7DcoewWxVsvkiT6gxMKE0k2uz9QamCXyWyo7k+eBf/kJZvB4Ec/KJVxPT5v3AOX+Flf6sHleNT7kJlSs1dmGbc/5uvgoFWrkR8C3rvJcMvHkZ3n5VMKKlwp2vSmYEnF98QV6NpsD9FvNQAujrOaOyt3nM3qZWIjMVtw1f/EACgKWe7L+DXnMTvmTWmWIyTe2G9zn4/3ZV/ay4izzYADxDiiPnRlasBjeO5vJ0IslGMcX9OAGPWC4r0naLcWus121+AvYuiegPVAb5dWic/HUdyPUMZ5f8ZBLntAkEnyhmnM953e0nDXKMTenVADQO74w6EDql4wEMkzkNR0PmQ3MwPy8VzdXyaQnACa0QQeAJoHlbvWkeIQSn1qetFd3a060jVChKomHJV+nl8iI71tMMPyF5wQNhofneZ8LRh7rTJnNpIIIqHn4rDgQxJykzrzLpXOsVbU+8Ta113q9+m7pMhcjMHQ7GqIG7pYC0/ZzghvpBLkub1xCtLqnerpcqE8UvOCBsND9Tknm6EwLVQxdA7hv5Cc8X8dMOgVPvh/57KWaMHuVt09e22PnUUNbU1pvNmqbr5038AfmqQ8gEVjEMnDd6SHDY2iocseLY+SD12whDioFv9ifRMk3QkhOwANGiXqa1d3AvOREl6RyQPkoD8PcxP7hli/YIzc+p2o1jSzazoSSXRRSel3TMrlzgmF9OhYJTZzHWw5+Zk/tc8DfCy5Vc4Q6OTUgquXmslwTCLqyu8nMBnk9/fBbGQelj3226jGR1oXAhUdRouJ7qZCTl8Sg1dXyr1PvaZ18C/7H323qHQa4FiPt+SjAotH188HTPc/pKKvOUli2ymqx3gfQd6MZ0txNKJ3cC2w9k6wjPWZve/6ILWP8nSCRwSOjlMie0MHPxd8/7cu3sk3CMVXCsLYfdpOnhpSEszFoUog+Vfgg1qphFdD0tkhROrP+07VX8o3Nn1wAgh3XaYUI5Shi+eTsAxolfiRFpMH4ZgkSWCGCMI3Thg3zsLkJQxTZ3ygwXrbKkeCNlTeG4RqTDBvk/yfEGWwcgPqtsBtmEN3LMb5P8nxBlsHID6rbAbZhDdyzG+T/J8QZbByA+q2wG2YQ3csxvk/yfEGWwcgPqtsBtmEN3LMb5P8nxBlsHID6rbAbZhDdyzG+T/J8QZbByA+q2wG2YQ3csxvk/yfEGWwcgPqtsBtmEN3LMb5P8nxBlsHID6rbAbZhDdyzG+T/HGJ+fMNbhhh2rAhaDn2rhOehwpVOFLRzns92KslL3mRXM89kQ2EfIgLcHhKwr1oMlpiRy5EPsiciBleRph4J9FaI24Tdnc0680hGz1mBd8CiR7rCtZQ2A1snXxL1f5iGMrqCWPxUm4Y6QpLs0YMu3Hal3mu7rvTESZiV5vbh2aSYTeSPECrYiYsFBomoUimAqQ8WpvuBQUMuN4ejinlfoSmO2lcOcZBYCYU/SD0KVoTc46qXYVbLcUdGat541ZYAgtfik6kEkHeFOP5WZJ2G9avSFnb94x1H2XZTsaxEUNSOKNpZKFcBeD4KYZHV4TzbTR9F0SOrBwb/94dMI82CBqWmZdkwKJQst43ZTTAcarMx8kfUDzO8Bolf9S2JTf457PbEylNkWzvAaJX/UtiU3+Oez2xMuFEwIX1E2r/v8bffzjQOC4Z4b8chQreqMyeuNLk9eFLRzns92KslNxb9bilK5pH+hcMzhrcMMO1YEGQj/60mQd2Qns6SqSHPZ76urXPiStwwuyyOeYUsv3WuQqBtmEN3LMb5P8nxBlsHID6rbAbZhDdyzG+T/J8QZbByA+q2wG2YQ3csxvk/yfEGWwcgPqtsBtmEN3LMb5P8nxBlsHID6rbAbZhDdyzG+T/J8QZbByA+q2wG2YQ3csxvk/xxifnzDW4YYdqwIJMNCAQ03Zsk4mTxVQAtjzlLanDbyoWRGJtPTg3Kbbm2ATXNdlBx8dNRos0afZeJVmsFTHiQMzB/kVeCWkFJFLXIiVAvNZF5MDwKDpLohMpRe2tlUqj3UMCzMNeoEInQdKqnXtJB4Ojc/gEczO3KmIKCllHxJr0gytXJTyubYyDTYGIjJ6Dt4v9y/kbzoXA4LoB3BC9zC9Pa1V6mo9q20JoAA95r+mEUUTMRLlwE+qgj+5R71ScQjLlpKE4SC5g0HJ27OEo/siBAs4lhrapBsT58sZQwZJVy+Wbs47eLVZit4dC29YYxbPs/SN8NY15PmcFalY1amO1YdOLnNc7ouGdlAlo3DD7dcwzgIS745/7rRtdTnQWkt/HbLqqsnZUFFQDjzR5LkcZfrW3lDxZ9xPAdBTrsii1cLdGMX0FjW17jHT0dQzf9yQ8K4d8+zZlfmc3NmlFrdb3P4DQ1g6mXfCxj9a83dCbRIZddLCxjq4911602D30/pae54ApMP7vSCJseKfGtqwXtIxc9RRYVV31+0PWA4OCBQjfgbPh64heh25FNnZ0cE0mCbGxSTm//xaeW1FsS/kTJr8ltinYQJJjo+2I43iS1qy+LJevZOsRHfxg3cjjqliD8EFTHfBnq+pkcn8uOspqRwQ/9V6T2arUh46AM4jT3DQ91npRPpsUbzNccRp6J+rrXu6HKc0oFGV8u7vcEsVbNqIKDNM4ez8vZwbhlcJLDx2MWddMP80EjbkZB3hCTsznWdmhv+ondeUMPMNIc31htMwdkE4x8Engs9NYbOCG75vFblC4y5vZAdD79hh9Psjo85vY5eeajxfodcJdF2g/0lsoxkQfAA6mzo9S4ni5602m9dU7XERAOdqFPSvKJ2CITYT+tdq8eW89F7mQpyLigBASm3F6jycdseOFHp/vX6BiXXY0HkWFA9XPu7/BJp48cmXYrPan2mY79ikdM73K1MDJMHfQHW1O3jsEdYbnbnE2CuTKwhKbpk358bsULrwXbHAZ9a06uEWBq2Yciuyjj2xoFjb8/Hnh8GftPsOmZsC9a5uTqmegRD33J63h8GJMlIiS2vjZ4kBGc+VcoDY4xaaSySL/uRUbs7KApKAAIcKW+IyEnKw6C8wGJOvNjv7qgxraK37b9udtfS8SyOj+AAgE6ujx1CUQS7QTeSFLcz5zetv1tMZDQOfXYJJuyO3DyjQ6T5JZEoUsNqxPgtQ+l9vyK2QU34PYPNtGCY56Hax6H+x5vhWgxO1eYxqCV+gD4tmtrJ7I3LPRXp7X5osHjzMAYGo7U/84OmnjZHAuiHd0QptNnMqTwLFXB+nNxWkRsvgAyQrqSr6w7Kwmv3K+rok7CXZYL1CxS1RhgmCq4aiTHARBHXmWmor+Loum0VnH19OLBmP2sblQjQdha6onRH57WmAgp9nzMrOlNksTTfDpJswrFIVEEkqcCLhmADSBBE5OEjqcRZltNM+ah0WpP7ENRXR15EM5KphE7msKNEBaWPNzVoztoJGSWilgAAAvB/+OEUDagUPq7814L3dGMzugr+37J2/mQk1KxbwwyS2v7SIDoDuDGVVLLzFEBhhF6JiZvg60lfgmKFUPecNbEPE23ULh/FtVx3Cm+Fef7j2GFedV022EmPaBc3NGbJEvWIPVHmvcXFlxatEbrfylIznw9txX2nYl3/0Rcvk2SNCkwQzY2C3d2tP21XIMxvLjOcS/IVOpdzQUjnqrHmItTxgWHWjuBKrtScqdOCFlJYcNwRzbQ/sneDT8zfU0Dp7hZm8fPbczXyOZj5HO3k3jlB2cMXw49YCvstoJDAnLcolEVh6soEtXF2no1icIRRB2J5U6yhWv/N3iJMrLz3ZfYCxB2aFUI2I5iaO5GGe2cHoEVltqGbIy/6dyqu8dSAYt1jOjMzSS0mvZ6vsjOAeD9lz6v4n3Lm309wCHHY+P6bBcPL99YERuE4d/wU3WciN+0tZa6bFUgmPT5EHC037Q0cNB1ucppPQvMKzWsMevHXpAC196MXtOtIfRVmYS6hKAExS1tI27WSmtVxgPEbsOD6xD6uLBRlvnFTtOIta63eXqurHEf8Xaeg2dFEMp6PAqw7rcQhcuabnkouU2wfzgQBwgXSmVWtQnHQ1BCto1K4sNefHXB8zKmYdyoEBqrAB5VwQTY1Vo1TIGnCfH/85DhFf9LeJ7ne1stTfxDNTxNKz5jKNXTcctxQZ62aiyQWnHzG7N5c0hPKDL4MmfPcpeeiR+HHzsGfpMGRNjwdLy8VRGwMbAJDVLQ5Fh+J4AAAAFoS6xbWfhsDNv+uaas9Viqwny70n31tDjN6ke7OSHT34fzOIsmzYZiRyYvCoPl/LRy4RpdEQdYN3S+QvCA5+A241v3YA4qnakovc3sZkQ+fEb+Nx6svAuiQtXpJ7LgSh/S8wdbmX/C6+6uY1YaoMYLIr2QZOsApJY9QuUzwAed0rD0sGYRL1I+iobgCNkzB27UN+kciViBY+kP2ptbFUzrQ9fA2qFFpm0BunJH2aqo23RnYzfntGADY94b2tToFgYECoClUMBLxo4U66M7r89/boaK2PUX62F0qBZnEMhZprF4GsXI46h3gCTKkb22CfNsYUmk1geA/qkmVC7xDwdsTC1xQTOpHEWRyHWihX5rtZT7xqNMwS1pCy7Qqm3bCCxmA8FGNpRoyThmx6sdoCH0Y7okYbhgdKw+U3GKC9077KTo4fVg88gKk2RfxtZ8LjnmGmetyU5S4JcruKjMQDgbnaOwJMPgcIIzjrK3jv7d84/xgAAAAAAAA=)

A QNN context can be cached in binary form and retrieved from the backend with
[QnnContext\_getBinary()](https://docs.qualcomm.com/doc/80-63442-50/topic/function_QnnContext_8h_1aa1c220389821ddf1e9d0de46b8fba0f9.html#exhale-function-qnncontext-8h-1aa1c220389821ddf1e9d0de46b8fba0f9).
The application is expected to allocate sufficient memory to hold the context cache. An estimate
of the size of the binary can be obtained with
[QnnContext\_getBinarySize()](https://docs.qualcomm.com/doc/80-63442-50/topic/function_QnnContext_8h_1a3e2fe7d890123f7eb2c0ee5b26ccccba.html#exhale-function-qnncontext-8h-1a3e2fe7d890123f7eb2c0ee5b26ccccba).
The description of the contents in the binary buffer is determined by each backend individually,
and therefore is backend-specific. However, there is additional metadata that describes the
contents of the binary buffer that can be queried by the user, and is common across all backends.
It contains, among other things, all the information about graphs and input/output tensors to such
graphs that users can reference later during cache-based graph inference. For full reference,
look up [QnnSystemContext\_BinaryInfo\_t](https://docs.qualcomm.com/doc/80-63442-50/topic/structQnnSystemContext__BinaryInfo__t.html#exhale-struct-structqnnsystemcontext-binaryinfo-t).

Note

Tensors are uniquely identified by their IDs. Therefore they remain the same between context caching and
runtime cache-based inference. Graph input/output tensor IDs may be obtained from a context cache via
[QnnSystemContext\_BinaryInfo\_t](https://docs.qualcomm.com/doc/80-63442-50/topic/structQnnSystemContext__BinaryInfo__t.html#exhale-struct-structqnnsystemcontext-binaryinfo-t).

Note

Context caching succeeds only if entities within the context, such as graphs if they exist,
have been properly formed and finalized.

### Cache-based execution

The primary objective of this workflow is to allow an application to skip graph composition by
loading a precomposed context from the cached binary produced by the step above.

The [QNN Cache-based Execution Call flow](https://docs.qualcomm.com/doc/80-63442-50/topic/api_overview.html#qnn-cache-exec-call-flow-figure)
diagram demonstrates the sequence of steps to execute graphs loaded from a cached context.

**QNN Cache-based Execution Call flow**

![../_static/resources/CacheBasedExecution.png](data:image/png;base64,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)

An application first loads a context from the cached binary into the QNN backend using
[QnnContext\_createFromBinary()](https://docs.qualcomm.com/doc/80-63442-50/topic/function_QnnContext_8h_1aa261465dd9bdfe51532a9d33fe4a2fa9.html#exhale-function-qnncontext-8h-1aa261465dd9bdfe51532a9d33fe4a2fa9).
The backend returns a context handle that can be used to further
retrieve a graph constructed within that context using
[QnnGraph\_retrieve()](https://docs.qualcomm.com/doc/80-63442-50/topic/function_QnnGraph_8h_1a126bc4d0a25a5d47c10c44f95e13ba95.html#exhale-function-qnngraph-8h-1a126bc4d0a25a5d47c10c44f95e13ba95).
These graphs are ensured to have been finalized by virtue of having been successfully cached
in the step above. Once this is done, the application can start forward inference by supplying
input tensors, just as in the basic call flow described above.
An application can optionally choose to use additional services provided by the QNN API to inspect
the contents of the context binary produced in the step above. This eliminates the requirement
on applications to cache all context-related metadata themselves during graph preparation.
These backend-independent services are made available through the so-called *QnnSystem* API
exposed through a standalone QnnSystem library. For reference, the API
[QnnSystemContext\_getBinaryInfo()](https://docs.qualcomm.com/doc/80-63442-50/topic/function_QnnSystemContext_8h_1ac3ac16e68a41c7d8c141402c2ef9bd4e.html#exhale-function-qnnsystemcontext-8h-1ac3ac16e68a41c7d8c141402c2ef9bd4e)
in the diagram above provides context binary information when presented with a serialized binary buffer.

Note

Custom Op Packages registered with a backend do not get cached along with any contexts.
They have to be manually registered during the cache retrieval sequence using
[QnnBackend\_registerOpPackage()](https://docs.qualcomm.com/doc/80-63442-50/topic/function_QnnBackend_8h_1a95dd59ad0b59872f3649f7c363c23441.html#exhale-function-qnnbackend-8h-1a95dd59ad0b59872f3649f7c363c23441).

The application terminates the constructed context using
[QnnContext\_free()](https://docs.qualcomm.com/doc/80-63442-50/topic/function_QnnContext_8h_1ada3a582e9ab571599958c60665c7a2c8.html#exhale-function-qnncontext-8h-1ada3a582e9ab571599958c60665c7a2c8), as before.

## Backend API specialization

Some QNN API components provide means for backend specialization through opaque objects for which
structure definition must be provided by the backend.
The [QNN API Components Summary Table](https://docs.qualcomm.com/doc/80-63442-50/topic/api_overview.html#qnn-api-components-table) indicates API components
that provide backend specialization capability.

API specialization is optional, and is subject to the needs and discretion of a backend.
Backends publish their specialized headers at `<QNN_SDK_ROOT>/include/QNN/<Backend>/`
using the following convention:

- Headers are named as `Qnn<Backend><ApiComponent>.h`

    - For example, `QnnCpuOpPackage.h` is the CPU backend’s specialization of the `QnnOpPackage.h` header,
and can be found in the `<QNN_SDK_ROOT>/include/QNN/CPU/` folder.
- Each backend-specialized header includes base API component headers as required. For example,

    - `QnnCpuOpPackage.h` will `#include "QnnOpPackage.h"`
- Clients should include specialized headers with &lt;Backend&gt; in the path.

    - For example, `#include "CPU/QnnCpuOpPackage.h"`
- Clients are responsible to ensure casting the correct backend-specific type into API
specialization interface. For example, to specify a custom graph configuration for the DSP backend,
a client must cast the data structure
[QnnDspGraph\_CustomConfig\_t](https://docs.qualcomm.com/doc/80-63442-50/topic/structQnnDspGraph__CustomConfig__t.html#exhale-struct-structqnndspgraph-customconfig-t)
defined in  [DSP/QnnDspGraph.h](https://docs.qualcomm.com/doc/80-63442-50/topic/api-rst_file_include_QNN_DSP_QnnDspGraph_h.html##file-include-qnn-dsp-qnndspgraph-h) into the generic
`QnnGraph_CustomConfig_t` used in
[QnnGraph\_Config\_t](https://docs.qualcomm.com/doc/80-63442-50/topic/structQnnGraph__Config__t.html#exhale-struct-structqnngraph-config-t) as part of
[QnnGraph\_create()](https://docs.qualcomm.com/doc/80-63442-50/topic/function_QnnGraph_8h_1acef7b5c50463d8b02bb4abd769ae5ea9.html#exhale-function-qnngraph-8h-1acef7b5c50463d8b02bb4abd769ae5ea9).

Current versions of backend specific APIs are found at the following locations:

- [QnnCpuCommon.h](https://docs.qualcomm.com/doc/80-63442-50/topic/api-rst_program_listing_file_include_QNN_CPU_QnnCpuCommon_h.html##program-listing-file-include-qnn-cpu-qnncpucommon-h)
- [QnnGpuCommon.h](https://docs.qualcomm.com/doc/80-63442-50/topic/api-rst_program_listing_file_include_QNN_GPU_QnnGpuCommon_h.html##program-listing-file-include-qnn-gpu-qnngpucommon-h)
- [QnnDspCommon.h](https://docs.qualcomm.com/doc/80-63442-50/topic/api-rst_program_listing_file_include_QNN_DSP_QnnDspCommon_h.html##program-listing-file-include-qnn-dsp-qnndspcommon-h)
- [QnnHtpCommon.h](https://docs.qualcomm.com/doc/80-63442-50/topic/api-rst_program_listing_file_include_QNN_HTP_QnnHtpCommon_h.html##program-listing-file-include-qnn-htp-qnnhtpcommon-h)
- [QnnHtaCommon.h](https://docs.qualcomm.com/doc/80-63442-50/topic/api-rst_program_listing_file_include_QNN_HTA_QnnHtaCommon_h.html##program-listing-file-include-qnn-hta-qnnhtacommon-h)

Last Published: Oct 10, 2025

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