# Low Level Perf APIs

Introduction

In SNPE-2.22, we introduced a set of low level performance management APIs primarily pertaining to the DSP runtime - SNPEPerfProfile.h ( C++ Wrapper SNPEPerfProfile.hpp).
In addition to this, two new perf profile setting APIs were added to SNPE and one new API to Builder. Details are [here](https://docs.qualcomm.com/doc/80-63442-10/topic/low_level_perf_apis.html#new-perf-apis).

These new APIs provide a way for a client application to set different perf settings for initialization, between inferences, and for de-initialization.
Up until SNPE-2.21, a user-supplied preset profile (defaulting to Balanced) would be applied during the entire lifecycle of SNPE.

The new APIs are designed to build a perf profile from the ground up OR start with a preset profile (like Burst) and tweak certain parameters on a case-by-case basis.
Such customized profiles (or hybrid profiles) can be applied both during initialization via the new builder API or after initialization for inference and de-initialization using the new SNPE API. Detailed usage examples are in [New perf APIs in SNPE-2.22](https://docs.qualcomm.com/doc/80-63442-10/topic/low_level_perf_apis.html#new-perf-apis).

SNPE employs certain heuristics based on the preset profile – which was true even in SNPE-2.21. As part of the new custom perf profile, we have exposed them as knobs that can be tweaked via APIs in SNPEPerfProfile.h. Details are in [Ability to hold the vote for a longer duration – Minimizing RPC Calls](https://docs.qualcomm.com/doc/80-63442-10/topic/low_level_perf_apis.html#min-rpc-calls).

The new APIs enable better synchronization flexibility for cooperative multiple SNPE instances within the same process or in different processes pertaining to aggregation of voting packets at the HTP/NSP level. Example with an use case is in [Synchronization problems in SNPE 2.21](https://docs.qualcomm.com/doc/80-63442-10/topic/low_level_perf_apis.html#syn-prob-221) and [Better Synchronization flexibility SNPE in 2.22](https://docs.qualcomm.com/doc/80-63442-10/topic/low_level_perf_apis.html#syn-sol-222).

The net run applications snpe-net-run and snpe-throughput-net-run have a command-line argument –perf\_config\_yaml that takes in a user-provided YAML config file that can configure all the perf settings. A sample YAML config corresponding to sustained high performance profile is provided in [Sample YAML file](https://docs.qualcomm.com/doc/80-63442-10/topic/low_level_perf_apis.html#samp-yaml-file).

PSNPE API configurability options are available in SNPE-2.23.

![../images/perf_overview.png](data:image/png;base64,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The following sections demonstrate the Perf support in Qualcomm® Neural Processing SDK:

1. [New perf APIs in SNPE-2.22](https://docs.qualcomm.com/doc/80-63442-10/topic/low_level_perf_apis.html#new-perf-apis)
2. [Ability to hold the vote for a longer duration – Minimizing RPC Calls](https://docs.qualcomm.com/doc/80-63442-10/topic/low_level_perf_apis.html#min-rpc-calls)
3. [Synchronization problems in SNPE 2.21](https://docs.qualcomm.com/doc/80-63442-10/topic/low_level_perf_apis.html#syn-prob-221)
4. [Better Synchronization flexibility in SNPE 2.22](https://docs.qualcomm.com/doc/80-63442-10/topic/low_level_perf_apis.html#syn-sol-222)
5. [Sample YAML file](https://docs.qualcomm.com/doc/80-63442-10/topic/low_level_perf_apis.html#samp-yaml-file)

New perf APIs in SNPE-2.22

The current performance setting builder API allows the selection of preset profiles during SNPE initialization.
This preset profile is used for voting both before and after initialization, inference, and de-initialization.
Based on these preset profiles, SNPE internally employs certain heuristics with respect to RPC polling, async voting thread, and hysteresis timer for voting.
The limitation of this design is its lack of flexibility. The same profile is used for the entire lifecycle of SNPE. Additionally, the client application is stuck with the corner voltages selected by these preset profiles, even if alternate voltages are offered by the hardware that may better suit the performance-power trade-off for a particular use case.

Introducing low level perf API header SNPEPerfProfile.h ( C++ Wrapper SNPEPerfProfile.hpp) that allows client application to create a SNPE perf profile handle/object.

Snpe_SNPEPerfProfile_Handle_t perfHandle = Snpe_SNPEPerfProfile_Create();
    SNPEPerfProfile perfProfile; // C++ Wrapper API
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A perf profile handle can also be created with a preset perf profile as a starting point:-

Snpe_SNPEPerfProfile_Handle_t perfHandle = Snpe_SNPEPerfProfile_CreatePreset(SNPE_PERFORMANCE_PROFILE_BURST);
    SNPEPerfProfile perfProfile(BURST); // C++ Wrapper API
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This perf profile handle can now be customized as follows:-

Snpe_SNPEPerfProfile_SetDcvsVoltageCornerDcvsVCornerMinDone(perfHandle, SNPE_DCVS_VOLTAGE_VCORNER_NOM_PLUS);
    perfProfile.SetDcvsVoltageCornerDcvsVCornerMinDone(DCVS_VOLTAGE_VCORNER_NOM_PLUS); // C++ Wrapper API
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This custom perf profile handle/object can now be associated with SNPE Builder handle (for init) or SNPE handle (for inference and de-init):-

Snpe_SNPEBuilder_SetCustomPerfProfile(snpeBuilderHandle, perfHandle);
    builder.setCustomPerfProfile(perfProfile); // C++ Wrapper API
    Snpe_SNPE_SetCustomPerfProfile(snpeHandle, perfHandle);
    snpe->setCustomPerformanceProfile(perfProfile); // C++ Wrapper API
    Snpe_SNPE_ExecuteUserBuffers(snpeHandle, inputHandle, outputHandle);
    snpe->execute(inputUbMap, outputUbMap); // C++ Wrapper API
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An example usage with C API showing different perf settings for init, between inferences and for de-init:-

Snpe_SNPEPerfProfile_Handle_t perfHandle = Snpe_SNPEPerfProfile_CreatePreset(SNPE_PERFORMANCE_PROFILE_HIGH_PERFORMANCE);
    Snpe_SNPEPerfProfile_SetCoreVoltageCornerMaxMvStart(perfHandle, SNPE_DCVS_VOLTAGE_VCORNER_TURBO_PLUS);
    Snpe_SNPEPerfProfile_SetCoreVoltageCornerMaxMvDone(perfHandle, SNPE_DCVS_VOLTAGE_VCORNER_SVS);
    Snpe_SNPEBuilder_SetCustomPerfProfile(snpeBuilderHandle, perfHandle); // perf settings set to high_performance + new corners
    Snpe_SNPEPerfProfile_Delete(perfHandle);
    Snpe_SNPE_Handle_t snpeHandle = Snpe_SNPEBuilder_Build(snpeBuilderHandle); //Init performed with this custom setting
    Snpe_SNPE_ExecuteUserBuffers(snpeHandle, inputHandle, outputHandle); // 1st inference with this custom setting
    
    Snpe_SNPE_SetPerformanceProfile(snpeHandle, SNPE_PERFORMANCE_PROFILE_BURST); //perf setting now overwritten to Burst
    Snpe_SNPE_ExecuteUserBuffers(snpeHandle, inputHandle, outputHandle); // 2nd inference with preset Burst profile
    
    Snpe_SNPEPerfProfile_Handle_t perfHandle2 = Snpe_SNPEPerfProfile_Create();
    Snpe_SNPEPerfProfile_SetBusVoltageCornerMinStart(perfHandle2, SNPE_DCVS_VOLTAGE_VCORNER_NOM);
    ……… more settings ………
    Snpe_SNPE_SetCustomPerfProfile(snpeHandle, perfHandle2); // perf settings for the SNPE handle set to cutom values
    Snpe_SNPEPerfProfile_Delete(perfHandle2);
    Snpe_SNPE_ExecuteUserBuffers(snpeHandle, inputHandle, outputHandle); // 3rd inference with custom perf settings
    
    Snpe_SNPE_SetPerformanceProfile(snpeHandle, SNPE_PERFORMANCE_PROFILE_LOW_BALANCED); //perf setting now overwritten to preset
    Snpe_SNPE_Delete(snpeHandle); //De-Init performed with this new preset of low_balanced profile
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Ability to hold the vote for a longer duration – Minimizing RPC calls

With the preset profiles burst and sustained high performance, inference voting has a hysteresis feature.
Once clocks are bumped up before execute, they are not brought down after inference is done for a certain period (300 ms) to reduce the amount of voting packets sent to the NSP.
This feature is present in SNPE-2.21 and particularly helps when there are back to back inferences. With SNPE-2.22, we are exposing this as part of custom perf profile. So the hysteresis timer can be increased or reduced or totally turned off for burst and sustained high performance. Also this can now be enabled for any other perf profile. Example:-

Snpe_SNPEPerfProfile_Handle_t perfHandle = Snpe_SNPEPerfProfile_CreatePreset(SNPE_PERFORMANCE_PROFILE_LOW_POWER_SAVER);
    Snpe_SNPEPerfProfile_SetDspHysteresisTime(perfHandle, 500); //Set inference voting hysteresis to 500 ms
    Snpe_SNPE_SetCustomPerfProfile(snpeHandle, perfHandle);
    Snpe_SNPE_ExecuteUserBuffers(snpeHandle, inputHandle, outputHandle);
    
    …… more inferences ……
    Snpe_SNPEPerfProfile_SetDspHysteresisTime(perfHandle, 0); //Disable voting hysteresis after a few inferences
    Snpe_SNPE_SetCustomPerfProfile(snpeHandle, perfHandle);
    Snpe_SNPE_ExecuteUserBuffers(snpeHandle, inputHandle, outputHandle);
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Synchronization problem for multiple SNPE instances in SNPE-2.21

![../images/221_sync_prob.png](data:image/png;base64,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)

Consider the use case of two SNPE instances, as shown in the diagram above.
These instances could be part of the same process or different processes.
They are executing concurrently, with one having a high-performance workload (represented in red) and the other having a low-performance workload (represented in blue).

When these two SNPE instances are in separate processes, they get unique power config ids. When they are in the same process and unique power config ids were requested via Platform Option “dspPowerSettingContext” (which is the default), they get different power config ids.

Due to this, during vote aggregation at the HTP/NSP level, the after/done vote of SNPE-1 would vote out the before/start vote of SNPE-2. This is because the default after/done vote of SNPE-1 is still high compared to the before/start vote of SNPE-2. The before and after voting voltage corners are controlled by a preset performance profile that was passed during builder/init stage. This means the execution of SNPE-2 would be performed at a higher performance level, which is not intended and thus ends up consuming more power.

With the introduction of the new perf APIs in SNPE-2.22, this can be solved which is outlined in the next section.

Better synchronization flexibility for cooperative multiple SNPE instances in SNPE-2.22

![../images/222_sync_sol.png](data:image/png;base64,UklGRnJqAABXRUJQVlA4TGZqAAAvmUMDEepB0LZt8pQ/6m3/ziAiJoDbs4jjxGthv+TyRRUVIOMbQKoqvjYAiqI8p4IqiwVATbKjilIdB+YEoGPINJYkp9vmDcCejo+pVvC1gU7lNUkAVBZLvoAqunVvRU/3SlHZSQpwPiSwgiq6lHDbsHsATm6L45kVe1S5dJHWlm3lx6JWM4B2Nbn5SxMcKPjDLVlQUFBQUEzfN7r3vnvOf8793ztH+707HS0XkioQnyaU0zShHqaMaWL4NKEarAaG6/Sww6cHf9PC223AOTaxfFtw4spSA+bDjTPaBn643Nl/A8sctgnnbFNR84EqwBltCY4sMlcQBw3zNOCIDBc6h+nDfKAbiIO2CUe0BThnG/3QNWR3kM0N/ZnHh0SQRLKVGk9elB/lyx8PiSQGEZA0OKRtGymjZ7yDBx/+CA+fBWlt7fijKP7RaKJohC8awSh/FEUjiKINHi1Isu22TR+aXl8BCv1gXBaAew9+qVbALc1tLjQUFBQ0NDQUFDQ0NDQ0NDQ0FDQ0FBQUFDScmu5946zvgpvtFZEC0kR4phO1MeifLA2koJwzpWQrxEjoy9bBlDIdZFMBQqpjYNA6DagUd5HNayfqxMGpYiq52RekGlxL9sXbj0TdRphwuPmc8zeSIoJzphR3ITqlqALVMFxNqISsnMWt7UG1XhwOh8NwOByGYRiGYTgMh+Gok8tt27ta8I3hcDgMw4PDYRiGB4cHh2EYDsMwPL9c7v8/JzocDofD4db9J4RhGIbRgWFWGN4HhmF4HzgsC7MXJEmS4zbZQGBMAvB+4vIArvH/327r//qXFHhgoM/d8NzPt/8yrM/nsz6Wvff21zmXd+pQE+aBuwHzNQbuYBHPZMZNqIc0EGKkJnRuSE24h92AuZ49WNw9ZNSDGzA3cQnibiHAfIGMJg2YiwcLZsYNHGi+QIAaMHcTC3rGMEDUXDD0XAIzoxJMxM7F7FRgvqAaCFcHQeJqwlxwN5Bzz4ybEHcTmwumCO8Zd2AkHpgx/M2Yi8CJJEmStBAWwNdQEkaLIbq4EI75MWkkSdBLLzjwYEt4l+sCAGyhOTx8eBiGhx/DMAzDcBh+HA6H4cPhMBwOh8NhOPu+aNuVJEmSpA13dmcWZVGAlWYiZsb79dP/cxcL///5d/cqX+VVvsqrPN3rdksmk/C6LctrM6+/OMO/V/SuLRywWrCCDCQcDSMhQk4TCatlZcQK7XRoQAIu0IKWSIiW4w5lJEnKP5PHC+Hx8PDw8bFx0WjbNv9/Njg4WFgYGLb+y6JtJW6oQwdjNfENTVJFwN9c/ouoEwNiSqyJI/EgvoRoczdx7/5FTIg+UU23OYQIiRYxI35QIvXaVu+2BERK7KFMBsdvK0BENSiU2uptAvsQI5RlWxiMlmzf/nTgfBm/NxO9mxqX0v8WbTafrLYvrGQoy2LP/lcRBQIjKdm9Lg7duyPzzYOUvr9oE37X+bXd62wkRQjSsv5FRJP4Q2zPSdXdS/9f+J9Z+n6iTfhdV9y9OpITSGa2TF84bThGbfcbXhv3Ui/Nt/YyJMTQ8Pfogg2F4ELufE6V8PT8wlAYgEMcelbfiTPYr5tekUqZxsXUOJ0Fp2P0Lah3LpMj8xYeVajw6XnbsUyC0uQRY7BdrVjwoFKp8HysFuA0DR7RBhut2Q1OU2fLsZqB0zd3RANsex7l0jVr+Zx8UiIzdkRAfOQqzfR7KT+r18m14RgAaK3bOqIndwFOPp107drE08ldgh/Z+ueqs31HJV2/dkEeSOtZ+47LR5mk3JxlY9+QiMEOXo2MGg4Hz0aWnLf1cU66jk02XLRzLXa4H/T0FSPedv4saPmoZXsVAJFYuSW2d1tpas+2svSNO2yiH4SmHxInQ189FAPperZ/AKwa+ZtN2K4209Vb7D4bR3TZ/qPS1TlGdOz8pUPjV6OrWTt/FVFNrqLq6nDfySupbdx1NjlOupocnZ2/7aTDftPV9HuTV4TZuAaQSde0sYaNqyssA+p3+a/e1CjjCM8RfiOcozx+pYywj9JG+FgZ4c0oOT0sQIkR/qN8R3mNch1BtkbSj/IHuvE3wgN/pMlolBVGmZ2NxKPUSlyNsMEIvcEoFxjF0+YA/JEsli5ghHmkUeJvhAFujEZ4ETwcONvnfsJdjTKMUKa1qbPPQ4tRygjXUU4YZbKzgy8TEiN8KZiM0sOOOEtNOCWmwYlIBUp2WgQTY4QLHBuMcIMRk4VRfo9OSMRQ9e/dH4lsFIzyHmUfyRBTgn+Lpj88mmWEDL1RPoNRtpHfo5blycOwXmAkXcwI02Z/LKERVgcvPTZ1D8SAgYwZjeojHLnAHeU+mhLTVQv6YqxzAh/+MMI99Pqtx1JghKrYlLPNyI82v2hG8HIjHaUuXyiSduwYeWyso7GROWE1UDSHVKNhQLX1r/5A5MaNwHWTIqOJLNSGBSgcx5TZP4SY21IsoRz0RhJijBL+kSYDI4xjRjIFeOV+GkpbIskhlF33yKHOiZLx8btlgkqahKJ0ghK1EQt1s8HDGxag3IlZtslFMxNVFe3hB2JE1BGRjMeN+U4Kf0VEDnLU/r2Lyro2yeGzxZciSYI1ERlJiUiZdSChGeUg+lePg8gutGdE5FBNqAn3znVOkO8e0WOR3X4fTei1Dl5c3cAot5hRFogta5ou6Vul7Fs3vzK3OJTTTZ5epslrc5vX1PZQgyOT5/rqbSQjnCvznd9SlyRVLaGnVY7FGA3KqhE6dU5tEMX+KzIk96/dR5VFnRPjBlYk9rcEOs61BdFwzFZN228fuSKnbGTX7apPHFOasH6i8r0oQpZFsVrl3iRJsKVvbbdVo4SiTtewCFg2+wQrihb+S+WpN4aN6mOVRZ3jU8QURSNXP/pc1wULWr05EXkGT0TLo6xmN52FVTqr3L/z0Q8hhYykmgzpiapEQdEXbY24qTmkbfZwEJBUKkkrf8EebKiakFFZ1DkxIkqqPZ0riktQnpcT1RpcK14lqrvdNVfqgbLSPDDPeQOTgKSmRfXhICalqmGKmpijhf+QGDOaCTrq6ZumagHeqyzqNKgo8cGMv1b0yGPkU1e91Q20VBWb5uXIgXJHXj/RJ1gT2TPrG9xCXXMCb01nKxcc1qGnZs0q52N69GVMHlZFDY+SxrlOA5ToxuXhU9hXvdDNmA1NYDZmQV5JjbbyN45kdlzjBtpcrKnDtXG+CzgU60gRiryt8lNbkDS1zWtoaZzrnBDik1eNNlkaUBZTTNdyqYmswomdLinNDAUxCunZ24aOXGqHrNbgqaoJPzWOdU7QL4pIqs4s5fGmgRVwlUxcOz0C9VzLXUTbLEv61NpcgbpE1PXzqieqRYenBbgTrU9flbeUgONpXxnIqxvJZ4rTKHVgsgYZxRosmm3Dvqo3/GYxG9c2qDYV1326C0oCIdGC9vc41zkx6jCKYq68op3PaVJzisvyfnx0JLXC6PHrTZRLeGS1gJd5IXPbXcrXxmuPXDi/lTcXHt05MxnAzsMWIp0sftPRVw/DsWNZgeGuSMWF32PXHFXZnFtdcqpzYjTBPRWplEMsaEmmrkQe533u46MjpSOvI70VxuOo4KonR5oN8MI0hKN0YjSfBT8EChVxcLsMhDVIr4tzzGB8T9tsAIUcaJvVQ4B7hzon6nrdmypeuUzhwJYkPChE1VhWcdIRmvEgiGrtekW0uE4Myn6hnbkWM5GLmb5f6yZHW4gTke1S6OeGJ6di4QwKd6LH23o78KLGnigqEQTH5jon7j0uK5vlYHjy8uHAmnQO3XTQz3+U+HFC/5p/SOTqM3F7pykCLyiQuQP1aPUKVCaLQNAe62nWFMvwbrIIBt1x/z328L05589eZZdlKgqC6vzgwMPNZp88a/aJP5JRGDRnk9P3j2avWrt1KmcyIoL67JYJiQpqKDIImY60jkRHVpmpjuymiQ4SZqMpPQUI8mWrKW3VkdORLF46Mkrck14O6+Vu26sdR9XNc4/onq+rQahe46JESF4XqkYIzqWgSMjNP6Rv8Obs0zhY89yqJCfppLbVzB4xa//VHTgfBrmbR3s6cGLnJ8Dyo0mjJLnOrjya1KAn8sjS4FGhJmzIWqoWlHceiGMiKMYedu6f/wdsfBwEkdJD9E47F7j1jyKOeave7Kdy6e7OizHGLvwphi+wvokS7djP3TSB654798//GI67EHNcwyuHPsE3sclbpNNFieiViEMX/vTCErRzn5qrlQHManes+uf/CqXgZjsjcuDTnhdZrcNTq7xf5IhWjpoXAf1dpy786YV5imozQEs+dY1F//xKev6ekseAsnrIuMfQKu8b/MdaP//3jl34Ewz6MeA+A41V//zzEErMqaHfrj14bJN3qB+4SmRGsWMX/hRDS+Xiaiz651fk9X67rlRHcGyR951HQtSw6MKfYNBn4ZSBRf/8MdoO6qIpoSLnFnkfQEZjkT3FcGFlz6xvTK9lTihvkfce7GksuvAnISz65zc6h1emhCxUTDcWXfhTEatwYmkWOuOyivnhVTh59EQCXEu7sD8uEpBVldx9kQD3EROL/vmN5vrk5tWjw7lRcsvGIdWPMQdw4diFPxXh1D+/Ob0ORCt3snoesCw25tNEoxnn5SokOnLM/pZtw/t1nPrnN5P1HAShB8ktu7wrZZRIdxyzv3F/Kj4dh/75ncj3ViryyjMrInbkTStVC8qHS47Z18MHGW367aRNX9e0GR8CbcZUQptxCNFm7F60Ge/ev8zEiFn7f88Ldeb3vKCX5+vq5TUuenldqF7OpaCX8w9tfzZn3yP6z7l1kk5qW83s3rT2n8w5DC7C4/ALwSVkx+EXnnAO4GKhO04xwPWfZyHDaoo/Xz1OtZf1sh+tTFXPo0J8yjhqCyKTEqgdtZ/HxcNBjtBpvEU8dnZ+Hl8BM79h1x6Z+BPdo4WAGusGOdoHIvJA9MsSl3gPGyZHPllxNOOXH93I4LaYMczAWoezZ8TJYyiZJOC5szMe4WiweIb/RfNC60T4PG4zcpbgjUFIJBb3H+Go4H+XstYOfxOKRSBvGtOUdJYb6Sh1+UKRpCeZfjVj8BwWTatlzmM+bYZeeXCyNebeqgBsWzfZQtAv3cfU2FFsQ11xDB+ch1eVIZB11y9NAysxELmhMBfzxHUhct2Em8NTxjQlCQ9vWIByJ2YZdw2H1tsjQlMJ/kuRoyzUYpkWjkXW7QrA9aEL0bAG7Y+xwtqKQ+grLq2GV3UPzQCmgb302Bb54rPtdKekbfz+Ba07kaZL+laZF4fdXmatYt5KZhSr3gQkRSSFvyIiBzlqC9YFYLrNUWiqs3lWJIP/QIzp+iFLMW0OLYZXtWi2/MCp6X3yK0HtTkQGZC1t1bSV3mmOyzF1/PbDgdMixedQtQgdkef6mvwPOLcuANMONPVTSqNYvsDKmFc0lvkWK8Zn1mJ4VXvNViZEeDhiXx+ZlJ1n8ES0WbKs4Jk4RZJgSzuENTSnIRFt6wIwRaRE8bnKe5GQfWXFXb/gUF3ovHEcXpX3j18J9gfVtzFzBd7buSQnqjW4Vpza9Cqd0Vrk/2vMkJ6oShTsC8CzZRqlRoGSSEtbyKx9oKusydvOw6tynCXCsvr8e0nuzsomhihyoNyxOt3TiMmrvzcgqWlR3bUuwDfW+tCpZ8cbxfDJUF1b5Bh/rJSIecnxPZbLjfPwqhy3k2CPzXPTmpWhCczG5Cz8BQciWwF5EbmFuuYE3loX4DtiTi3Gm4VtTS+W/27AmfxJKLLJWuwnHefhVTmOSrBLjNG2MnDYGbWjP/cTVeUYkUfJkCPX1gXg2YCMZoirbFucyM9YmbEf7BFZDK9KjN3lTAdpvlFt2sjjxYHUCR6I0taOEXVJGS6rL9gXgDf8FW40kbKkSZCSGWZFDuhKnZI2vCpnAnyNyxpcGS7UDcjbSMBxHDSrbL+q8kzb2g1m1MVNRNu6AMzdPHqqgyqXY36QvqtVX4pIjSdDvmnDq4qXthXU60LbhGKIQ4KHA5MkBeUkSZrUnLrBW963JykGJxTm9KVMRk9g0boATIfwQ0/gSv2139TrjrLcw63F8KpcyVgdUPgLNlH8PVoawuIpuIKEw77kJ5MWfJDPIueQuhJ5nPe5H4dt/K5hc9eF81t5c+HRnbMuANN8mtzf1/Iqj3YdxTIN8jHnNHBthlflgq2oK6OznOThiZgiYmjyN0XoqpfZUoiqsXTGYa4A/ld9Js6CHwKFin0BQHqoq/qrLqS7gLukmAW2teUANxbDq/JAV6EXULdpeo4HaK8MJA9klVnv0E0H/fxHGQ+5gU0xxMVM3691k+/EugBcsrWfKni5cH9OFG98WNIzHMUWw6vywDu3SMoT1UU7I/y3bWVhIYkIoVKxngpVRNWWhDXIqDISRQ1RRm8qYIMkIx4W/tvk0dZw6IiaqFp12aX0r/6//bc0XUD37mwltSMCAB40D0bQOkh3cKOYT6dBGKbNasQxjsoc3ekeSQUxITt9XeEqYkB1c1yEz0ryFe8dH2Yir3w0Pfe+0D4/l0IKJfxaP1mx9UCMAL7EXQLWjH5UWXb26P3TqJ7CxT/fn6XQ95midGf9sXGtpYn45ByPlNNXyHWczdvllV4Jmn8opX6O1FblvAwtO3vwWiYilqm+NbhLM7T5rKp/8iVkzr6jknwuBUTkZYGytd0J0YH3BtuQsTD4Jx/ePLfcd0sEGSVB+47k7c2+Vx4sxmSgWNQePksO01Fq57FDgxCAhh+G1O5M1QW7ji0+LEMRuDfWGXdv624ucJefqlv6z/Wv7tlW7JP753EEN5yPo6ZETd01LUFtmIPe97H/74YQuu6R3O1DEHZ90hfhBiEADT9kYFufd6Hl3OLDuetTc911hzrj61mAV+6nobQlEvFeEUJe+7aD5DTQCG7S4V1EXpEkWBOR1xEp850buImlN6Q6DDYIAWj44eEgYGD64OSmc4sPIhHLznXG1SiGduz7eg4hIVJSvx7gCX31qzwWfNbkn7QoH7Y6i2UayreXV6pk1HmwyrHJl7T2bY9HAX/3G4QANvzQgreKuRpZ5xYfVBZ1xlODaEbbWs+tyhr+zJg1Wl2+jlmB79PA9EjfLEhMna5hpls2yUBFlChx8zGleQ1CABt+aMKlYg/+dm7xQWVRZxz9gBtRZOBY6ztAltkeJZXf26Ih08i8duJO3TPc1BzSNmkRiOon9g+vQQhoww897evoBhTmnFt8UFnUGUd7sGFY8GREGlyOKTN/oVQzZF+mi+/ISHR2E9F/JyI1TFEzyRKZZsbneQ1CRDf8YEpwb8wXnxuLFh80znUaHBg6BZCApmoB3otckhL5k74c0BXZ8nk6fUxEmj6HIgsUMcWpQZ+h5jU25y11FdPwQ+GKdAMROcF/adHig8aiTt2kOfX5eHlYFRFDuwNn+HfyF3WRgO+yR25uWpnMKIdvAg7FFAY9w802dkXQ3+2BObpu8L8o28w2LT7oN851xs+J4ebhAFoicwGvpcRs7NX7XVpsyvSyfTgQCenZOcTXXGDrQUt2drwljxM5hjObFh90jnXG8eE1eGp4+KeylX8jueobkXOWZUhmmsjxe2F5Bzf/3vPCSkm5yZI+tXJiONSziWUPvOGHEqGU6Fu1+KBT65wIHcNxrEW17gt6V0qFB3RPYemfSX12PZV/PC/+ca7+e+dOG5WAvrqRvK/qDb+ZfPRIKv70uKcP3vDDGXxIk7Fq8UF7unOdcXTdp7ugJBASxRJ4RXChXqIRsPZP5W/tM2uQoaR/nGuvHX3f3U/jH6s7rOwsiXSy+E3jtUeXUHoi13sR/kuCi51DG34I6ZNetW3xoUH59u6zU53xvMJhBYa7IhUXfte662kwq75uDfb/adR31u1ESf/R65qJKaJZibldBsIapNfF6G4f6Afg3YfbEIA2/HAB2rWGNi0+7AAsO9U5PjdYoK5EZDaAQg6om5ocWNI26zn7J1EfWusaI/2LhaBRWpsTLbZLoZ8bnpw6vvtsvdTwg3Kv6dAgBLThh6001SslC5sWH05d8E6c6hznTRF5W28HXtTYE9XfaDvSFQjm/gnUp67YRkj/0fva//Avr3/zxlY0XQkhPcIDTqoHmBTChEoaV/A6yAGlkEcUY/gLp/4fIFgn3gs5gNRXTdOcR4WEXgdB0Um40XjXmvivg7rBtqRt9N1U7B/njqlMdGl1U5cwgy7JTzGPqU10k+RLN5VtdL0U95jSxE1dOhL2dH1Ze+rSVMvhLoUYDOvjbset4YzDoVlOuBxHVRHTuBe/MOSk9/jWt07+HybnHimIqPijD2XLuVCNvi7xe54S/mutXgJVjea4UAcb3BTdCPhJqNW8UNrgUnzFyCwqBRqRnzWzpaAYur+cabOSPzp/rWHmqNM51c/+kBwj+N2agYw6MgTNwFI3m30KAR2gwSVwDe3cKgRMq8H+rJ9teClG8/HH3dOgaGWH2pHzQC/8qEPuU7jCNLP6g9WRrAyznFgbwkA65bGB9gBff2sG4kmF9hBu07rDDPtNOf2RlZzHwsZHtAiUv+dLiMYNNR3SZkQcbqjJr0gMZYQfWW+oiQc6Oy5XURkuN9SNx/kwyN1MZ17hAPwzMM/Tn9vNckM9GLttBNL07PwEWJ7uvPZIffE7Zh7WhH60HRNwQ99gjJLkOg8H01xXBdL6tPwMfz5G2w21NBcNetNb1+vS/FAMpcduqFkajMH0Frofmg5zrkuDEHEilVLkR5uvlCwoag//e/dHIhsFYXJdFXHyol6g6ZxQEzZkLVULyjtqS8MiF4PIj0pvxxi7fZcDpD+0r2lrFrpcJgCg9nXs526awHXPRZpDqtEwoNq6iymzfwg0nRMaaYL1TZRoK456KOH9IeLQ7btQIPjFqE9qEEIa/uXVi6sbyGt3tDEaRR0RyXjcqAuOJIfPFl86J7QE7dyn5mplgNqLV5bgU/Plsy7pplO374KA+qdtkiJ9vf+1kNDoHK+ppJMgOFLS81tildA8RbUf8SWfutoa1JqoDcQvO3b7LkXXhf4D5KdJCBa0PtdqRiHLolitcq/6KhYJxegHsPoM1OzVcz1rF3/Esdv3LEtdtTUKDUOftiZ3PvrBopD3ir6IRUKKlt71sCsibcMhZYtu34XoTPqjsnCzvGRVN2YHFDHEQJESsUhIkdB68VPUKGksun0HXX0mSf3uNQyjpJU9s76enkVCigujBWhpbLp9VyIV+F0MobNIyIIEhhubbt+VyCqc2NASGp+QrFFIb/qpq7YK8mpKJMC1oSU0Pllq6jVICTfr2O2756o2FDjRpQmp6x1Cn0apA51FQjbWUM+cbkXMOHb77rPGUZkD5rehdmteYGi1gJd5IXPbXcrXOouEbEgb/6I593UG70ycun33VrpHKrXA6aHlyVJDfyoMSbMBXpiG8KPoLBKy8r2HGj9FnLp991So3D3BaWcrqz9aDX2QcSTXiUHZL7Qz12LgnJAz03tcCoMrEXHo9t1PoWv9MRnBM+0MDBCRod/OjuMJe5wWNgISIhpf1xRH5yMDuWYslwLjQ1C1pjZrvj4Rz6W/mEpEzKHT8cOWXOqLQwgOnbr2ONFM7F4kD51uk8MQDc3Eu0fw0Gk+nHqcaCZGTEp7waHT07HHiWbiqqV26LQP7JhLdmteEJ5fsNZ7cE5R3ZoXxBw6bSdmZ4t9VLfmBWGY+5qr2Ox7MNa8ULn1V7jSu5xu8miseUEa5h96LKpJgxqMoyoOqtM9Ep4qC8s/Zfq6vsyfCuHNcanugYxs5oVSLxq0peAcISYF2h/S/uY7cbi1VpCfzT7hOWxzJ1gKC0a6hnZudYGAaaELm6jUsOoA3vUkUdpb84JwsHhOEX4aYSkmdf0mmzUv0LqfomQgvCBxe23qQXjRm0o3QwMnK0Q4ZkzeTHpw0CyMvJ+wPLRINLFQHptC5ZrPybB1y/FbX8IJD+EFrqHRslS4N7P2rXLCdW/SHZfOw/a4a9MKA4t5sgiUR8q5Rd9XeOlGbrAL5VFyfqMk+GsXacRGeWy2TzbF3BlcObeUx5jzhX0yGP3AkN+ce8oDKgTinxwsaCvoD8snCJ+cR+LbeGFsir0zCSRYBBlFhecAg9fd2dH5MMjdTKN7g35f6ygqprr7rjl7wGOLUUo9238XF1n8kSajC7h3ohQQVzO2MD137RH2yQc5P8Q7oHvUo8alxSilXB7HxTHcGA0Jdp25PJ7WNMHLs+iJaHo778bpoZtPxVBvPlaDWWp3zqOU8uI1I0cUTA5gR5x501nIbJgnbWyI+VAU87q9pzswx6XF5gMxzbbJQJ254yUBxwZ1q2QPmO4EovVaZ+aYjJmgyA11zqHeLMR+tkxKX/VSBEpQLKIO/eL7TjsXuPWPigyBrLt+yeClx6ZuJlCXJmfJYTpK7TwWkS96AcZhT6H7tBl65cHJlrKFP1R8r9JX7PosOlf0w+x2L/n7w9fExG5YNGnhnsz3MxsX7jqTIf1AlKdUm2MMo5QayeZ2YegmReS4hlcOfYJvMffQDKAkhijhHxlKYE/kbh+CsOuTvhA50gtwGPYUqqMs1IYFKBzHCvNfxKwB37Xd66ZzRY/NnrdptiYn8w+FjErEO6G+567eNKiLSEjd6U5G2/g98GnPi6zW4ak6L5bKi8/2TDqQ0LSJ5kRu1INR74ZUK1oBzsOeQpXCX4mVn6O2IJ9hPWaZBtsxl5QtKvpqtvzwP+ydE5Q5+14GFr2jkNugbfbVmQ4ciMg5wa6lAWU1oR7DMdtQe+y8SCmrfkBCGZ5USV3LBgw0FsOeQvQc1Fn7DzgXCdUmwctkyKvHm/N246a6ap+wzHO7tpATnbq9BGAvvtYs48qYNz4ZO6eGE6N78FhRd97/hBXtEJb/Ukm4om9fV3dVFsOeQpQk2NL3vNsidVxlO7nfJFQHzLBnN26qJ2dR8aMOtB5HmHZmQdui/TbUmluPT9qs17azAleqIzhWzDraDUjG3KVJKk8NTNdK/FBZDHsK0dAw/IwSBZE9fGUhcyi52A+e42/ZjZtqSUrY3DTY4oMCOfUmoawLtVnfyiJFtChyrtiwOd3jvxnzDToikiXS7MGxymLYU74HDJ1aBwhIGqqr7sqWz0iKSIlvssl9LJeU5bip/iAkKrs2qj0Rphn+0ErLPLvlFVfOmlXORaSnnkHpM9S8hozBntnIt9ucOhjvFuqaE3gbS+tGJKrOy2Is2SEJ23FTSc26nfeFdYyR3rJxDq/EELYkRSjytsrPmB6RKcc/VBbDnsIjHiXT1RPXIgl68oNQ5IqyvPNp2o6bSpLWuq4vA9NBmidwYWMWOnGwHUvuUtseP8Q3XVbfVFkMewpxuEtKM0pSUBYswd2Fsv8a8H2bsvW4qUSpP4S68tgnIXr06NsYxbAfB3MF6hJR17d2N1SbIKanBbgTokfwQFTcKU8TiehsMqsszO7r5K3HTSW69735fyv2Yd5gDTomn+CHiMz1yampreRGyS1rckNtQ7966aNHUjESeWxqBVgMewrRGmT0BBbVY9fnOd6NSVAfsm09biqx7EMIceHOuxwDEePVtkmTPViULzPSgWjlTlbPA5bF3lePvmFz9xJKT+R6L8L/aCrAadhTmOceuXB+K28uPLpz6mWJDXXLv0Lo+1sW46aa5oS42PU3WBNTlPBuDb56AF9E1nMQhB4kt8ZBRklgVnO3D/QD8O6NBTgNewomVJtj5rPgh0ChIjHzVbTN9QBSNuOmmuaE2CBCe2zn0ekAbcI0Sql7H6IjEfneSkVeeZRcERmPMyjcmQooNfyg3GuKsQCHYU+hErmY6fu1bvKdqDGEb4oBJCzGTTUNA48HU9sFw9vR3h6loKkSX1Mt6DMAKtftUQoaEfI046gQrB03CEYSaKRauMD+NLcIPGkeaNI9sKR9IEn/xCcVVAZvrkiulMKbK6rqPtCcpiWqixujFN5cUVW36Gi9UL5zPm/spRTeXFFF1+2KXxa8Ge8HI3tXNRums+rRNwIHHSwCAVbDnKh82NDW5Vb/3K3HOKqK+IV+x4A8i+HqiPh0jyxxKOYthfV69znD2MHpT1/XJdzhbPzY9RNzXF7Wy3608iulwLKNebj4haH4mHqU7al5wOeF3qBENSj39qyVAO7jrgOHTp90Glk4P4+vFDmTAcGvCpLxGyHt4I/2gNtSuKGIHsMlSznaBzIB0SbYMvkbEs4eiH554p2tfPhVQPPBUzrb3H4fZuTgD7j9oRu4in2o2cGaCw07M3AiE+EeMiZZvJc2n+M20dT4tUFsPTKLS7K62eyrEkRkbgBvrbyAxIR4OAhoG4w0+ZRs7v+GoBnsrlRqZ+e2WpAL0P5MZ7mRjlKXL0SkCcWi9vDbupsL3OWnDp1pOHTVYY4dODBW13Fsf+MeisCyuc6Je/juPJXLpb5JBlSLcp+qBd393TH2LXWUmzXIBm94a+VwoEh4eMMClDsiT1wXItddF3kW4JX7aShtGTvTcOiqw+wx1HVlGs7tb6y7OTzXPXeoc6J8dSE9DEgmSKv+6qFEaox1Sx0lR86DaiFLKDF/QWzWabqkb413RjG0Z0TkEBLGzjScu+owz7XpGdUxfHJuf0OkRNmizgnSgn2RrRtCAlW/9vPH6u4AZmUcLXWUHblCbNLcTlHrxGzVtH3R0xyXRg0idQYfklvVO9Nw7qrDbM/wbRybBLuO7W+oLOqcGKv6nvR7NEVGsVJRQF3G0VKHhCqihr+s/uln8ESUaFE2+QE3osjAsd6ZhkVXHUZzEW3Fkc+Oc/sbKos6x8kcRuuQUXzX6d08NBglxbalDmFFuDOvfnlbTlRrcG2wBxuqJmT0zjRsuuowxgnVHzHnVJvO7W+obOqcEBn4oS0BdC39XK4r42ipQ0x/IG86mQa52N1NDFHkwCABTa0BOnivuBGx6KrD4XJCdR0tISmb9jdUFnXqRqKKEkdm6RVDtI1u4J22pNGd66m6ti11CCptTi8TXosMMcasQR5WTd0y6GcrbbrqMEeS2p3SOsesTfsbGuc6dZcosRaXh/OgL2l0Fwa2LXWIK7lQtoIHDnuZBieGm11oGZ3Dq/FctDsbe2phzqb9DY1znRPiEm5VhzacW+qYrvU8s6mcl8yzswZPDQ//1OlddVjHkJ68Cbixan9D41jnxDztwrCsStnZafYi+fVPs93OP2SPrXTgRLUIxzqtqw57P+F7Bv+rTfsbOrXOCTYLs4onvp38cJvE1rbpIY8+j94025nze2ZJzSkuy/sm1326CzHXIdGCzqKrDidbac57zNi2v5GkIOJY58RY0pv0mMFGb1rqWL3zRpsU2gqRPPJccHRuzftL922QuhJ5nPe5N5EVGO6KVFz43TzfOXXV4Rh1+j4btu1vtOCDfHaqc4KuPUri/y6yusPQRnFLHUiaZjz0BOGrXVaWx34c1WaPZKcSHhSiKiTESGYDKOSAupg5dNVh1eocXYmxaX/jb4rQdapzgjRDyPU9dnZsFLfUgcYJKSA6NVxtftAxMzO7anTPt/0xe9U5dNNBP//R8d1nb+vtwIsae+LA2FWH7XUJi0oWVu1v5IGsuc6Je4/L6qUbRJvrskPaWWFLHXi8gIT69lO5wTiERK5KdCVOgSAQeF8XyjwEFWCJ3+XdD/0qwMGkEQxMiXTMyzvn7HkZ0L+L+exTnzQKAhjV7XddHtKn6G25gM1YV2Yu3sGkURiAaG4fE1L+C5+Z1Y587cYhEEbgrcmkERFACG4/Y+XbI7JecdGPt0X2epEfdLMfZfKICgAEt+/NVFkZCa3f91aTSSQykAfKf07EJHwYzJzHmm/+aqvM1AebJjpEovS542tELMJPponbR5uNpvQUIJAFVP8KVn43yj/gbDWlrV75C6KEn0eLjM0gnU0POQ+rGk/CSPnyma3liS9bGNYvn92xPIlUIy7NOkenvDST/TwqeblNC+gI9tRM6muPiBvNA11w8NRL8yt9va508+e0Kxz5Z36t3+Ni0wYcX3Cnvplf5PtCaZ5BfwZ4UK/ML/KzFIhdpJ2QyaBGN5R3h9j8QwSv1LYrB/p1iM3ZR3t2k/fEIMOjQ2yeW9ozguXcXk/dDUUGOAkR4Vk0sfGbuRNvDrH1VEjPPG0mRqYCckZGe7UGszjpQHfz5zGSD8Q3Jx6Ibx4TESKYIMXVH478ALH0I9KZGUrDgfzQike8fK5Uyjsd646pNlAfqvy8phGPDzzMLOKx+DATeeWjqRDpeGqzVfqgavgfErDhTO3QEhhpmgKRbk7ZScrA4qu4gtaSyFQIF/P6fKpCqZjX7VY9PBV78FqmQoQv+P0P0aw5rHCiyzl34q3YnQoRnrK51ikBAtWOQD9UYk9EhkAWEsMgGGaULCgWYw87d+mepCeZfjUjzgmV6MnbVujn2h3NH6W+H6VejzH3+t4wCA+97gOO+OxsnTGcxqqnvBD3MBJ1UeJy7P+7IYSue+Tcpfsy7hqQEZuE2utplFhRWnDbQY0bEYde35uGoA8S7X8I9dDHeHsi1qAdPl9a2ujiv9LuWHXpfsiw28usVawSKuc2N940ZwNCrZzWh9WzLDxz7PW9YdgUE4tLgxY9xcUTsQ25BRmLWXimserSvY7ffjgQy4S0/vjy8E7kTU0dPdVcm/KcU6/vTYJwdF9Do/Abnis8ESd6N+3nGqsu3evK8sI2oQ3FNzhQlisVJY3XibUXTr2+NwvB/BXr+nZ4I/ZEiSqXGosu3RWnIpYJVdUeT49hPZZWIEpYJdkoJPU5SwUvSMUb0VH57GssunRX7oiIZUJpbbhiyh/cpKywS7JRKGq41J1TtckbceXMokv3mNwY24TMhjQUdkk2Chvo+K1wtmj9FRZduussEnJkSssuyUYh5/xyJ+Xcey3yeLbyeONTJ22Ux/utMuacvB0JOLahJTQuCf1pK67bdOz1vUk3Nn+Fc5fuBs4J2Wh6lLTflnPu9b1pimyVihSfhVOX7gbOCdmQfchfPRzMJCDhmORN24aPc6O8d+JIn3PyWTh16W7gnJCV6x3UKDkmeev+VKLzq1hZ3Ce/HD4Lhy7dTRwTsqC/x8XLubOOSTaLDzLpdsW3KwVqBRKZ3073731gcXsHJenO17Xwasz/FEtzhGMPTxV0Fx+CdPOmnQBOzKhJeDGMKbRzJ5QXUwnHDAyaDAwyQA4PKRumFOgmDiEyQzDxiQwkrkm1BObRTexe1B76tnk7W9UI5Ek68e6R+WCbHaRXxyKcGDEpvV/3t50zslBOXLW0liB7XhvGqOMFp7w1L1jHTZmX9ROuK/yuEwh5j3rWvEAp2D3qGm0RGlnzAsNV6MEpQmhpzQuUvlQ8TRMLPWXTuWaUhTyqsUYc46jMkYbuEXuEoa+bAGQxxyUJiGJeaCKQhC2FZCA7+0M/UkEgpGezr4p4WBrGzi1PlaSQAk5iJlcTSqAdT1op5+05pWM3miANx1HpggSce/Rf/6mlEc7zpEdwfyo+heepWjCYAkN8kPkNXvoYe8z74AFdkcp+JV59fa0Z/aiy7Ozd/rO4egoXv5nX64oH4YQarsEFrN2KyD73cXHrkTLagY6zFZZ/ywlXEv+xMVdg1ufKNFP7ImNS8erVcpnqW4O7NENxdvObTvioLH6jyB6RpKjrWgSKXLx04L3BNmQsDCbAo4N3bA+oyz2BPmgwikC3C/pow64T2SgIk+uqiJMX9QJNY0/8tTtdiuDhYMzWTbYQ9EvKEmVZLUDJYXuz75UHi3F3lhymo9TOY2UL33+h6FP9rnDZNFZU9Esjvx7DKJaZQFvJ3rgRuG4yOYSyMtqw5pBqNAyotu5iyuwfglEGtjVvoSUiH7oQDWvQ/ihy7vrUXHdd5LYEtWEOet/j6m4fgrDrk74QaWq9hH8HvsU8HPhkHCoK/dJIsB1CEakzdLrT1NavMxFRR0QyHjcxXZIcPlt8abAbMDAMw4amyG2OQlMdWVxWWXVqd5IEayLyOiIVVzco9b4bUq2IlLmMuaehbvYfw0jkUFH4lyYd2i+YAgL3QlvhOdgNuBhzAB1L53hN7bxMcKRsv/otcYgWqH94rkZW/YVNPaFRbFKpklHn+SrHcfQlrbUqfaQseA5pxxySoR+zT9+xouAvTTokRuTIOfsT+0P3BG9kLBqULIUsi2K1yr3qq5MmXCr24G8RMayLP1d5b1KnK2o0WI6jDFTUDEpUHw7kGd7umDLfI5aUn+w4VuT90qSGaXEI4k3sD7kktVnPu7Vy56MfKQp5r+iLY/QozCmHsJS/YAtORI0CJZM2m5pD2nHUIhDVT/ghb3zWRUYiujJKci+y5bNiU9HIRjkxzD8BxGyF96ADrxVbAQkrBxQxxECRcranDiHui6/siY5i+GRYdbZNapiiZlBR4sM4ZIlM1R2LtNkXyZCXRZZjuXjXNhWNbEaEHRrn+K6VPbO+YsbqEomBiJzgvxwzazpG3KNssGAugFOdVvE49BlqXkNG5IaUSJJt+UBZpEXWqqKR7ZBgtx7GWLFRgd/FELbkBv+Lvs0sG6arHIa4ppuAQzFF/PQMN9vwh0iF4E4K1TciAd+lwaJFRWLsHH/eOCPZWIWTOFjyOJFjOIv5CjeayPxwSG9Crj06xDddR9wUkRpnTUJlb/r+XZUnakXx0raSqktWFNpWsM3TAtx4zG4lQinpx3s8eqqDKpcmWdKnE+EENlSbIGNmOFkkryzMlrfp6xU5giwOKKZWYNvgCZw4yMTU4UxxGqUO7J3BhzQZffXKDz2BK8PTZRv2tS3j4bc4+uiRVPzpsRnzicEms8oxs3CHukVFLtiCukJqk+CBKIZIEZnMVNmcW12S1QJe5oXMbXcpX49jdgvpk15VzafJ/X0tr/JwKGMalG/vPosMYGdJpJPFb8bz2qNLKD2R670I/2PMKwo13qlbEQ1WRMSpIjAnSKivPodOVxM8N525HILyw2YDvDAN4UcZhwsgL1pcdSHdBdylmB0g9sPbZSCsQXpdxqeIIa7U63XpB+Dd6wsfbXM9i/JbxakiMC/Ip0vYMHoRkDWpRBAcK+9xGZT9QjtzLeOxlaZ6ZcpiP1XwcuH+nLr57YJ3omzulkI/Nzw5HffDDkTWSw0/KPeaotqBvOIc9UJhh4rgAqE//UCOG4RSRwVBGRUGVRQRFFFUkDPPaKJq1RX3kv6739p0I4PugQf68FUuUAMYgTqkGcxoI6bjOHw/SDdwQ3kG6gn7E0A/DbbzA7W9VP3W284PBJbdw3c90VRjUrQxjsodZege8UcX+ropQBVzXNKAJuaF6hycuRS0Dsb8Q3wIOUBlzj4ib1URYiAl89wOrBJCCSRlbvj3wtyJ0AGJWU/li2EHxSmBpHRukSIoTpGA4jMoTomEzUz0RnEq5EeYl5RN+cIHFCdCfkQl9nCaifEVwa4JCCqhY46pNzPKyro4+UAm6OIhIzIeT1CcdCD1lgWEzVqcEGFekCO116ATdIg60rwWpPjELHQI6IZ6Xi2i98BChhjdUDyZg6uECNZHPP8WYgQdWt0/5V7ysl72o5Xpb0h6Tfdi4wYlqkG5t2etBHA/Ec2HHjp1KxlZOD+Pr4fbDunaRBhX4R3vAUX0GC5ZytE+kAmINsGWyd+QcPZA9MvTijrm4UL1HObuHrxcicj1wZoLDTsPRDiRiXAPGZMs3kubXuymE1lGUVutG6iedwIRmRvAWysvIDFRjeG3VWo3zCWb+9OKYhqtaoHyc0eQC9D+TGe5kY5Sly/UjiSLRe3ht3U3F7jLT7Ue7AJZd31lRv++084Fbv2jmGMHDozVdZQ+IjdDrzw42VLX5UVg2VwnqsLbkVmx+zm2oa44hg/TIkQgmGEFxJTffUGfhRMe3rAA5Y7IE9eFSBnoy7MAr9xPQ0mbo5sBxBzX8MqhT/DNcQAydV1Z2UA/ykJtWIDCsci6m8Nz3XOHOhE5D0empG0YHOrdEF4SyfQH2Nm0nghpMqef3RuyhBLzF7TuRJou6VvjnVEM7VhHoYdqHmtQKi8+2xM58GnPi6zW4akYY0B6RnWs9nSfwl8RkYMctQURKVG2qBOP83BkMvhKjV0/ZEk98HU4DfKO7Y45vuDds8WA353hurmdoqasK7dq2r7oaY5LowaROoMPya0q26u1x9qcX3440Fo6H5rtwZqhS9hdkef6sag/4FxlUScai+HIjDTBioi8orHMt1gxPrPTHYCSEVK+T05Gb+/Hjvxl9U8/gyeizWtlkx+G7s8zcGzckzyFe8Mi4LHRXERbceQre59Jw/mbiLbKok40NsORCdlXVtz1Cw7Vhc6baQ6CG1E4f02zfXcKwp15dc8wJ6o1uDbYgw1VEzKKWb2h7SvVEU6jZjqh+kM9+FttKuv4nqhKFFQ2dWKxGY5MS1vIrH2gq6zJ29Mnn6Y5vuymbu9N9ptOpkEudncTQxQ5MEhAU7UA7xUbikWKpjzPHS4n9NmJCdXVakBS06L6cKCyqNM31vrQqWdHshqOzDH+WCkR85LjeyyXm+kPVcZm7lCRhTLhtcgQY8wa5GFVS9CjpLjSZu8ihsiLOZLU7kReq2v1W9Mx4hN4q3GuM9SNs1OLkayGI7MbcCZ/Eopsshb7SWdaRHsh5obuHHKhbAUPHPYyDU4MN7vQMjqHV+O5aHc29tTCnLYg0dThWuNcJw7L4chkOZGf5EViP9gjkmkQBRmbuYMcw6JIHs/OGjw1PPzTaJbxrBeH9ORNoG3RdklpZkwPO9eJM2w5HJkEKZlhVuSArtQpTYOwqTKAtfvdCf5vKz9hXdmRPbbSgRPVIhwbjWLYt/cTvmf0IRX29BFW3Bmf5lgnzm62w5H5QfquVn0pIjWeDPkmMv3xi0TQsmC5m6Bo3fnv/5f/w8a7LqyKfE6TmlO3ZMv7Jtd9ugsx1yHRgtFcn9y8enQ4N7NlMeKC854+J69BRk9gcUwy9nTHOnHYDkdGIr7pI/q5h9tpkOt1kVSnyw5xiQMz6B2+RVDTP861144WrjKRttI9h9SVyOO8z73xCocVGO6KVFz4XYykA9HKnayeByyLY9Tp+4aBVbhwfitvLjy6c+qlCR/ks1OdOGyHIyPLNMirr1sDd/rkSnpo1QSxB5ZWPaJ6g6CmfzEpokf6UpRIeFCIqpBweI/LbACFHFAXB7KegyD0ILnlrFmFrmEmzoIfAoWK+l7RInSd6gQK1aLNcGRkFtjWllDcTH8wc7W7I4uM185ye2CmfzECAL+/eW7Y8uwcuumgn//o+O6zt/V24EWNPXEk31upyCvPrIhNpGBRDHEx0/dr3eQ7USIPZB3qRGQzHBl548OSnuHuNAlhPrKDjAvLzYGY/of/4V9ePxL4ZDDh5xeym6wstwZielRAeDB+17blCusUrrQZj4nlxkBLjxLA9DsyIgP8tds/WW4LpPQIgfAFuoG1I11EzES5NVDSowTCEXz1Z4tioE6suj1qBzcFQnrU4NBpB6OZhkGicmOAkz7QdSKLU4v0wQaWW2dw/V3dVOwf546pTNzmT1WY8GQs4caJX32EW2fQJfkp5jG1iQ9XYof+FevKoE8WN873Hu+luMeUJm46sxJLps8U183z5l+uL2tP767EvnMu7rxz3h6T7F0VaJjMlglBTwh1uI5TXTXhnPOLxbY4MdvqGqluHFW4By/Ygv5WFusLhekeAb669EbIqhEoBWTTjL4umdPoizsbUD4itzku+PV4dER4hyeIB2VeaJU+wwHHEgEfC9XZUhBeFIcT0s2Gvm5N7Q/pwJn0fc793IkVgXs9Wepqs08HvMG9Mg5IQ2Nh4ebADCpgUfQDKxMKJuBTEFpJu3dSX9vwKjDLSQF3y1oMDAsLxnzRmpLzQAXEjAi2wT1iTpPwIlEUvtx4514/KQcquzgRzqd6kh/d/D4RuYxqO6sn8QGHZlAR2BbtHpAA+RFcjLaQzwpuaBcxghSgRozoEAwX9NKsPE/VgsH0JZDzXNagHQTuIP6ZJuJKAjsfPKA7XUnEWBkKEiCCdknWnFzA2u205dOYQ5ttUiaWxmQHf/ryPCoPbm7oA0tT0iKYtrz2iNc+u8mLpaEo0ZO3rdDPtTsiUoKi/vD2Zt8rDxZVSXqS6VczFglFnEilFPnR5it9O3wQ+VHp7ZjgixQgwpMRRMk7THGf4xLShiSbiWXa62mUWBG5cSNw3aTIbQlqwxz0vqvpuWtAxiKhLpcJlKgp7bgd9VDC+yPnghcpPYQHECF4G2Z4CGYsmndVoZE4pJzb3HjTnA0IzXeSBGsy1sxpREpNb9jtZdYqFgmFNPzLqxdXN5DXyvnUfPmsS3q96NXL0BXbOe3coaqBKtHq00RDUYcZvQOodyaVqtbu3tMqx0p6fvvhwC6hPlwoeYSEsWy0Hk5HmtJcXvgiKzxKY5c1wD2ViPoS/svSUGwovsGBSd1wLrXBspreM7FISBEsaEuUmvo8tXH/tYsrCl+k9EhwMqg4niq+2FRU1S5Nj2HdpM2m5pC26lQsElI0RLEPSloDUcImSdEh3ZyhNVvn2+uFpZFI6wMOY8Wkhilq6h0Ri4QUWa0XP0WNksIqSdnBH5An7vfXoaHIWVmgiClOtfRsEooZJY0WoKWwS1J2JGiaz/0y/m5QJOBQ9DCkZ5OQMwm0G7skRYbVA2AF/2RbkxLSsxXSG5+QrNGT7SvSw+oBsMJ1vG1SsqRPLegJjUuWmnogK+Fe6b5IKTJWjQ+hb1K2YV/VG37TWSTkyNj2+1bEjsIXKTy0C7Jq8SHUly8xJAPYWRLpZPGbOouEbEgb/6I593UG7y2FL1KOnoShNU3M/i3YqK0/FY5ul4GwBul10VkkZOV7DzV+Fr5I8Rmu5IX+GxSprQ8yjkS2S6GfG56cioFzQs5M73EpDK6ck5QeZ86bOz2ID4HI/HY6KxjtnaMX+kXHu0c1vq7pLHO0siMv6osPIeoLshPCz15fxmsZU4kudDw8sEN8CB2fRizS5BaHkG2w9MVwnjbqHXAv2fCpS2Sxe7nHNZyj3Qv9sFHPmhcIfddOQDCeMHALDdHEiEnlO8f4EDYkcAuaiauWzJt1dSPlzVgqHM2teQEJbM+J9TUbtuGJZs0LhB4HIoi2A5vBQdHMmhcIvV9d4kP4wVx3Ut2aF36Qr38VP9ePyZoXRKA/hDpXU5DOLUhvHLWqUJ7ukXBVITx9XeGpsrBQ3RwX4VxZajkvVE3U1JaCkqit/SEVUVubffqwGzAFhgiwGlZfO7facBwVgjTDgHzWvEDjbWtiNKPe5DxQTLn232kNCVMlIjwUKwcJoqPCDH1WJBZLtDPkh3QcTyNudxTVlJNqoDQ6H8hyF0yk23VUbbSHXonGBksEGH806szhoBrIjO4Jxu++8gxdAsIZLnOrozclPHQ84CPMHVj4rR/Qve6w3aAXemJ3KTXtTfhZQKpfmXVo4PDkkI5UwHliuhe89OHeYpRSlf1KXCRgzehHlWUnSgFxdQNX02SfcoLkit2HJ6x9HzihhmsxSql97uPi1iPlMJAiOg7UAqYtjTrXDD4IpY33grkCsz5XzqOUSsVrRl6m+tbgLs1QnKWmKZm5SEMWuAIqoz0/94E9IklR17UIFLl46cB7g23IWMhNU4K5trGbkMp5via+H6ueGlCXe4IXIsZRSnXVv2Ckacy/d38kslEQJtfVHVjY+DgIIjHEkNqdabUc7I55W3dzgbv8VETEqgB0Z8lhOkrtPFa28H315elT/a5w2bQbN9VtD+2xdeHodw/k2hQEDVcquj13gscwiuWBGCgrWdMopZJDKLvukUhzSDUaBlRbd2qWx10wysC25q3aBv+zAK/cT0NpS8SyAFR3+xCEXZ/0hUgTddw234FvMQ8HvtW4qR5o+w+a2bp0fCKX5mO+de8FO4QiUmfodKeJuvE7ExF1RCTjcTPmK5SCm+2MyW7AQHOpzIajGNozInIICesCUN2gpPluSLUiUuYy5p6Gutl/DCORxVCoNu0yOzg9dS/hOMOh0he/5jjM0BdjDqBj6RyvqZ2XCY5E5in6e+IQLVD/8FyNrIg0iGa07evcqnUBiL6ktTEvHAUMDOO2OSRDXz3e3LcbN9VVHxKRFXXvH/cEb0SZj0uWQpZFsVrlPoZQnDThUjuExd/KHvCNYfv62LoARBmoqBmUqO7KM7zdMWW+RywpP9mxGzfVVZ8XYS5Jbdbzbq3c+SyKGiHvFXlxjB6FOfUQVmFOeeqGYVGRsS4AUYtAVD/hh7zxWRf5k66MkrFqtnxW7MZNNZKgta7vAB14rdgKSFg5oIghBoobZ3uwJyJffCWlBDRVC/DeuoCAoVO3AGSJTNUdi7TZF8mQl0WWY7l413bjppoRobWu68+hcUbtWtkz6ysurC6RGIjICf5LdVCNq6KGR8m6gADvZwzQZ6h5DZlYWimRJNvygbJIi6ztuKnEcw0yrJP6jLFiowK/iyFsyQ3+F5GCuod8YrjZhZZ1AYh6hptt+COWfnAnheobkYDv0mDRYtxUYuwcf944I9lYhZM4WPI4kWM4i1mDp6om/LQuAHH4EN90HXFTRGqcNQmVven7d1WeqOOmmo7WJSsKbSvYggS4cSAlQinR1/eYT1SLDk8LmOyJE9hQbYKMmeFkkbyyMFvepq+Pm2o62f+tWIFtgydw4iATU4czxWmUOrB3Bh/SZBTXfboLSgIh0YJ1AYg+eiQVf3psxnxisMmssuQJd6hbjJtKVJQJEW1VAWtFuT16sXDnJsEDUQyRIjKZqbI5t7okqwW8zAuZ2+5SvrYnIX3Sq6IvZoajWKTiwu/2BWCee3QJpSdyvRfhf4x5RaHGO3Xl32DFYtxUoiKxKdCyLSLp9ujBYtdffQ6driZ4bjpzOQRl+7fZAC9MQ/hRxuEC4/nV2QAKOaA+jgJgiuiR067XpR+Ad68vfLTN9Sx41xbjphIWhndraHMaacUt0oMGES5hw+hFQNakEkFwrLw1ZVD2C+3MtYzHVpqqaRX7tt4OvKixJ+MoAPjkQGS91PCDcq9pelN4XnEOA4txU4kLN2vwN0mpaKpEHKE2IvSoDWZ69AYvaRyspHNwktbBSHoHnlRPmby5InlSKm+uSJyUypsrEqenUnlzRWo5vOtPArfb9lnHUcMXzpMadY/MZkDLtrSor2u2A1qDt50fqG2OS9Vvve38QGDzQnv4ricZWwr03snO/o1oxv4QuRHUvxGeUVebfXoA5CyfK5XyTse6M3fI+aa2dm61gEo9Lx3eHhIpZphVgRsE+eaKZBexNqSt0l8qs87kPNAA0vE0ZhcpM3zQTIyYZL7NCYujbTuxXZ/qQXyw8SwhMpC4Gi15M+0hPMFUhIM08LjDCzQmsFANVMZazQcdOwUZz1M3Z2ChOpBIaieXoPfmTYfvTnsU17tlGJd0S3gID/B7794jFVnojqA7mFxZdGHKoyh2lgpRXRAc1pVNVWhTS3lswMpJhev4SHn0Ob9YUPND1oKURwbgxojokBbbEIY6utgG/WUXd86cT+Lb0eaIdHNPfDtKUF8eB9fkTRQH/rX/uJJ0kwiPbtcKRjYQpUDF3BEcWPcS1Je3Iry3hjUFwiMoTtZGFFCE45YVC+nRzSOYyqLFwJgUCids0579oQC++0Agxs9euGfSo5vbbAq6carn3nkLnqdqweBXSomulT4zv9Kfprm4ceTAj7oF6gAl/EJj54mtDx7Qjb/s2Ch6nBqqv3dW2a9YiNsQB85h99cFmfk0nVgW7VDloQfA/2npAtZuJf6O4cZoSPBw4Gyf+wl3tXL2GwL0M02IRHNH+o/1qKPOPi83WmmYtbODLxMSEQWTA9gRZ6kJp8RvB3BldloanHLc+dCjRgVKdloEEyMBxwZ1eGwhN6Ug4F7ZcTmNPgCJGI5RhumRjYIwuR5TgqL+8KfN0CsPTrYUSXqS6VczIiLbm/2xhBYdvPTY1D0QAwbqsEDcXOAuPxUR6aoFfTHWOYEPfzgMvX7rsRS4VGzK2WbkR5tfNJ3lRjpKXb5weMHUeZum3bG1b2CgaA6pRsOAautO5MaNwHWTIkdZqA0LUDiOWcZdA8bclmIJ5aD3XYxRwj8yjcVnb8yzAK/cT0NpSyQ5hLLrHjnUOVEyPn63TFBJk1CUTlCiNq9uNnh4wwKUO8YXTB35vWjH1uInqGgPPxAjoo6IZDxuzHdS+CsicpCjtiAihwy7vcxaRSRJsCYiIykRKbMOJDRtojmRXWjPxDJWE2rCvXOdE+S7R/RYZLffRxN6rYMXVzeQj/kLYsuapkv61viCaQM4tt5Bcd/Ay6eXacMYkbymtocaHJk811dvf8C5ssvqt5XDvJWqltDTKsdijAZl1Q91Tm0QqaNNG5JbVVnUOTFuUMeB9j3Qca4tiIYislXT9ttPc1waXzB1AEkRFPcG6FE2DLBsWRSrVe5NkgRb+tZ2Wz2Y9Exi6nQNi4Bls0+womjhv1SeemPYqD5WWdQZr4GhQdHI1Y8+13XBglZvTkSewRPR8ijrL5hC0IgQQHG/QDqr3L/z0Q8hhbw3GdITVYmC6lRbI25qDmmbPRwEJJVK0spfsAcbqiZkVBZ1ToyIkmpP54riEpTn5US1BtfqC6aRsCERIRjFvcHGXXOlHigrzQPznDcwCUhqWlTHtkLr+KKoYYqamKOF/2bMN+iop2+aqgV4r7Ko02Do1C1h9uN5v/IY+dRVb3UDLVXFpnk5cqC8YDptxAvmhP78gOIeodonWBPZM+sb3EJdcwJvY3La7F00/ufUrFnlfEyPvozJw6qo4VHSONdpYE5togyfwr426EPdjNnQBGaVF0ynOxxUYg+nmRhfEezaFyA12srf+LvjGjfQ5mJNHa6NM1bAoVhHilDkbZWf2oKkqW1eQ0vjXOeEEJ+86pWlAWUxxWRFJXTMMfVILCUr6+KeAJeayCqc2OmS0sxQEKOQnr1t6MildshqDZ6qmvBT41jnBP2iiKTqzFIe71cQ6nY+ZETG4wmK+wAKuEomrp0egXqu5S6ibZYlfWptrkBdIur6edUT1aLD0wLcidanr8pbSsDxLwahBTw3a/GHnwzk1Y3kM8VplDowWYOMYg0WzbZhX9UbfrOYjWsbVJuK6z7dBSWBkGhB+3uc65wYdfgcc+UV7XxOk5pTXJb34+P///ljXpAjtdegE488Ezfd05xTePLOPeZlXsjcdpfytfHaIxfOb+XNhUd3zmHGGsDOkkgni9909NWjb9j6XoHhrkjFhd9j1xxV2ZxbXXKqc2I0wT0VqZRDLGhJpq5EHud97uNj9c4bLXvqSPNakOITszz046hmk+7BkfXXgxemIfwoRvNZ8EOgUBEHt8tAWIP0ujjHDMb3tM0GUMiBtlk9BLh3qHOirte9qeKVyxQObEnCg0JUjWUVJ00zHrhT3VB4VIpbYHncWfnEoWH26jeJQdkvtDPXYiZyMdP3a93kO3GesbZLoZ8bnpyKhTMo3Ikeb+vtwIsae6KoRBAcm+ucuPe4rGyWg+HJy4cDa9I5dNNBP/9R4scJvBndUDwlnfDA3gE/E7d3miLwAmdYH/H8W3wucwfq0eoVqEwWgcAXOrS6f4q/ZT3NmmIZ3k0WwcAVkl6T193YLRBsi8iFT1Imi4LAdRNhXIV39LUbBwGkwzS0byeNwsBRxzxcqJ6Dv/VB9mS/n/aj4aLIpBERuJ3hYBlFbY8nayPUfreaTCJRgZeYRqtaoPyQAZGBAxEIZlgBMeX3OPPNX22Vmfpg00QH4mBn03oipMmcfvZIs9GUngIE0ldsd8zxBe+eLQb8Hmy2mtJWr/wFWUDJCCnfJ8To7cPNw6rHk+BGFM5fu9k+0ssWRg0POZQX0qsm7Dg2gwamSBzjqPS1l8XckGeOEXNyX3tEX0HGZgiFO2+0rFYH9Nj8er/HRaAqg9/m1/t9oarx3ptf8c9S8OBMus8f0jd4c/ZpHKx5blWSk9iRCuLZSdF6KsJVxIDqYsQUztXkv0oyVZJCCdy2uczIr6OeD4Pcza8xS773qAMndn4CLD+aNEqS6+zKo0kNeiKPLA0eFWrChqylakF554E4JoJi7GHnLt1/wMbHQRApnQrvtHOBW/8o4pi36s1+Kpfu7rwYY+z1XWOMNMH6Jkq0Yz930wSue+7cpftjOO5CzHENrxz6BN/EJm+RThclolciDr2+64slaOc+NVcrA5jV7lh16f4VSsHNdkbkwKc9L7Jah6dWeb/IEa0cNS8C+rtOvb7ri3mKassxSz51jUWX7kp6/p6Sx4Cyesi4x9Aq7xv8x1rX8PeOvb73NW5eG3wQ+jHgPgONVZfu8xBKzKmhq6c9eGyTd6gfuEpkRrFjr+99joOnIz9ES+Xiaiy6dFfk9a6erlRHcGyR951HQtSw6PU9JViUH0KfhVMGFl26x2g7qIumhIqcW+R9ABmNRfb983xd8UgvF1b2zPrG9FrmhPIWee/Bnsai1/f+QriyiKfCokt3o3N4ZUrIQsXhpgK//2a9L/SsLCzeilU4sTQLnXFZxfzwKpz8Zn+WgsdCAlxLu7A/LhKQVZXcfZEA9xETiy7djeb65ObVo8O5UXLLxiHVjzEHcOHY67sWcerS3ZxeB6KVO1k9D1gWG/Npor/n5SokOnLMnvIM1FE6KovHwqlLdzNZz0EQepDcssu7UkaJdMcxe+KrNlj6Mocu3Z3I91Yq8sozKyJ25E0rVQvKh0uO2dNf6Uih66ik4B1QnXuPiMGjrjIo0Au9+80zzURuQW3E0uGEJkgn2hky/8V4pfLFPo/b+Vp3NEEzEUJRGuWY2oxLWZBj0UxUbZRGj+wgZYAPyohEMQIqd8tOMi76boBwojcl0vKeESJ4W66wTuF6b0ZCPWgvsn7hM2vekREZEkyqD0kvsn5YY1Mp1C8gP09wlmAhvcj6I+hmso3O6ATIjCwEElk/YS+dNpYdZknoZGGhu2zh1vWSLDzoN/Ux1VUTnnLOB4tbky7FykIz46h0to6uRL0CKhaq0z0Sfufcsri2acz5ZKE6fV3Qv1TcKTlvLFQ3x0W4BXfK1a7jVDcvVBiWrOa3kyRsKTB6qsTIQhT2hxIxTGE2+yDvene2nItXpQ52bplJpoKRq/JRogKcxM6quFz5KD6elWbxp9LNin7vxHU7zx3dRW8qnOC9ssscl2BMDCU8lgxulm3XZOl4zYqJcCCzc87HzIZReGhMYX5lxbeypUB5dPsGzJz8GkbhQb0VtGUcKAcy85wAaVNY4s5xCdoatZlHOFDZps1O0uvZ2sTHj/BeXNieyjY8+fEjzMGaOR7anwrdYbOeuaQeoazABxntQCzw/ozLEuNu+O0kHogF6Qx3usDXNflAch16mEMXsO/cgiwQ3D6EXtbLfrTyG3YlvbD27tWCyKQEaq/753HxcJAjdBoJFY+dPdt/F1cBM5OatPa7txBQY90gR/tARB6IflniEu9hw+TIJyvOXB7H3aODHjEzuC1mdA9ErffgM+LkMZRMEvDcgvcIR4PFM/yRJs0LrUfo83iRLMEbg5BInB3w6EYF/7uUudEHDVYsAnnTaMOks9xIR6nLF4okPcn0qxmD57CoO4PzmE+boVcenGyJyBe1kK55eGLYtm6yhaBfuo+psaPYhrriGD44VzRnD8+7J69aToapgry8ByUGIjcU5mKeuC5Erptwc3jKaMMk4eENC1DuxCzjruHQFH9EaCrBfylylIVaLNPCsciR24Whm3QYnhiuD12IhjVof4wV1lYcQl9xSWRR0b/N1h9utpy83YYCZ7p4DF56bI+tUn22ne6UtDt/QetOpOmSvlXmxWG3l1mrmJzDKFa9CUiKSAp/RUQOctQWRCSj3HEanhim2xyFpjqbZ2M1+A/EmK4fshTT5tCiokWz5QdOTe9L23FU5gDzgs/YUYLanYgMyFraqmkrvdMcl2Pq+O2HA6dFis+hahE6Is/1NfkfcK5xHp4Yph1o6qeURrF8gZUxr2gs801EtnxmLSraa7YykbZzj/R8FxiJUNFTQ/0FEfv6mMHsPIMnos2SZQXPxCmSBFvaIayhOQ2JaGsshieGKCIlis9V3ouE7Csr7voFh+pC541jRd4/flNG5e4JWj1ZWf3R/AV/UH0bM1fgvZ1LcqJag2vFqU0X4Rnt4O9fY4b0RFWioLEYnhieLdP4UQqURFq0lYLWPtBV1uRt54ocZyWMrvU7Zk3aWenUewyy+vx7Se7OyiaGKHKg3LE63dOIyau/NyCpaVHdVVkMT8w31vrQqWfHG8XwyVBdW+QYf6yUiHnJ8T2Wy41zRY7bpYt0HGEkX9sCLN96DB6b56Y1K0MTmI3JWfgLDkS2AvIicgt1zQm8VVkMT8x3xJxajDcL25oeZZHdgDMZiQhFNlmL/aTjXJHjaKpo87ZGsJjX7D1sKVxijLaVgcOFDnb0536i2lQvNSoZcuRaZTE8MTwbkNEMcZVtixP5GSsz9oM9IouKkkbVmlqQ+o4g12twlzMdpPlGtWkjjxcHUid4IEpbO0bUJaVfVm942GJ4YnjDX+FGEylLmgQpmWFW5ICu1ClpFf0qEjGHTscP61zPwRpcGS7UDcjbSMBxHDSrbL+q8kzb2g1m1MWN6WkWwxND3M2jpzqocjnmB+m7WvWliNR4MuSbVlG8tC1jcOgU73HyHbQJxRCHBA8HJkkKykmSNKk5dYO3vG9PUgxOKMzpS5mMnsDimE/ww2J4YogO4YeewJX6a7+p1x1luYdbi4pcZNbtJHnodJuAFU3vwRUkHPYlP5m04IN8FjmH1JXI47zP/Ths43cNm7sunN/KmwuP7px6cnNRRpoeiE7DE0M0nyb397W8yqNdR7FMg3zMOQ1cGQunilxk1romeOg0H6DHyYOQhydiioihyd9oF8AnPChE1Vg64zBXAP+rPhNnwQ+BQkXZRfUAvjgMTwxID3VVf9WFdBdwlxSzwLa2HFAXQg4Vecj0h0BprzFrvgB7nDwIt2l6jgdorwwkD2SVWe/QTQf9/EcZD7mBTTHExUzfr3WT70SJex+iI4fhiaGSrf1UwcuF+3OieOPDkpqhdqGwQ0UeMj2VUDt02gd2zKW6OIR+oIdOzXtwTpFd7F7m0Gk7MTvb7KO7ePdg7muuYrOP7mLEBPu8wpXe5XQTwoirNgHzD5FGLNJy5hlNVK264l7Sf/dbmi6gr37dAw+05+yrLN4fjMB6PRWvD9K9FXFeg4w8Xliv20ke2ayRRjX2a12Txjgqe4She8QfXejrJgBZzHFhiEzmhTJFIrYUtA7G/EN6Bz5nn+aBznOrkpykk9pWMztRrP1X+6/2X+2/2n+1/2r/6ZsGAG0BaNg44s3u1bQV/ifr2Lgue15Xr7DrNo6Ys6919TWr2bgmm9XVLFu0cR+x/Uelq3Psqo3rs7d0NdYKtmXjiJT9o6iisvAHO2/jElEA+MoLXWeeSUZuke3ZFpp6TmZauXk2khJNDaeIzTNvrrGLQ/dOy1Z4Nbgn0MwtsVe90HL2WfaRnVuX4cDZ6NgKb8u4bufSVTYco7xSaDjm/4S3Nxj6IE+gXXAN+QUArXVLl/ose1i/VviJjPWTraclh9a0a4WvybEzydjNzwCY4znKTXoVwMxxYe6HMFYz16wVFd/AjbiH3p9PD8UHuV4nC88/RXA/oMWnCznJC9RaMYfg7SYmr3cGstkJLxQqCv5EP8hPpdNLRt+CMqs6F+pUPn5tsqAu71a/AKMlO8EFR4tzUp0YLQ+QNFOK04flMPK9aNg6UKVg0+CCIOYGLdLdQUdPL1wLkZ61C37QnalMrewNujk/KLdPXtlOBg7/5rmw9EUVYI4ZWw/EkVSfnQlV2a9M7r8H2ODCK0WQiNcGqThXK5DM9FOc7koYYvlOVWTPQhE9qvW4eTjIosXNFMpSiB5+RlNkzx4QZOJoowsTbJ97mbRxrB4Wrz709YIHKaJN+F3n1x55FUHq8ylSy9BY7Lz5epZJwaHKJ3pjcXMlY7FwsJaChGp2PlhRSpBdOW1+KsPxlMlqCJvbH0Z+j83j8zKs2U8GKW0JfFpZLOONYlV7xRQVKwv1KgN/gqUms9RroizZxoV29cTUuHi02Xyy2r6wkqEszWj3eAHthwNRI4v3dkyPUkDelojcDfFGW6hTJfivHX2V8cNneer0U9O69LZGd84wGdjQYhSlGapmZLyxjb8owQTLTWoprdagUGqrKcXqDO5F87p03lQmt/wibNiTDKzExz28FiX6NKZMbuCJaLF4uPjCNBnYkxL+AzFeoo5Y+pEfBrlhRhFQ17fhCsrGw4Ubeen+8h9julAEvozZuskWgn7pXhVxsnDZDnKDY5GRqBV6UelUJijeH2jjnqjf0LcNs+IUPQ5lSHnX3hksxsfd540Hoio1hVKHI+vJwN4NHMTJj3di6VuAEqk7G+/64IcRsC+SHELZdY9EPnQhGtag/TGmy2UPgOr2KE4DEM5N3B/4fVDXQn3Q5xkxe+IRHThJkZQruBzXzbEK74tbOepTJrPQe2c7GYznhnjdiFiqQKqyWqlXqduoUzi+E6mE0BRpaht2tzkKTXVrLBsTEqYzb5/8laZfTm3cVrKwNrEHoZYeHXTPNOLV6HQHjy4dS/HnEvzD4wUHJZF9/A+25oZwFGcZmEL9Uhdq+505u8nA1quAUCZWir5yKqCF/9HCUNuz/j4odUx2oClqruwqe0lsa0cxy3MicuRTlylg3LV8wGvsnFTMHg7KNOZs7F5tp6AlinBNQFQCWjJ1sjQASKfeXzyxmAxsrFYyIWxb/KJyPB3BucT8mbj/bKFPVvQwiUhph72qvFfU5rRF/4mIksimTAnjyclQm472TOQMEtbnUfMSX8/SuLsylYqDVhcl3APHyWAc51En1gqMYkNeFvZhZu3I0RaciBoFSoq2fkR7Vnut2jJVjNXnN4M0cGkiywRNG0E5tSsi47pzYOiULgPJhwOZasXX7Vbbg2DbcTKwUE13k3+KjO9ORYkP47AIn8fjegbAPflhNorhk6ZB27hqXoENjStTyZh7XYbfTd7laFv+ERmvSXPqq3oZWhJOZGoWC/cB/g+nycDyj8h4oUR3HFrwYjxEOiUfqJbemszCtuGAddnJ7pSUyBePtomswb0sTrB3LsEzmbLFHlxaTAaT0Pm4btSYzww8SP8w2ICMZog7hfXqlRiiTWQkKYKj8d6A63tIujPV2mD6sGXKAZIWk0HcxPPhbag4yGtVGojIkxvYMfgKN5qI0pTVyxwlk4iUWTMgeT+hbvsUDmRq5TjNT4PPcGMxGUxCu5BQV8mu+0ykrFV5VzATaZM1Pc2jpx3LqHI5db3J4s8aF9v7ZpKAnQk1Q7opUywPxBzRB90hvLaYDCahuT5d5RKxRfgRq6isnXiJOS4UFlRD8oqM9or8EC2Bq6mrx2UYJe935990vpVgeORgbog/kSpwIVOuWE8THG4fbD3pZNpwOGcxGUxCcgzu01X5O01WXeq0bkX2AjdmK034bE7kcR1WxhZYVTbnVpdkPk3u72t5lYdDmcI+/KWBHn7yjTiQjl8cl4L6Q4RDimgxlbr46CyHHrUbsZkMxsUhzmxEANq08FRMsZZGifBURFYLKLGTUO6sBxCEURXy6tNRfnjVhXQXcJemskRel8Kcnx4mz09FHEmLibQMUzHycPB7r1vzC+3DtWu7yWASQOX8Hpegn9hVjxYmyz61hFyopb1MDAve2Mdh/KFsW1ciCI5FZGs/VfBy4f6cjMMjzPgv/Vf7rwZAhqD5C/KyXvajlV/TfxIem3yCP+OqwUAkReoXOs38hC826uSmZlMOW7t+dUV90+3ECVDDi8LLB+K4lQDuf5lSeAuaK9g0vqdqd1Kbz3Ez+aeZi8NXp1cgMT5TtCmHqaMCLZksAKLK+L/irX0g8suUgD3NCQRzmj41mdTkzOd4kk8zsR6vrDwQLU3Vphye8hQeDiaUOeVXG+8Dopfj80CEE/ml+ozhezbaGL478AssT3JySLQ7qaeZSGpYmrJNOUynl72QSUNE9qA17u/QTcgvNrr69wncwpB9wxSzN9m99fhrUk8z+KZsUw5HdQq7tt7W3VzgLj9V9yae69/suK3YJ2dJIlzFdSIbBWFyXf0kC9j4OAiiJhSLwL1TWSIZAll3/ZI0YePxYcMrlH6IVEoFr3yi+XDYT3uF9myMkp6spWpBeUfbVnyzn8qluzsvxKFqA4cvr5oll2Cof7RfsKBMK5uhVx6cbCmS9CTTr2YM3oTUPpqcJYfpKLXz2PEl0dy2Gl40uNDJMuW7ST3NQIePWm4QJUexlGgrIvlR7/q5dmfMFGvK4WcuTUssPQvwyv00lLZEIt4rQshrWzFJWyl1Z6M5pBoNA6qtOxF5DMddiJ64LkSuu+5YltxDM4CSfIHZCICg+RdK5BX3VSiEHpRivsD6Jkq01Y+t6mo7Z68cqzZah3PFIZsdWFJe90D5Rz/KQm1YgMKxOgW4a4DBw0Gb4EB0d/sQhF2f9IXVSyKvQqqFYUB+qDmD9Uk8zYBVClDow0WWrOqPNAD+scgUa8rh5ykcWxrF0I4tRA+VCaykLr+f0KcvIrLgs2Yroh3bCYqIOiKS8bhRP8+7FNxsZ9RtMJuyZA1K5cVne7IEYXfv3dUODLzWwbvjEO9PETmA8ErknfZ1qUvQzn1qrlYGMDvmRY5o5ah5EdB/OHCq2ugurR13L5CRQD2s+Royylzgr8Sqy1FbUF6NYbeXWato5rJ4Z2Jwg1LOuyHVis1LIj21hgQ5zVxAa/JOM3AN+EPk1cArM1DX7rXB0zfNbwF9kSnWlMPPPv61pQaRunUzJLcqa/gzY9Zodfmqfj7ad0vP1YMD53jq5k6C4EhknqK/JyIqm7JkG2qPRdQMle2csrbg3FO32/fhg7IxlGagpqd+EN+Sr9R5g6+k/QfcO1dtilFSPdp/BU9khhntSP8X5dXKiJb3uTLj+EpHGZo6/ooYfElri/SjgIHNS3IFO9pZDY0M6E/eaQZsA3UvcK6NSn8tLuFWplhTDj8D+mLnB9yIIgPHcqSuFpbZnlEWZy0aYuPr0/0auaaytb0sitUq9zGEYmBRlqIuKjb1f42OlsjimAfix6eiRIqymk1PP1Q/iNWp/9MlMqPYsWqj39XVQoJyrN6cmnZf2RsKtswrqjo8E4MErIlJxvDpnCWqDwcWL8kJNBUbBvtU5ybtNOO5wUJVNLrUX4Rtgw3FHlxNuaYcdhqkLO3BRoz+YfkNLpXF7/yF8m81ZN/+LNzYv6fc+SyKGiHvFXkTi7IUs7pLRUtfmXhcijFK5BT6Zo2LK3LnGY5TWlRtdKR+mniKusgTeCpyVFWqGtIzlFVQnRqsVfkpRi0CUf2EHxYvybIhLV+3CK8m6zQDV6Kg/Xv7OvU44zqsT7mmHHYikpYS0FQtwHuRS1Iif9KXA7oiWz5Prfi1/v6WjDkwT6IDxY2JRVmKDd2itnQM9KL2Yx6IiUYUAOgSqlTMAWRUVlUbo01OedH2lEltX5lCKkptSU1LWXjX8UWnNAhhliXS7MGxxUuSoqz/m+q2oTJZpxmfLc37lcEoRShqlDU10Y+lrEy5phx2fFqW8rAqaniURM7w7+Qv6iIB32WP3JzK9kTPnllfcWFiUZbiapyeROBFDdfN6S6M9mDPvmqzBHyQPfwtpfSGyIxSxS3UNSfwVjndqCv6wIpZn6HmNWQsXpKQoaav68DepJ1mwMN9XE1DkzOZck057Hi8t3QCTdUutJSjYq+lxKzIDL9Li00Znwr8LoZwZlFWXKTw1GV5yU4FMvZVm/2IVZ0nJWOewzvJsaxN05o6XDvhMCKaN+oRabbhD4uXpE1ZUzOanazTDFybvn5jY8o15bBT49DSGvp2chNl5yDLjeSqb0TOWZYhmXFahZPxsChr/Mxfo9q2swoJx6pto0xWQjXHrYC9Uaz9Q3dJaWYoiAMSsuvTMzrE11xA0+IlKRGo5qq657AxWacZuBl92r8ObEy5phx2+gwsdQz/JovqLsAFvSv6IrEfnMLSOEmAOx4WZcXDij4Bz3t2JCCrKrn7StXW8qTf6bsqPXYS+C/UFAL1zMNdRNvRY2XT7cTkBDZUm2DzkrTgo2IF3T00J+s0A5eHee1iHRtTrimHHZe2pes+3QUlgZBoYcwrggvyaoJrNGS86vr3UJ1GqQNnFmXFwy5kFIeQtnJI9WPMAVxYVO148QqRKM5xB9oifA0yegKLNiSFf2bw0SOp+NNj0+Yl+QPtePmmQQJOJ+s0A7cNn2Juy1amXFMOO3Vyc5YTxQoMd0Uqrr6r0aWhbrAMaLA/bqsFvMwLmdvuUr52ZlFWPKwGlH+I3ObTdWjamE8T/T0vVyHRkWPVDq4DypRUV3g1PXsXzm/lzYVHd87KfETu1HDlyiWUnsj1XoT/0eYlkTKc/7jdTZLTlYgm7zQDNleg1hF520tHNqZcUw47K3BmcyptUURmAyjkMBxsywNL2nKLs3GTZgO8MA3hR7HhVFZcyO9A6KbTsx2I3CNnUimjRLrjXLVTbAL3xq+S/Kyaz4IfAoWKWJHXPgOHqz3pB+Ddi81LIisBSuR7ZFVp6pN3moGfFfg8TTUK8bYbNqZaUw4/cwGXtuRtvR14UWNPVH9DX5/kgrnxk+vEoOwX2plrseJQVpzIQb7sDVufRc4jcjbkTStVC8qHS85VO8pA9cj0pbuh6HEx0/dr3eQ7sSQncK4TWS81/KDca4rYvCQinUbkEy3KDG1FB1Ym7zQDJx8PQz/M/5AGWWdTrimHX7Vi7z6b6sYh5btfgWmmzPJUb8phaD7gYqrrrcf2L3maefVFXfX5nE/1phyOdTn1/Z864S94mrktcKifbtie4k05LL0osz+1teH7lV/yNDMDJwsiKxHdF1O8KYdnXXnV46ms+RwXv+hp5t0QvH4NCgdTvCmHa/1O8OcUVorBL3yaWci0I7/Wz69O8aYcxazaf7X/av/V/qv9J7deJpKpsh/kum7ile4M8H84fsj+jeIGQ/jl1OEfxs/DtYhlu8/zT2yGQc4tZa4t/XmZLftRqn5sNorzqcjrDnZ+TK/7kPQxRWlLVyziWisWMUZ716AYD3PnObSIrJrTmD/0DPUYGlK46qFH8rGgawZA0EvuLGcjKOIeGRS5t4arRj9XpUj12HATuE5xYqEFEPS7PsCesweiSxFqQ+UlSGtzfzMH+NEwB0WG/xJz82VIZ9QV9NzzkCIlnQ+5U2uix5Nlv0j0UufKuCNDUV0JX2dykPvuKBkrvCkiLy/9otYlym0IQWJVRJpZiuwXcycQ7Ioe38f+4z3ROt1LFeBw/EQWKXIeRzloa23kblPkwskVRUPDXnmKXMVcUNRX6nMhLIi5Teg5NWziL2p/xF2hyNM4kCFsxk8FY3duIdSdnENa30p+N2ZbbZSErGjxjKI9W8r1Ycecx+LrLdFuGrIJ3es42IdC/Gx3c8GdrgQpJ+/LQVb0KGiFtqN0wtC52JjbSbkQsuIY2k1fvqThPA6+UeSz4U5cIz/ePENs9mVfjpmXckmKVGyVRRIQvB2/7TEfJkYWkuOShk/OOmPWpdzxmHTiiZ1IPdIziMedoi8T4tSD2fHYo8h3q3M9T85iXiWKQHjTtCNPq0X+Hq+5MgwnRh2i63G460PJYpwsAczJua0S6rVEw/pa04IcQrQah180F32Gw+K43FPkudibW4b0n84/b0AjS3odu4DydHKHTUenadgZl3sduuoG+0r8WYE7473UYWc8/y1RrO6Jk6M+5D5nWa+rnV5O+5GXf+FAPlH0P9hfFfjkBbMbbGWiFy6qRQ7n7D0QS+A7X837Z+y/FRH4+pHYjJQHUtcOpAHD8V1Jf/PyL3NGH34xQ5ETEWsfQ0ivOG9SBNBtynR9rFwGFNl38sEvcmFvbebg83KGGua0+GC4yLevrIrtPa1B1LHY6ob2kUzjRzMHOSfSguDruH4RXIQWHc1BAdIbYu+ZD33n37ZDkc0HokzrxwlFfjjZiiA5qVylIToQe/dVaN+Kk2WKtESm9x1T5KnGfHHRa0mOB/LwjxyU34ozc5FZ55VyiyIJmV43d9iO9h18osh3RzKA8sPB4WTxNYLh0nh2sT04vHNM5pyin5Hp9khCbsGsBGVx9tGD/dYkMdeG3oLY+5Kzunx+haL3XKbdVSiSemkyS5GkBbmh6JfgZDJIQPdWxqEHSXH0MoLp9v9vmL0L+011PXq87BcpNG1cdyn6xUlxcxTAtjgr+X6k7V3jfXf2HkKR6fn/AARRI8z5AFFTbMgKxWJ8PHyysP5w7h27iENeFX1bXh3akWPmbRF5l4bInMySnD9GsfnTNAuJd2JHksTHDVZc9042KTrlduYg55i5LyJXzqnOSPrg0k2yHfm5/uAwcy1i60sABhbPMMA4YQUcKWbV/qv9V/uv9l/tv9p/NWIE)

With the introduction of the new performance APIs (illustrated in the diagram above), SNPE-1 can now selectively control the after/done vote (indicated by the dotted red arrow). SNPE-1 can match the after/done vote voltage corner to match SNPE-2’s before/start vote or lower than that or not vote at all. This allows it to cooperate with SNPE-2, thus enabling SNPE-2 to execute in desired low power mode. Code snippet to lower the after/done vote for SNPE-1 the high performance workload is provided below:-

// C API
    Snpe_SNPEPerfProfile_Handle_t perfHandle1 = Snpe_SNPEPerfProfile_CreatePreset(SNPE_PERFORMANCE_PROFILE_BURST);
    Snpe_SNPEPerfProfile_SetBusVoltageCornerMinDone(perfHandle1, SNPE_DCVS_VOLTAGE_CORNER_DISABLE);
    Snpe_SNPEPerfProfile_SetBusVoltageCornerTargetDone(perfHandle1, SNPE_DCVS_VOLTAGE_CORNER_DISABLE);
    Snpe_SNPEPerfProfile_SetBusVoltageCornerMaxDone(perfHandle1, SNPE_DCVS_VOLTAGE_CORNER_DISABLE);
    Snpe_SNPEPerfProfile_SetCoreVoltageCornerMinMvDone(perfHandle1, SNPE_DCVS_VOLTAGE_CORNER_DISABLE);
    Snpe_SNPEPerfProfile_SetCoreVoltageCornerTargetMvDone(perfHandle1, SNPE_DCVS_VOLTAGE_CORNER_DISABLE);
    Snpe_SNPEPerfProfile_SetCoreVoltageCornerMaxMvStart(perfHandle1, SNPE_DCVS_VOLTAGE_CORNER_DISABLE);
    Snpe_SNPE_SetCustomPerfProfile(snpe1Handle, perfHandle1);
    Snpe_SNPE_ExecuteUserBuffers(snpeHandle1, inputHandle, outputHandle);
    // C++ Wrapper API
    SNPEPerfProfile perfProfile1(BURST);
    perfProfile1.setBusVoltageCornerMinDone(DCVS_VOLTAGE_CORNER_DISABLE);
    perfProfile1.setBusVoltageCornerTargetDone(DCVS_VOLTAGE_CORNER_DISABLE);
    perfProfile1.setBusVoltageCornerMaxDone(DCVS_VOLTAGE_CORNER_DISABLE);
    perfProfile1.setCoreVoltageCornerMinMvDone(DCVS_VOLTAGE_CORNER_DISABLE);
    perfProfile1.setCoreVoltageCornerTargetMvDone(DCVS_VOLTAGE_CORNER_DISABLE);
    perfProfile1.setCoreVoltageCornerMaxMvDone(DCVS_VOLTAGE_CORNER_DISABLE);
    snpe1->setCustomPerformanceProfile(perfProfile1);
    snpe1->execute(inputUbMap, outputUbMap);
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Sample snpe-net-run YAML file

Below is a snippet of snpe-net-run / snpe-throughput-net-run yaml corresponding to SUSTAINED\_HIGH\_PERFORMANCE profile:-

general:
      ASYNC_VOTING_ENABLE: false
      DSP_HYSTERESIS_TIME_US: 300000
      DSP_SLEEP_DISABLE_MS: 0
      DSP_RPC_POLLING_TIME_US: 9999
    init:
      DSP_ENABLE_DCVS_START: false
      DSP_ENABLE_DCVS_DONE: true
      DSP_SLEEP_LATENCY_START_US: 100
      HIGH_PERFORMANCE_MODE: true
      POWERMODE_START: SNPE_DSP_PERF_INFRASTRUCTURE_POWERMODE_ADJUST_UP_DOWN
      POWERMODE_DONE: SNPE_DSP_PERF_INFRASTRUCTURE_POWERMODE_ADJUST_UP_DOWN
      BUS_VOLTAGE_CORNER_MIN_START: SNPE_DCVS_VOLTAGE_VCORNER_TURBO
      BUS_VOLTAGE_CORNER_TARGET_START: SNPE_DCVS_VOLTAGE_VCORNER_TURBO
      BUS_VOLTAGE_CORNER_MAX_START: SNPE_DCVS_VOLTAGE_VCORNER_TURBO
      CORE_VOLTAGE_CORNER_MIN_START: SNPE_DCVS_VOLTAGE_VCORNER_TURBO
      CORE_VOLTAGE_CORNER_TARGET_START: SNPE_DCVS_VOLTAGE_VCORNER_TURBO
      CORE_VOLTAGE_CORNER_MAX_START: SNPE_DCVS_VOLTAGE_VCORNER_TURBO
      BUS_VOLTAGE_CORNER_MIN_DONE: SNPE_DCVS_VOLTAGE_VCORNER_SVS2
      BUS_VOLTAGE_CORNER_TARGET_DONE: SNPE_DCVS_VOLTAGE_VCORNER_SVS
      BUS_VOLTAGE_CORNER_MAX_DONE: SNPE_DCVS_VOLTAGE_VCORNER_SVS
      CORE_VOLTAGE_CORNER_MIN_DONE: SNPE_DCVS_VOLTAGE_VCORNER_SVS2
      CORE_VOLTAGE_CORNER_TARGET_DONE: SNPE_DCVS_VOLTAGE_VCORNER_SVS
      CORE_VOLTAGE_CORNER_MAX_DONE: SNPE_DCVS_VOLTAGE_VCORNER_SVS
      DSP_SLEEP_LATENCY_DONE_US: 2000
    execute:
      DSP_ENABLE_DCVS_START: false
      DSP_ENABLE_DCVS_DONE: true
      DSP_SLEEP_LATENCY_START_US: 100
      HIGH_PERFORMANCE_MODE: true
      POWERMODE_START: SNPE_DSP_PERF_INFRASTRUCTURE_POWERMODE_ADJUST_UP_DOWN
      POWERMODE_DONE: SNPE_DSP_PERF_INFRASTRUCTURE_POWERMODE_ADJUST_UP_DOWN
      BUS_VOLTAGE_CORNER_MIN_START: SNPE_DCVS_VOLTAGE_VCORNER_TURBO
      BUS_VOLTAGE_CORNER_TARGET_START: SNPE_DCVS_VOLTAGE_VCORNER_TURBO
      BUS_VOLTAGE_CORNER_MAX_START: SNPE_DCVS_VOLTAGE_VCORNER_TURBO
      CORE_VOLTAGE_CORNER_MIN_START: SNPE_DCVS_VOLTAGE_VCORNER_TURBO
      CORE_VOLTAGE_CORNER_TARGET_START: SNPE_DCVS_VOLTAGE_VCORNER_TURBO
      CORE_VOLTAGE_CORNER_MAX_START: SNPE_DCVS_VOLTAGE_VCORNER_TURBO
      BUS_VOLTAGE_CORNER_MIN_DONE: SNPE_DCVS_VOLTAGE_VCORNER_SVS2
      BUS_VOLTAGE_CORNER_TARGET_DONE: SNPE_DCVS_VOLTAGE_VCORNER_SVS
      BUS_VOLTAGE_CORNER_MAX_DONE: SNPE_DCVS_VOLTAGE_VCORNER_SVS
      CORE_VOLTAGE_CORNER_MIN_DONE: SNPE_DCVS_VOLTAGE_VCORNER_SVS2
      CORE_VOLTAGE_CORNER_TARGET_DONE: SNPE_DCVS_VOLTAGE_VCORNER_SVS
      CORE_VOLTAGE_CORNER_MAX_DONE: SNPE_DCVS_VOLTAGE_VCORNER_SVS
      DSP_SLEEP_LATENCY_DONE_US: 2000
    deinit:
      DSP_ENABLE_DCVS_START: false
      DSP_ENABLE_DCVS_DONE: true
      HIGH_PERFORMANCE_MODE: true
      DSP_SLEEP_LATENCY_START_US: 100
      POWERMODE_START: SNPE_DSP_PERF_INFRASTRUCTURE_POWERMODE_ADJUST_UP_DOWN
      POWERMODE_DONE: SNPE_DSP_PERF_INFRASTRUCTURE_POWERMODE_ADJUST_UP_DOWN
      BUS_VOLTAGE_CORNER_MIN_START: SNPE_DCVS_VOLTAGE_VCORNER_TURBO
      BUS_VOLTAGE_CORNER_TARGET_START: SNPE_DCVS_VOLTAGE_VCORNER_TURBO
      BUS_VOLTAGE_CORNER_MAX_START: SNPE_DCVS_VOLTAGE_VCORNER_TURBO
      CORE_VOLTAGE_CORNER_MIN_START: SNPE_DCVS_VOLTAGE_VCORNER_TURBO
      CORE_VOLTAGE_CORNER_TARGET_START: SNPE_DCVS_VOLTAGE_VCORNER_TURBO
      CORE_VOLTAGE_CORNER_MAX_START: SNPE_DCVS_VOLTAGE_VCORNER_TURBO
      BUS_VOLTAGE_CORNER_MIN_DONE: SNPE_DCVS_VOLTAGE_VCORNER_MIN_VOLTAGE_CORNER
      BUS_VOLTAGE_CORNER_TARGET_DONE: SNPE_DCVS_VOLTAGE_VCORNER_MIN_VOLTAGE_CORNER
      BUS_VOLTAGE_CORNER_MAX_DONE: SNPE_DCVS_VOLTAGE_VCORNER_MIN_VOLTAGE_CORNER
      CORE_VOLTAGE_CORNER_MIN_DONE: SNPE_DCVS_VOLTAGE_VCORNER_MIN_VOLTAGE_CORNER
      CORE_VOLTAGE_CORNER_TARGET_DONE: SNPE_DCVS_VOLTAGE_VCORNER_MIN_VOLTAGE_CORNER
      CORE_VOLTAGE_CORNER_MAX_DONE: SNPE_DCVS_VOLTAGE_VCORNER_MIN_VOLTAGE_CORNER
      DSP_SLEEP_LATENCY_DONE_US: 2000
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Note:- These settings can be retrieved via the getter APIs after starting with a preset profile. Example:-

CAPI
    Snpe_SNPEPerfProfile_Handle_t perfHandle = Snpe_SNPEPerfProfile_CreatePreset(SNPE_PERFORMANCE_PROFILE_BURST);
    auto asyncVoteStatus = Snpe_SNPEPerfProfile_GetEnableAsyncVoting(perfHandle);
    auto sleepLatencyStart = Snpe_SNPEPerfProfile_GetSleepLatencyStart(perfHandle);
    auto busVoltageCornerMinDone = Snpe_SNPEPerfProfile_GetBusVoltageCornerMinDone(perfHandle);
    
    C++ Wrapper API
    SNPEPerfProfile perfProfile(BURST);
    auto asyncVoteStatus = perfProfile.getEnableAsyncVoting();
    auto sleepLatencyStart = perfProfile.getSleepLatencyStart();
    auto busVoltageCornerMinDone = perfProfile.getBusVoltageCornerMinDone();
    Copy to clipboard

Last Published: Jun 04, 2026

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