Let's look at the numbers
There are currently around 960,000 people on Oahu.
![Why the US is still struggling to test for the coronavirus - The Verge](data:image/jpeg;base64,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)
A standard digital PCR analyzer (the machine used to test the swabs) can process 500 tests per day.
Who can run the tests?
There are three entities that can do testing on Oahu.![Clinical Labs of Hawaii](data:image/png;base64,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)
![Negative ads target Kaiser Permanente Hawaii](data:image/jpeg;base64,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)
![Diagnostic Laboratory Services, Inc. | Medical Lab : Hawaii, Guam ...](data:image/png;base64,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)
How can we collect the samples?
To collect samples to be analyzed there needs to be collection points.
Collection sites
![Medical Group establishes drive-through health screening > Air ...](data:image/jpeg;base64,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)
The majority of people could come to a collection site that is set up near where they live. These could even be someone’s polling station that is used for voting. The stations can be set up to have people in that polling district come to the collection location. The collection sequencing can be set up by first letter of the last name with A-B on day 1, C-D on day 2...
Mobile collection sites
![F.D.A. Authorizes First In-Home Test for Coronavirus - The New ...](data:image/jpeg;base64,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)
For those people who cannot come to a collection site, they can call into the polling center to have a specially trained team to come out and collect the sample. These would include nursing homes and people who are stuck in their homes.
What about the test kits and our current labs?
These collection points will collect tests in test kits. The test kits need to be compatible with the analyzers that one of the three labs have.
Each of the labs have different equipment so there is not uniformity and the collection sites would need to have the test kits labeled so they know where to send the kits to be analyzed.
The test kits have a reagent and a swab with the kit. Both the reagent and the swabs are in short supply because the manufacturers did not realize there would be so many tests needing to be done.
How do we handle the extra load above what we normally do?
The three labs will not be able to handle the increased load. The state could purchase additional analyzers and keep as part of their strategic readiness capacity. The purchase of 50 machines would mean that 25,000 tests could be analyzed per day. All 960,000 resident’s tests would be analyzed in 39 days and not overload any of the existing labs.
What are the costs?
Analyzers
![Non‐Invasive Prenatal Diagnosis of Spinal Muscular Atrophy ...](https://globetechcdn.com/labmedica/images/stories/articles/article_images/2019-10-08/RLJ-399B.jpg)
Machines cost $30,000 to $50,000 retail, and if buying 50 machines I can get them for around $30,000 each especially if we are also buying 960,000 test kits, as the guys who make the kits, also make the machines.
Test Kits
![Droplet digital PCR for simultaneous quantification of general and ...](https://ars.els-cdn.com/content/image/1-s2.0-S0043135414008409-fx1.jpg)
The test kits normally sell for $35 each, but as I said earlier, with 960,000 kits I could get them for around $20 each.
That is an expense of $1.5M for machines and $19.2M for the tests.
Lab Technicians
![Lab Technician Experts in Israel | Nefesh B'Nefesh](data:image/jpeg;base64,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)
A team of 100 technicians could run all of the tests over the 39 days. A lab technician on contract costs around $400/day. That would mean $1.44M in labor costs.
Collection sites
![UMMC, MSDH to open one-day drive-through COVID-19 testing sites in ...](https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcQRuzZ53foltZoglWQzsQOKrrjLxbctV5gJCZiiQBRJ8MpniGNF&usqp=CAU)
The collection sites would be estimated to be 100 sites around Oahu (~250 people per day per site) with 10 specialized collection teams (assume 50 people per day per specialized team). The collection sites would be manned by 4 staff each and the specialized teams would have 6 people each. Again assuming the $400/day cost we could assume $12.384M over the 36 days.
In-Kind Contribution from the C&C, State, and National Guard
![City and County of Honolulu - Home | Facebook](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAOEAAADhCAMAAAAJbSJIAAAC01BMVEX///8AAAD69AIAdL1e0PWdnZ3///7///z9//8CpW6xnQD///r//f//ACUAAAYAAAy0nAAAAAoAABCwnwAAOlf/ACGwmwBwbRIJOxSnpKD///f2//8OSnoCec21vLRnYhb//wMFrXPj4hiMi5AAM1jV1Az/ACru7u7p6ekEe8K3mwAJW4zu6hUDe8i2ogCpmADPz8+zs7MAJ02UlJTHxsWtra3a2tqBgYEWFhZJSUk/Pz+rowBVVVVtbW29vb0tLS3zAAAKQGV1dXUaGhoAABhhYWH+ABcMba+dnpkmJiYTAAD/KzoAHUTZqwD/AC+9oQB5fg6knBs+NgCkpwDtACBd0fEmAAAAVYyHfh6RjibUrna+IypADxVXUAAUEABRUVskIABXUhoyKR09ORbOx4ZEQg/y8NLIwm/28t3g3KrAjRTCtFby2trCfw67lQ3iGRjVVhiehgBPQgAtHADkgIsAACRCc4y5pzPwGjdpmj0AZlUNTjYAelPOZg3aKjJ+GiIAEyHIcxS/uF4zKwB1dYcaEQBgWmxtaViWlqMhJjWysMGBeSJsZyA7OEgfIhNGSAA2KABcSRjKvXkmMhVUWSJNRybe3bcRJhjlSh/XXRrJu35iUhX0r7jvTmHsME3pvL7wc4DlXXXllKKbqFCYrXqLvJCIrJdzyKR3wsRcl512xb9pZ0OEwrCWsoFV2v9EpLtRtOI3XFnusMSgpTpaeWKQtWx0dj9kyf9WfHeffABUfIdPnsJtciE7a4QnYGOIYwBY1OFJkb5dPQA+HwArQ05NExhTBhJZKCwyGxtGACSmJy6RIR9nABoALEA8PjCEu7wVg1l3oyPozQQAIghpnE5ehEBYt1Z1wkSZ0TXL4x8MPipaEAgAIx+03jSGLCAGQxczY01Tpz8ApYFROUKlZA6ToxWqQh8AQYxjjWWlnX+onViomm2tL0F5FC9PhnFDRGAAGFAnfplwAAAgAElEQVR4nOy9jX8TV3Y3rktsSYzeRppo9CDHEQ6JZGbDjB2D38ZvwbYAO5U9tkxGJTYWsvxuGQHB3oAhxmEfWBuHkI1jChhCmjbJboE+7IYkbHaTLklTkmxpt01bdvtrm/729+xmu0/7J/zOuTOyZRkDyWa7fT6fXrAtv0ia75xzz/mec+89x2D47/Hf47+H2Ww2GQ0mg9FsMNAH9EcGs8lkMVjgO6Pxd32Fv+mweFOfvPiJQtS+AGqjyev9vx6h0VBcbLYUZFdWZgcC26uf8RYdqz5WWWAouD/fYqF/8H81xIL1xYYiQqqf6Wz3eNpLSyc8PnvHpMfj6aggh8k3s7d/40jB7/oav9gwG6wmr8kMwrEEDMXbSUMLIUSRm4nCcSKTdPlE2RcTWVYUOztFsZ1EkqrvfxaXVFbhky0Go+V3DeCOw0TnmtdqOELI0dqIIgIiuyqK33qOYxhO9LgkVobveZ6J2CVGcURYhuNaOjwtJdmVR74Z+F1f/t0MqyGwob68bGNckn1EFhhAEJ3mBLlDFQWWEWKnRMYTkzmWk+MeUe6MijzLRl6Qm+JEbW7fvcb8u77+Ow1rvrdgeldSirRMK6z4rRjHcQwvxqJy06Qzwoic5HOpXMQ+JYuiqD7PiVOEZ3mei0ms6pTwZ8eKtm/M/12juMUwmkx4800FRzvLa2WBZVkpGuNYORbnRZFToiTeHnPaYxOdh512Z4PTSTpb4vFOElV8zlMcAJuMsElXs8Cz3C6itlTcX3R/8X8tA4sXYylYU19Y1swosSkZphYvxqM853N2+uI7nI7OeNTnUyORiKQNJRJRPb5T8YkOh3M67lOjPnGEREVWYNROWXyWPHucfCP/v5LRAeddVU12edqJT2DlHR4WPouTDnup3RVr90QUiZHBkoJkWUYb+BCEy3GSArY0Pl3niqr2UkVkGMUpCZMumVPaS/9LKau1gPgUUeCUUo8oyKVRJTm129V5SqUugmd4sCYwIeERzst5lPgDGDLL8qon5iJkKinKDkVMOpPwPJiSazb8roEZLFaryWIpAZcXF3m4eoGLRbnkceIiURUMB/gHwMajtQGU8B+/49G26HIUeAocPzWJyamY01nr9IiSPclyDDfRqR4nZpgBJrPpdwfRaDBbq8ik3Gw/xTVxAitO2u0kNplEDWQ4RhA0YPBZUkYGBg71nOjq6jpxomdgYGAEBCxJFCy4EY7nGLFJUqPTTo/q8smCwMTbRbnhWN3GYgu419/ZyF9zrMO1G7yb0jmR5CU1RuJUeALKikFwzMhAT1dfd6/GunHoLs/k7e2d6es6NMKA6QG3CaLlmCaBi0Q7XCQCFrb9WVbcMaFOkDVW73Lv/1sfq0iLKjV3dCpsE7PDvqO0c0oSQDcZXgLRSdLIoa6ZXjSJECwBIbOYTEZQagwo8CF+RaS9vX0nBkCaOCfBCLMgyXhpPMn44hzTMiXKasMz+F6/E+9RRVQwkaLis3uSqsMRjcg4G9GGALqevu67vfVmg6W3u2uEwynKwb0RuaRnx7SrkxOfi4oM2K+K+vW/VSC3HgUV1U8CE5N5mH0vELvDp+B0gqsE4Q309ULUZzYuqKYBKGdxYWHhhg3Z2UUF8LAgzRlYzBgSm7wzPYyENgatkByJu+LK8ago8EDQW8h/fgSST55tPu5SZbzjnrrdk+AW6JXx0khXrxeCC7xoK5iIAEAJVJRuMRiyiT6yDQH4DJiziwrplRstXgz2zQbvzAmYlAwvAHNlk3HiiAFJZ30uOVK2vuo/C5rJglq1vsQnNsnNromIMmkvVUUWXZ7AS0pfd+oPjfCnpmKAUmwwlBEyj7AUEGLMmG0o1H6JuQ24FWajFRwDgDwkcQLcLp6TlVMOVWRYz/NNQHSIYz3EV6b/FM9hxmt1NYMzkKfr7IdVES5H5gRBOtQN16CnKdaX4NXnl8Kf5hsq8ROMDQgMhxWiYkR/y/nV26UAHYcZyYnSC7GkOPUsy8ajsoesAev0n2FxAtt3K7I0WRsDO+qanpTB1IP8JKWrVzOagAtEUqmBqQYYWwJFOhZAWKS9iCbQBdJSVVFbXlJMH1pMBsvMAMxvdJNiJBaf/pbITfgYWWn4TzI4Fe08OGRRnnI5wL6IlJBJI30Ws9doBDdgKKwgMGfWE1JuoPpJSNkGHUzhPEID/nzN/GvqGlyCj00wK82G7h5OAs1nBE7trGNkl4fjBeVo0arfsve3WnLuX/MCMFCM2E8R0CAGZh8jXZ6haUITZs/waiupHqJmbiQE/lfraAoXUK2hf6UPVNiN2eWa2DUtR4xwJ1kQo+yb+JZTZSVO7IAnWUy/1agjcOxw3I4sW1Ri9kkObzLDj/SZtMuy0jREPiCCB/WEFFLhrC9C8VTgr6p0MRko9AXruJH+PL8WDZKhuJ4aWJPR2t2jgLLClIzEnVHM7jgmI+A3fquJgM27JEZ5wd6uTrme42Wgzowg91kMNOe5vqy2tAwvDiRWQOVVT5U1GwHQa09HWKbZUW1Ua9+UUx8Cf12GE87iBTkOSJSkA7OZFBnRJYieumO/xdlYXFQXFWHiKU7iUMHXg72TerwGL6avUWZEs45FFEeATsQCUD/tdzrClGqSdIRb6K8DVIb59GW2bABOZ7QYLH0j6CB50JkYJ5AmzjfRnDZ/v9oRqCctcVLn4VnFHpe04GFg3v2B7YQgH67NirOq3IpXWkZxVsNvS4o2UBOxYCc2lFQupNaqqfAK6T2B+1OfTVJuBUTZJQnwXhAx1r0Yk8UYhFcd37T8NpxGfjVRRJGPPGvvdE2KSGB4rs9i1d+qWJtp5dRowgXXF5Vq9jO76i4IFyCqKKgqxZmLgoT5u6Eshd9r6L0sseA7IIApldkJleXkF34receKTgVwcWLS0RkBtsiz0oDXkJNinus1P1CVmnzztv/uRqX2jDLqMuE10u6KxWwx9gGhgBsqt78QcSngfCPZX7W1AV9QQJQmDoynNBFXgFSxvNJnwhgosKpyYwGdb+j+8jWlXF9RXl+kTzMkqPqrWLzasKSol9lsAn3DP6iqKCWlJQGqBZXVVIypYTJ5zb2HJAyVRdXuUsC8KXXl9YGvVFEt66t3kJgKWhqZnsIUBC8NUIZmqKol1Gagcq2nyjrv5YxWK/XdBm9vdx/EuocGRnAo8HF54NCJrj4agQAfNWHUCBQdVQ/Ev8UQ2FA2P2ELUROATXRJ4PyB4hz2gTtWSbOn/isNGQMQCSZ9zo7n4k5g2SjBLpMZ0ydVqFrUsYEHLy2sKiepOAfuPEqqdwbCeAkiKqSZHCZzGBYJAwRZWgKAhpHmnNQ7VSywHjpAKcrzgeaA4+AAIfrhKNfkmWbElq+U3RR1yuBv5ShxRQS8UgUECBpqsJaS8oCBkmprOVlENcGBQPCuSLw2OFmGSdwqw2ht5fBbWc9QQTjZ1Q32hKqEwbqhelEasYLaZboeYgVNhVeSd8WUeLsgthx95itCZzKsL7eT3aCiUudhhcMs50AvTX+ZUCmpbwoUrjcE0FpU5tOgEEZvHzhMHnEAGpFNDI2Pndw5Ozs7PDw7u/Pk2NjQUIKVMSLBjBwv/8EM+HeLIVMu2ZrbxCDTlGPogwCZE2Sf3aE2Ka5I8ljA8JUEU0XEp57a4XJ0uJ5XOIgjpEM02YK/0n1EQJ99+ZhgBCpi6u3ihASEsch5+sd3zg7b3H6bze+3ueEfDrfbHwqHh3eO9cNNAMMFCsgPzFjgxmnKrQ/kq/jKFZrlMc7ILGZdPXUeUXVwTOToV+I1CkmkiRVFZdoV4zngaVIXEEOT5nKRXuMkTLMvGPocwjkG0ksMjc2G/YDJHaypAXwI8UDIHUawwWBN0GYL+d3Ds0MJmZMZToYArBvi6zQDUk1dSH4qVLZ6e0d4FuKaZpcaB6IqqvVfAcBArSryMiNGSBQFyEszRu/CSiaS6oJAyYJ190L4KgEbkLn+8dlwKORHVMHwnsE9NSi68Gnz4Bm3DX42d/bsHPzARuU6fHIIvBzIRzo0k5a/gtfdUolZAd38wLv2DkiYWlWd9kmBY6U05vclh9ewyoMpCkFxvABETRbkbm2HQQq/bl8qweBbTVZD7wkJLZEsADzQSxAd4PK79+Tk5JwL2vzBczmWnMEgSLUmYDYPjrr94XAwHA7bQrbhk/1cKy8w8sBMr8FI043rqYYUbtGoAA6j0ewdgL8B6Tngujjp8DcKzL9ZNtVSWD4xqcic4oiDP+IpwEUjv4LmlqwWs9lr7j4EVAdMS/+sG0Vjc58bPDuHcAatZvPpoN8W3GM25+SDdtpGc3KM5jNBmJB7AoMvBf1ukPXwWALMLCOM9HnBFZkM1iJk7VRPUFTFxdQOWWAOAEh1B5h3xd7eXrTkor/QqD/ePBW3d0w7Y8ibOKYXzXpgTUXJgnYUZBcG0CejAgHnaWXHh+FyYbjdZ0B0ZwFPUJMhoB4dxAdhlKE1J7/RHQ7O5ZjNARBmCERuC57sR+MrjfQZaKJ7fYCyJXRBxcDqS4vwjUw9mCPnmnfIEEpJYstvtEi1nsiCKHJT9hgHwTYn9Vq9FvqW6SkWOozeLpnHhaSTYbfbVlNTAzMMJGayBsI4//ac3VPjhlkZDJ+ZC4K4wrbRs6dBvKHgGYMxxzwKc9FdE65x+92zgFGjTNoIVFMd1d6UWm6voQctmejZIe2AYG7Xl08zAnssIqrEiHysVGF5MOr0XatIhmuHYfH2KTzLtCZOAp5QcG7Qer4mDNYkkJNzGgHBhAy63egq3DgJbWh/gvAIsQ7i39hC8McwMWHyhmeHZBl4fY/XjPy1gKZWMcFaml1Cg00YPZil4nxAQDiJIOn4cokNUz4ohsvZGS8l4AdZfQ6C5a7Ip7OPKiraHGAvQDc4mRtDPwDSgIvOeQmV8szpPShSVECqhn6wLGhYtD9DH2mzhc9RtQ0O5lhhruKvwrMJWRA4aYZuWwmUVVFOiJmRolSC9RDPgkU75Ug2qQ45+eSXUlSjIf/os5GI6jvssEcwmc1RarVel16FzmZoJN6nSKzMDw27qVe3hQNgWPagrNzBIIU2DL59fKg/kYAwTxASif6hIeQB4TDOVhAmuMjg2RxrDkWI6E8KrQIj9fQazJp0yjVo67U3t+SYDvHgkrhYVOn0gb5u+XKef3u7zHKi6COTIhgZqdsA3sBgrdecPA0iEJ4JPQTDy/2zcGEhdO/h4HmzOX/URq2HOzx7cryfrv4iEUVKQr8RcHkYGcEw3BT4O3/wDGopIIS5Gg76h8daZZYHi4OZDERI/UWl5nitFot3ALRGVDqduGDMTGQbvujqFHijwk6ZAQ+RdE5RqtaX+lUFTcbkUyfshXefGeHB944N+93BPb2D59w20MuXzo2i+QcnNyRwlHSzyMsEZDqUiwJGMCcIGljdLOox2J4zYTA98CqB/JdqQmhyIM7u8pq9Fi9qabHmN3SFNAO74Vgx4uwErtrk2f6FEQLG8iRE8gI3EUd1kLow0KOxGnXy6yvwvcALGrvQAwqzKK450LNAYxhZJyinG9wbhhLA9ARWfvkPX/mjP3711bbXoq+1tb36+l9+509eVkBfwbHBX0hDs+6wH7XVHYZXycmx1rjDofC4DBRgoNcINzJQSmqL6nVuU1yPrKNXxv0Oap2Me62OfuG1KZiFtZ6kwinxBllEsm3wmlLhbWBLKqkGJgYMNyeP43Sy2c6YrTnWUTfl1e6dQ60gK4FJCC//0evvtmVd+nZ9VlZb1muJ99qyLrR9+7tXstraXv/O9wCmgIltGZQApyxoK0Qn5jDaodAs/mqkG6l4sc6dDNSY4wKGpVtieV70+cB/7pjYteaL2tMiEmuwEwdxKPDu/IgXo0EMZcAyU9ONgS4AHOBYmZkFAo0cGgw/WENUteHxRCsYV164/Cevt124eLHtSlaWJ3mpLSvrtaarbVfarvJvXLiQlXXpTy9lvfvHL8N0R+UFQYLFwVfJ+V81ODnh26FWhpH6MBalwVm2QVNV0B+vFYIp0HV5dwRYqsIdR7f4BWKpbxJFlCGesHsgbmXlXgt9MhrSUlxRop+BpSlogsCEBm1ByqvPvQR8BvBxID9ZuPzKu22AY+9bKmC78LZwFRDuFa6CJL+buAoCvfKG8GZWFkj0L78n4LYMLrFzFLQB3Qd9tUa4W2OtnCD1GCj5pFOwkizQ1B4e/KLiiMTA8Z+iCwJ3Pxcrp1iRE5MkDkaP5WdwA3MALGl+uW5JEaBhBnxE6xD4vdGzg+fhmkLgxWH6jQPxFtjWP3kdrh7QtF35rqheysq6or6RRWUIsktOIcBvC5XvXmkDBX7zYtsfX8bchoiMFkgBmCn33CDYVr9tJ9/K8D1WfcdJoExfY8XhtSrAUDnV7lQEqWP7F5uK20ksHvV11KEeCD0GiAaLSHVFZUnJ/OuDEZWAyI25Q+jKzEg7/RAjhMfgKQJ/+TsgvW+rFxFj26VvN00CxDeTV7Pe3Zt870LW28mLAOy7whttbai4zYn/eeVK1uvfA2Ivg9fRKc/pHND5Gpt/NsExEHTTyyoGE1BaglOkqgyIjLkbro4Vo6Uc45tWdt91th/c3pGJ9mejMTuZbAK7PoCZsA0kbQTw/vWBz5WRpflrBs0mDB3ATOxMAIFlAR/ILOvNtxJvXGxDjG8Ib2S1Xfz2RRDpJYT8NvzwzcQbWaDDV6cS6psUadar34Mnc/z4MNL24FmzhSL0D8NrSoe8yJ5wGSt/DSmlKWRUoz7cw8EdVhWHKiquu04wekvacceg4orLuGuEchnKRssqanUjg68Nlv4kaCYNHcw5c0G3f3gInB878kobGkpAc/G7ybfebmu7cuXS9996+0JW26WrV/fu3Xv1KvzyQtabnkttbVe/LSUBLtwOvBEXXv9DGZQ1cRJpzZlAjvUMJbFh8DoJkCJcRjmIrppsLNHMqhfiDHTWEWdpDEJXz12noKsa0EVzPheG0+Dq6YJdcSn1EIGAPgd5oVWe9SMJARJzbs9cMOQ/yQkyz7+CUsu6dPXSBXhw9fuCujcLBZT19icv7vJ5VFX1tO86eu9VvANtbyffevMSgruAfwE42169DDZHBgIYco++RF/dXxMK94NdPoRzMRBAv1GrOUbccN2rsIwgR10eEch69d0Gw+XNDMOKir0ZM5wDmJLBaU49/SpNyOYZZNqzfncNDeJtQXDx4SEkYy+3UfOyl/yo4R2wkm1X3v4h++1LF7J+0OBJChiKMaLINslJj2Nv1oWLP3zjEr0fbVc1bc660pb1HSrGnSDGILLcYHiuxgZSFPgezeNp8wV9g8VoMpr7JCBJil2Fmys77ianAW4hP4ZbJblnY7gXVu5d+B0a6o0mo9Vg7UUmOguBwlnz2VGwNXAlsxDPCMp36PVmXW1QRPGHV6nssipfu7D3sIob+dKGKHrI1aw27S/2kl0tx+gTcbz7sgAzfBwdLMzsl3JyBsM2kCIHTsMLcXEFWbQwZzgEloibjAFvUkn2XRzesJrgJp3y+XyddUlgJHxXOlUoQo+PqV4F7sBJkOB5LYgPu8MngX0KL7975QJe6IV3VLAZiTq0KhfaLlza4uOaBGbx4EW+ZS+amqwLVxuSIiuV4Ty9iHfowh8B6QZNRR7vHjRDnBJ0D6NF7UI/n63TjuzKSowzTHC3wSIcb2aE54+3l1nvSG2sljUU4LSzXWR4fgRfc9XG7GItPCncgl7XOyBALGijbsJiPRsM+4FCAkAU4MUffPLJO5c+SUK4JZ/aPfHjP33nvYtbVNwdk4EQ/p5r/3eYqXv3PuoTOV48dfGd3X/2o6PvoRhfvwxPTwz7Q4AQyO65YCg0nGhNyNTobcQUYqG2VhWgNg9ClohLUe0K11l1R4SWfAIKBTGTC5NmUjfEZxolLNu4qjgfN29ZjCfA04+FQ8GQ+4zVnHMGjMIQXK7y+pW2S/fu9kTUFkJUDJTAIHNSsp0cxlQ1i5uAUHY8RzfSggtgRjrqYrvaPZ4ksAqI0o7zQMI916hgvweKys+ilgZMg2E3vNksXA+dM6Bm886rHjMRA+Aw5GgH7rLblX3HEMOYD3yN5VUn3FeWP4Q/qtAyljgK0a72AcAhYB1hcFpz58CIhodknn359StZV2tV3P0lxp0THMulJpwShxkNX2XcSMrgCh2wbRZiTmU6FpFw1RxjKYmuu8LPI9OXUFVfwe2pO93+IARVWt5jFuzCCARTgAGZcdn6wAZtm043zABWckzIQpI8E7gjAb+fODs6pl0NEkhBptYXnE9JQQnd+oPfdsO9VII0mKBpF9AfAPC9d+GyPkxCRAMX6XM906LgiQORFcGYc/FokxTfMeGBe8dKbJPi6XRMT0ncDp8o4DYExKvEmqc8TYIMRjz5Idjed7O+I4GL24lRC1B5fCP/OPI3oxHmTWo/QAX9YjoBLIrzRUV+Ouo7dif2vYFMJZPClMMDUwNmNh3ABauspaQEV2ZNGHlywyF3eG4UWYwtFOwH7von6COelnAzGiePdG63bHCRXe0wPKokCkrHVEdUUXx1Udyn4rG/oCpqfDreAoGTLMrwP3nK1br6r+uUJgzVROVpIK1ZF14H5W7didIDkzN67kzQNi7ziT7Uy0I9Eq7QODiadlYmkfgEx3XcdhsDRIWgo4wg+hygY4Js0jwo1QmayLOYLSckWQblGR3MMb0U9IOKJkAfX0ET+s4Pgawr5Hi79vb566uqqgrrG0AFm3a5YiJEi8qEY1Lp7IzIqKotjghugI5+2ODaobauXrFidSt57tQuhRXkt+69gBhfvZzgOJBikOZZzeeDYaFV4NA05GvqWUTX1A1Gyx+A0ZB9TpciiCq5vQgr4yIuB7g8uJNr3lMUED19YAJXz3LjYUyFGnMGa+DmgpHhX0HHdmm3yDMKObKhvigt9bXqMCAUo85mgQPXLE/ZXT4aDjKyx56Er6LzgRWrAR4dD7cqyvEIzzTtukp5w6uXeVmYRZa6x5xjzg+HZ3H7h9eCrnlLFS7H0rQNxPu4cUkhUdAAmdwmf2oyGEGEYBQ8LpgPnOKd3+pYpCXzDBavAnwDmDFmsQ2DNbbQEFzvK9RTv/MWyyrp6+/0FTcQpYlVOglOOYkTRCUiY1IELK3H1UytTQqePh54FsJ+7ugFRJj1KrwdMxtyu8+ZrTlnwbqNtQo0Y5Svmz6aPjVZzF2SAJoH1lGQO26LsMAJ1ENSnVMsj4TUMm+X6rUXs/QAW5sNgRUdPesN0JnB8N/Dq2m7UgtuYNfGTGPt/cZuVT1+tLLOp3hcp3CfHyuqO1yTilra3BlhlLiSgXDFQ1Gwxj98j7K/K68rLPpFW/h0YPAMRKLhfpmV0GUUYCqllpLIfIMJ6CndVASCUXRmuQxEK4nHJzqddSAYYSR9u2qgFoiSxdAtCfK4ttQZPgO8eCcY8Jd1ZrmLk5N1BcVLxuZvVG4oyK86VvenVWs6Jjmwqs+3PjQZiz+0+qH49HRkReZYPRkBR/ygRuEufAfMQX8jMN9GN11bBZchD9DFk6qiKlSrgkqCK8FdPDjTaIRpirpIxbIE3GRdE2tv9+1yRnFNtmvR7wqycVPICAN3tBHDeVxbCg2zHH/5XUom28DOCNGt7z9B3v+g4YkP3ifvv7916/sf2N9/4oktf/5+wxPv/3ntn7//4da/iKok8jBOOSq6Bx5YAhCE6GM4tuWSRuGvvAKzdtwWovD8br9tDFjBzPy9x5wf3bfTK4FbAiGqpEWZyF6KTR/PtMPUF4H9oPGl9CH9t2ZDl8AxO+mCrhuiNjCjPDfSptHntnuTomzf1rjt/dHGD643HmgYbTx4sLFx64HGbU+MNr5/vXGUHGj86GDjxyC7dIGtXpGppStW+zi+6YdXs7Q7l/WHQPJ30oUBmw3eONzPMCP6SnhVeWoyWgw9PBjeeMyxQxKbl10ZthyNNIlNyo44x8pCD/yguGIRQi8uDfrDNXsGz46iHIc4WXidXgWMo5KcdI02zj3RCAj9B5yjjdd/rSNsbHx/W+OovRExf9C8CJFSShqUTIiXIc5K7tUBZmVdBsoyjBDD5wbPHnDPAi3vw5B1g5bVLEHLjblFgRMirmkgSe1HlpVhWUess46QSZEXpF4vspk002gBXWcYiAnPmCGgqXEDiwJHmJUa1Syb3NqIePwoQ/soSmw0DSFBqY5+nI5wdTOprdxCpjLV1AOT5NoF/YXb2uDa+/0AcS7HagaOCgxD7jVTrgWBsBYSGIGdAieUOk81iZPk2HJxYmFd6fM+tXNaYgV+AMPeUpqS0YfJCzHmeDAErtBqDYRDbjBcL1+YR1jOi8kGQPh+Y0pLPzq4SIYEZPhR4yKED9m3022bD2VORDYNIVgbWebHQv6aczmmnECjf1hmKNsK6NtyNf2iIYbow5kY21V2a4DFpH0E4u8XMGySZsxGU4oz6AhPACEdxjQfXRV0D4kc827bAkKgCOTjgx9v/ejg1g8+Othw8KP3n8AvB3+69eBHWz84eJDgTw5uVdMQKqSXvm9k8VyU4QrYBYRtWd9jBW4YAoyAOecseKpxmVXwiRvJ/JqT2Wu1KMD2k/aYI8bxtzyAYjLUd2KaXHIkcauB12KxUjdIF0LN4OZ6wcCO45Jf8Mz5PX6YDhz7x1eyFhBKHLvD9cm99z5474MPwmc66DcP6t/QR3VpCFdHtPX5DISrFR8wx2vzACGqBjbUD5Z07vyesM0NQhS4Prjg/IVNqLgo3sXxPBNzTku8uKtkaRBlhsBwCm6CqE7jqcEu3HRvCGCSG/cYmq1oSGUGY1LcPRL0g+sVLi9IMOvCvUmOUeuefPCetWvXrlt767Fu7bon02X4EKmkDGyRlj4UcakQG17LShvf4SV2FiAGg7ik5R9CIQIBr9SYloEeOgKHAUo2CU/mZbUyEx+OKpKEUIeNeWASgMcxGoqqa/XF82IgpL0jHDOOuWjNL53kZPbVlLLEtIYAACAASURBVB2luZYf4lHtyVOfPP7415Yfjy9CuMJDfvxMOfGlG5+Is90HpkW3panxMhhKvxtTl7gSN0y5mxdjc1TH/MKKWoQ4AqGN5MJ94cmNS/GZjYFaRVTUmD2JCxXAZwK18xlgPI7TBXxtGH0hLsSHhsEafS9NR8HiNUAII4ojnffdZjyagXBFBF5dTf/Bw84IpsGYlD/UX/1V0NOT1CmCMw7ahjhuBAn4Btw7XabF5gbzDJ57m4hAQOq5hQyNpioXcRKHsxMzDWiqNpBSoFuGgnrcE2sxjvBsvx8M6enzMBVC44yspJkZKsTjsiyIwoO5a3OXH2sfW4xwNUSii37wgAPXTcHetS1+9T+BkIfuQTo3WDwXnpVBzejGM32PBvIar1diJNbzLWD6DlK59OCphUx4IrLs8MlAurvB3RSn7FQ+moNuiZFn/cFzwN3OB23DMCdfWXwJWW3XtnrU7+945FGwM8uNBx/MkOFqH1mM8OEGtUkAXrU348XflVCIoeCZHAijasL9LN+D5y40RavAHT3A5EaA1ycJp+yOKCSwBGExkVhWTDoiEGoploxt1CZDD1gzt7/mrNmLu7bGZEZJpTd11gYfPyB2+Lfm/uVH1fqjd0C4+ueuyYi6650LVxYBzMp6ReAZiEvPgRcz14ROgm9Gh4Fnj6rmfXYXD2TgcDwGgTDpXWJM8w+LktJc61RYBm6PybC+PnvhLph7ZUY+CVb0XI4hB2NtFtlMJsKr5Pl4PEY23m5jxB0Qrn4g4iTk3qtpJkxD2NamID21jebjipR/WA8NqlKcxJqPS1E85ifqFJ5Ty82ZMrQYScu0i9jjuKYN3N2whqRv4eiTeG44hHvwzu4Ju09CGDYvwr1HcSEGHlwk9JRzssVRsNwZOuOdEEYaYtF4xzttGQipEDlWAEs6t4f6xHGZGzHThXecQwUl5cQK8fkIegoisqqTbF7y5ptJzBdRCfgKLcQsX3SYYECQh2x+zReGgv2t3DwhbSPkHfrgwjvtokBTvdHb7Im8PULfhMKJrPKj97KWjldZnpu1hcJBXK4JzYLD6AYnVg5aSvOApAruXw8eknJFphw+hWTKsIBMyqwYsSsg/gGvGUlfyYIMvRD57tSCNAgLgc5w87f42r595CJFuHeXyMhJTkzI8eqC4oIC/Cgu1h4Vpz5ui9AXlYFtMLJ67RYI217m5KEw3fIIIbhbEOiKw6qURystNFhNM+D0xZjD6eHEicIMhNvb8UzxFBETHP8HYKVo1ry6SF9WnRGkxLA77A76Q+AxhvQlJlz1u/pPefvJJzgXL4CWcu11DRGOUzrIsmN5hKuV54GOiXib3rkFwqzXExI7HNYCRTe4RHnEYrZo6/qlSLwsVm8AbpDos081cawn0+kTFTMosZgIvmIGFHxj6orKcAqDkvYDZxo9N+e2ucOMIP/lBd3I/OxG3v6b5B1theVpfOBSGNHzF40QK33Q2PjENggzIKi43tgI0dP1jxsPNi+LEFwhw4nt7cm3fnTpFiLMyhqRuZNh4DXu0dFwEBQJIzyjYX32hvlJ4R3gwF84eJlnI9sXAwwQPGyj1HlwfaEXOClEFfXU14C9MYErBWfkPmPJsbzkts22JmTNH7dl7f2nvLz9T90gr1GTiv8vXP2RLCgNBwDWTzWEEPp+/NGdEa6OROHy2ve+9+iDV5cCxPGKwPbjXrnz4JPDQVmQ+wzGhQx3ADdinIAQSnIpIMnmykyEoFueUieuEo2YdMYXKCgqo+FTN1pSbe/AIFCmVuF7uqlrq125cuX+faCoe/X7DGbVpTJsfNsCQi0wvLMMOxWBSe69APp+4Vb42rLe5QV52B8ezYEQfC44xMoDekI3ULyhpIJul+qD8Ig7HGF5pTMzWVMeh8CqgygcekPvgp/JzwdF6GPZRFjb6Xu2Jgxz/HXNC7b9+w1AeGNf3sobHde0VVz49M5zovgtiH5TWnqXCB86DPoTo7617dYIsy6z8k6/ezQnx5pzJrwTAgwsabBhY4U+nzDEk0AH454mOUbK0t0y7rTEdZM44XiO79NuS+qXJkwQyOO4hfls4Oyoe5bhZLrJqa3t2v48inAlfNlHrv3g6EW8+1cbRNHz/oEDBz/Ytu2J69uuN8xt++Dgtm1k27aPfnrg42Utzc9bZFZ6J8PRL8b4CsOAz6o5D07fbRuWWQZTLeXzFgMuthdXu3ydkc4XlMNpCxgmsEjtuLlsIo5lKWYyxGv2whzdSXOkozZbeJyVk+S1CxfaXqu9gQDzntq3Er+sBItzlPIAAlHmk0BCH9HC3kceXIiA712elyqnRBaUNFNu6eN1gUuEQ2733Bzu8UtwUp9RS9eUlWzQaLQXYjxOrQO33tSelsoAKVWroqhEXT5cxkR/X1RYMJ8gsPSC/xumaWDMyiYE4V+eItcuXgPlROHlvUgRwvhs5U+uoYa9yMrqo+tyM6NfGLm5Dy6LsNmHCNPhtR19+uoitG0Kbo8Anwge0Y0LCpgQrEpPJhlOcCyrgD+EMGrxTvRV7ZPHiYPu2Rjxamdh6J1ZHwBzNSNxnI2eeAnb/GFObsrLA6WkAsRBUFfzNLg/ccE1fShyvkce/xr8g/G11MfX6McjyyFcHQE1kvamCa7tBx37CeVv8yz8ZVYeo9TKBgxyTGYHjKZUGKyLo4vnBakhySoxsiYt3YuHN+w+xedMQoCM674F8w56Fc2Ycwm3Pxike88xrY5gblJQqJ4UoTZAVcnbez2MeOrBxZH+46mhxYfzq01pMmxtgdD3mm5Hr7S1XXyHrMzbd60t3fK8InCUPGIYHMYrwdRw+rkBc58As60zErHvmALuOO9LLIaj7RJMHie4XB4ln5+9saxaD+/B0LC4WOF+6Sx4If9Ya+KvEMuN/St1YAQ/7dcQglUlDTLLTXxtXe66hbF23dt7Ybz99ttlb/21NpYgfMAJQY/vku4YrhHyE6oUi2wPTMR+YDXBM6dPH3APt7KcxqDTXB+EFzwXdziisnw4ewGhqeA4w4INcvI8J82vV+QXFJZUgLPwjgitO/009jxdExriEv9C0byoi+1GAyLV5uKNmz/72XRSZiPksYyR/Juva+Nv6PjbpqUe/1uToiz8adZFYLnXyM0bNzSl6LjWtpBXbBNkbthvGw2YcwZDYd0qlpQvxAiWXrA0Te1kUmTFeFom1JDtEzmu6VQHD8RmfkN3SvC9HNsK4f35HKt3sMbfLwuf0ve+eUNDuJ/gFNQQlk4mkxLDcBNFBesXjfsjui1Kjd9b6vHlDrSDDS3Hrx0l8wqycuVN52vzatp2WQZTYztjhkB8FJfXaWbYgNUc8oHZI/1SYKL5JsBiitGKNIQlHlYQlIkYIqTOorge/GGVRs+7OUYettleAipxOuhOcII+AUu1Ly8+lUKYt98Drwzkd2rJucDeiD5Pb4NwhW8KnJUEpLluZdqAW3jt4gXd/kB8AYF42JKD6X0wpifoq1dVVG/RppTBOMLzrBoXeUFsf2Y+aWo2FIGzSMbtcayXgudGiulfl2kKPiMxQhgszTmYh5hSV3Th7dtP3/9Fetk36U9UugmfjR3NCM7MOsKUdbolwtWRDpnWmRJ3f5aXDvHGTbJXl+IrLOUeeLQvGBqXte0w8ztDqdEAhJEWTMWAiU0hNIKzSMaJ3RltAg3TJi/Yp2KibZCDoCsBCN3uYI0bYkP+509pZuUGFSJ5ivIaOitvtOAOE2DwS47ipxB++nfLI3zAqdJSfJz4oxuLEObl3SDXtFTJdyASD2EYF/QHR8c4ZgBtiQZvS1l9ASIUeFbpZMTI4VrDQo0Qk+VJElUjDtx9pUD4m68Z4OJSurQNzqLfRnOVYXfoJMP9XBdb3ovgJggVXt4+cP9I3RpiWzsFWfSRkqIja45sLlpTVLT5SBEMHeHf/0MmQqcnJcLJOCPyiiLKU2TlkrHPdRH50qvAavzauRobBDkCOu/8tOPfVszr8pIrOWmPT29Iy6UUtSuyGCE+kaEIi4mWAyihkUUXLw/5QYYYWYfAzf7VjVpdexryboJbRGjkxkpNd2+sfFoVBWX6423bPngCOOnBbR+R69c/+KmqXeg/rM5bjHDKnpLhw64IK4jxp5/7UZqDXZDjftzKmPUqwyToYTi8GnCIkoZwfvOHkS4BSg6yIyJ6jlkWvMUxcJ5KnHhEjJ2MiJAamQqqbT28PB7SPL7NPy4zX38K8FBGum9L7VOUzIAIbzRQCgeXAp5bbIHY4npaBPxRUlPSFSs+1QxqCqEaT63kt34IsUXyqbz9aXY0HeNTDcjrZZYNA7XCI3D+YZhtvXSVrQqtKZYswD1piDAqMU2euoVd0ZZqJdke6wQvAgjRTZYSUrmmSKuhYzhEEdrO0ZXfIY77l5810IvIu1FdVARg0drduLHv5j79ygha6oONo2kIP76e/OxTGH+/YsU/4te8FMIVKxbsTFTk5edurLwlPtQUoEuIECiyfihuGCZVrzYPKyrKa+k+Pg3hNOi6SiosC6L9JnFN8QpmMhiKMFVardRAEXJj/uBLZgwO/UOc8C83CM66vP3V2dnZ5YArr/Qm8FSwp/uosSQKw/l+PZouw49Bhn/3D/Og/jEN4fzwQeDMlebdGiAF+VnHD94dQc+FeyLx7AqnIZwvBFcG1z6DWtoZUWJOsrBP0WIsOKxwTWkI9SeV5y8g3JNjNVs1hHn7bqI2VgDA7I038eauvIleMU+bikRhxVM/HR09+MHogSe2jW5rmBv9+P9R4df/qE+4vwNF/b2HM0csybDSz/DWLT9uVkN0MWyDCNGbMxgOMxxNfOpXW1u9cR5hqTOuqAtJTaOhAuJ+IYkINS0Fta7KXqVT9kM8M+a3zRnA4QOlYcRPMW+x8qmNmxFh0c28/Q37826+qEVSK9GycywXJXXEYXcSF/yzE+Igkyiav0eA//gZ/t0Pl2bhACFH9v2P241/Ikm2ddgWfMlgNp91hwUdIVgbfZkihZCoDPis++dNqfUoh3modIRpY4AiBLa7ByxNPyMDwqfy/rmIAsyuvAn2FPDu05XrKXJ4SuSkhlacYQtbSR6OfJb3mSbEf0Aprfx9erp2YZitZRAfysdd992z9p7lxtrctREOENqCewZPjwJCGbU0Pb+eQqg2sXw6wsCTisCIU8si5MfQQNcAQFs/k/g0b9+Nf9bwZReV3sh7iuxreEo3MzcI+AqBVacfzphlERTcwyv+8e9Wr6C09vcNmaNoghN4Wel8fFmAiDHCgpaiLQVjqiNMv16TkSKMKSxusltIvQeelETF46Q506UIcR7SNCzGwP0y8+nKF/+5SAO4+cP9NBpeue8pTYY3iCSzTUl75h6ZhwHhZ38HM3Bl3j/8Pd6MpQiLSUQUWMH36J0R+ukBQD/Mw+UQSiCxyXTueExVa13Ty8jwEJNCaPO7afC0v3KzJsNyLZPRABxV11L7c5Lis09mGkpEuPLTT6krvLUMTYbKCQUo3/HHl9dSihC9hY3uG9Zt6S0QTigcF0lTUlyGcz6bVBzgD28pQ93j405ktKWfdWTrOkp0wYHe6hb9xs+I/Xl5iStYEQFZf6bxBPrx+/Ol9cwp9hjY0tnua3ls023w3bNJYelae3g07LYNazJcfJ9wlUzqVJRoHdCVBSjZWNxKQU7Djiw5w6dzmrnB3vM1/nFAuL96lY5Qi4Jv/CQVDiNCJ1kyCVesfvitlZ/l5aEIP6M0729+PyOAhFFQRIjrvk25t0VIOY37TH7gbMimc5olCBnJPn3YF1GPzu9RNIKWgh171o7780eWbF0E5j0EtvSs2Ww+4x5rFf5K84Q4/pUq5/6buicEU7o7mWj1xdKwpXIUib9JiQ9wNv+/ZOvWrfDRAB9E/2ggrtLDTz5+O4Tr9nLIS4ODQD/2uHVemj6QlwJCR7vENSWPpv3yqCqrDpfdB5ZGuRXChDvsz4cI+HxwJwcIUzLMzq7epyHUZ+GNBlrx7Pn5DTLKs89e1pCu+L1mnZms/PrQ7Kh9W+McmQtvw0z4E42NvwYOtM0ZYbjkjx5ftzzE3L0ixhZB7SCNHltkIEQZliqsLL1QnDbf1pBSV0RxRLGKb4bcU/Fh8LQZjzHPyuzPPyO6M4RR33Ej70bKGeb9TMUy5VxcR/hwjHKNh3VNTXwdJZgX+bMDjY0E0/0HGreRRorw4MdA7XyiLLBc5ybwexogeHTPuns2rbsnV5uca3PfZDE+DJ7LyRkctY2J7EDG6QqLeYCF+PDwSCRKnk4rY2wy18UkUTocx4RwZn2WhRh/z5zNNixwSt6+suz5sWbL/hv7UvS/BWuqClKpjmkSA7dsMqVnRFf8dfJv8r4+vo3cGuEHKgt2UIw8BtNNl9m6TZvWPv30pk333bNOQ/gLBmN8CPJfGg2CTaCpz/SBMT7DRuzE3h5pzzYubLgoPqywAjMR43g9T5M+ukGww1hwBrdc4fGRvJUvVm5ewFieMqQrS5Mso7S3T7fqItT2DpY5H9YAoqq+9f9RZEsQ4kpOFEsTMOyfPb5Ok+Hj9617lGy6j5Cjn6Q092W6cQhPstjc/vk8TbqajvCcqNqnJLHJ84xpHqFxDe5HFOPTiHBprk1i5Vma1MdzAf2c8Cn4h5IFhNllmgzz9h8XGfHU91tTs/ABzPMYLc+QBxYMj+ej5RD6tzljPg+ucD6iecR195HHHyVPfwLE9pNNulQjHF4KjfHDtoScsVUbi8gogNATF1lebC+Zn4dGQ6VP5Fl+woGbEzOfZNLypShEd9BvG2KYr38G9LokTYr/ul+bheBPucNpriJ2FIITq70zzbQ2f3Ad92EeJL/eBl/h8fWPPt56/fr7T1z/6PoThB4JY3ZtAohrH7zvvhQn73h0k6a4a8FQDGP1DZBiKKjgju/Fw9LL8EzTs5NYZ3liw7w/NBpKdnF4UMaubaZZotqCPIYVPUbPnXO7x2Thr1BeDQvWRvP8EBhC8BmZSluXaCXlhfdXk8tpGy7VuqdxuPBLqf7hfLrOCV/gRy6yA4So/m9E+ChpQHDE/snj9+TOm1ImgZVQ5kbduAnzFmaxG5wFG09im5S0rL7JUNXQxEUdnXbgREvMk8nQxXL9bn8YKyCdD85yjEQTF/+6IMPNKERNSaOt6Z5eQQmkn6hY3fy/6SQDCPhF+1i7LnctWJHcdbnrNpEIwyYfg2mXu/Zr9z76+D2bNsHPUzqa+12Rozuzcrzngv5ZdG2Z9KQvwTB8Z5KRI8efMaVKj0IcEyCe0risYgWFJS5fW3tCWwoxsCU8zEoJDH9W/qRoAWLlTbSkHojBFvOZ1Q85yOK9+c33rV1H4yNca8MP7RsN9dq16x58DmzBYc1V5FLRUXiapVn3Oe7McsOFWPPDmBS7vIRidmEFQ7sambCTYlM6PVtPfJyYtJ/CupYZkqfrh0Dog2cAYX7YneCb6MLFjTULMiz5CXWGDKNEVywaD9nTzAxF+Ni9aXuGl4x7H5mWBG7XchGUQrcPvgT+fjAMYQ7bk7kV2HyC41nJSXZ4FF/9on5nRe0iBOauGDjsJWvAuBYg7/SHw6cD+Wfc7nFB/isM0/ctyHDzRgiCV+LKlSfjkM9ShA9uut2452sQ6nPqg7fmNXuBEoT97prBHOueoFtOK5qTGrgG3KQSVQZnUb7oNxXtWL7a1cCBqcl4Gt3oj0zChsV/wqFZlpHBrNyoWFDSVRXIauxwk1oyt90vQQhamr7uljFy1z42xcnJp2+JcNN3RWmIHuucGw1q6/iZpWi9eHIVnIXIKp2FiwqBFJHvd8SS8TqsuHbI4LXiM/V8KvxZH4+8DXciYS0rnhU+zbtRneYQi3BB+MZu8BWxB+6AUH3ykduPJ58De0VuESPCpLwsMCdtYT1U3SkLioVuEzUtyKIb605EY0lPjPriNOzWjSSmiJNOPHM8YtIQ6loMCLsljsadWp2rIZlLCy8QYAP6wxvPMZwUf/gOCJvrV91+lEwAwt23DBLf4wR5OKQVCAvZhvCYcvpGWLxcWv+z0+Gq9fky9kQZqjoUusSPzLnXpBE6C91nbNT2RO206Zus/UDp5XR/n00B5j0FkUkyuvoOCD3Ln7rSRj6ROLH9a7mZUly3ad0vBKbfFnLX1ITBGwbpkQQKC0RhpKKwGk7g+pwzFpGbpKMZL7wRM/pyZ0zkOLqvDZ/o1ZrEGCwwEbkhzB2cGRx8KRjmBO5XRxYgVtAsVN4+DyD03RHhEexhtmTQnxmNcGd7CeiR577cJVJcm6sAKQ27w6fzT8OUmZUZqddkpZV88026snkHIHZQp/HM+JLCn/UqkAnlsF0U6N5ETXgKnrn1WkzgEaXEcChYY80xW0aB8XIj2fMIV9Vq69E/8zBM0nMXMrSajWaz1WA2AyD4P/+BTUqshgBJsmBMl8gwN/c1VuaHcb+QttouyCNeq9eKG5o0kZis3gCeBcfKUWyT75sZCIF7s00euyup7y9FJTWMcAbskmrR9pf63eEcGucPt/LyL4+kxRZ6bAgIv38nhM1HDDmILwe8do7Zas4xWOFh2rcBh8pzyUfWLbE1a9/guKEwEBqD1Xq2JpwAt4a9JL2GvmQ3rVtnovtLeXFCxfLmsaU7aEXOUxojU7gLWgsRTYYR6QSeT58x4vbLIUqXzIONbn+C4T5Pt6R0Q81N9W5kqB6tqKjY/qcV2/HL0o/t28sc+DqPLUX4HrjyWTDl57xYPnO2lZG6ewEjbmXr1t2CsQdLqzmVJllpL8hkO6anI1O1iuKMixxLGTv+wQDPz/QN4LZv3POHx3H37BkFi3pS5KVfLkDciBDzbnpE/s7zsPnjbde3Htx2ncBXgl8/2naw4TquNW57Ar+9vm2rClfwWIZDXHtP7i8gtMYzQcEz588E8Qj5iNl7SOnpPcTy3Xi4woj7vAGhalfVuHNhSTE1LPmuTkWUnU4eXr8HJh8WJB0RsKFWFx4H59nWkyEwplgzxh8Gp//5kXSIT1FbyksZpO0WCCHUfQL30+Kp0m30ZOmBrRAj/pQe6sMNjA0QRieXIMzdpLBYB8Bv045dJXCvvrl3BFthyX0Gcw54b4hkYQb6nK64L9Ky5Lyzie6hxbw3PW9hsPb29YxwmF09gXuNDT08sPqQTV9gxsO4q9IcRknDzZX7oyDZO/tDDeGojvAARaitxGkIR52I8JFMUgMiBPpv00pJu0M7ZV7CtjbdI7RF2EBftxfsV5cE4e/hGBZuaPnmkuMCBQTrDzfQU/tSt7e7R8LKGIygBZlmcPrybEj3ibawwKbPxM2bs8vJvmlw1fEHfkOE8BNEmEFMIX5CV0GrntLKUf0cuHsTOOwBieMFgZfkPpPFOoIlO+wRkZWVw0sPfeSTSY9Dle3TIs/wXajUMyeAIAjMZa/JZEW7KvTbwN+6zwcGRyFyEfjN6V5/VSVxQNyz64689NeNoxThv1GEczrCfwOE9Dh047YOiWfVRxf7w7W5v8BzTyH36Pk9oxDjz6KxAO+AJeMEnhnow3ioNyBBgK86fJPPNRwrXhIbmwzrj0IExUaR27Oc14AnLAcEfoSTDpmMFjy7JuDxQzyWYz4bHBY44eW0mQgQ1xCIn9XmO8UWBxsPfHh9+AChH2GQYXjb1gPhgxQhfnvweYZf6vHfk+lOcyyPcTYYso1rZ9e8XlmWR3ALEKqkuQ/PrsUcdmespdxqybSlQA7WtODeTPAX2vlDE1AZsDK9XZe7wSvCpJbFcZutZk+OxTyIB484Bs3pghxXlQOpyTQ1SxG6Sku1jAX9rP3TB31I2kHZ2x9f7PFzIyyToKWXwXs2ps4fWgw9PTNe7wiQMBq1j/A8oziiiiJK1QFzZtgBfGKjCoRGdHVy9AwpxhZKjwW7M/dqZ0h5mR2mp4DNe4K4zMZKm7PTxbhxQuS5zgdui3BF830YtdNQcPGH/uVrYOqkTOad+yaYmVmbPzhKT3Pb6BlSE1wg3HuLtRsUlpI3PEMKkRNwtmT90iKRgHCNB0spOO0RrBcL0KyWnl6gUVqPADwHzMvjwHjn9ryEycpZDtz+Ij3NJhLLeH5+BxnetxAe4oN70j7gc+7jDQrHCY40Q5N7T+4mGasa4ZmklwYHz+A5YKwip7WXgsubwZJyJkMXdpfYEYEJy7UX3bKYUsEEJtxczlPaqRIjzOR05mPqAjUftoXdWg1n97jMcb9K09LsVcdUhlViq2+P8JFHbzueboE7t9hZbMr9WwH4Bi2uHHQHw8EhTjvLPX9lcJ1A3LEMj9IhM4KodNy6dLK1OoLF3KenIY7iB9BSLWpxavJCvDIe9GsFkGtswwmeGdmcLsVn4jIzv2axrAzTr33TpkXf3XPPfURl+Yw8Te7boKNjIb2gdNg/DO5scVLXBCI0zuD5SV9UFLnIxHLlBQt3qa6I6LOD08eaCtbF5yxpTQV6IN9mw72BbvC66U4RrA6QBkaJr749wnmVXIeCWpTCyF37IMHSPw2LzMx7WBETBFgzWkMrgoMvlBelL0BfwdRgOUKpczoad5FvLFvcJBumeZPPGcdWlD2Zzb/M5l5ZkPtD6HAD5pxAI0x41NM0a7MdgkxxR7oQH3LZMxA+tnyiDYbdByH4D+9NrSGuxdUnsAto4sBTWOfCNq0uRmZVNgvWxZCFiIMcj/tIZuC0ML4ZxxKELkcEog8502XC1O0CCrAzZHPPma1Ww5kwnnhQfpk2FYtwgUf+cNGJ+0wZbl+z/DhSQbCaX+e8q8hFxs1iCtEfPG3ATVkhrbaJOTOLaKBhRewUB4ytfc2yFc0KW0Suc0q14zqitGT9Ahd2GKyhREv95odsoWFsT7B5IdzffMwjgjlNO3DwkMuZgfC2fZq3+OD56iPzy8Brc+95E6txuEPu4GmIK8/WuJES91mXQOjFuqmKE0uo3abphTFQq8bjLBN3Snjp3sUtMc1Gr6Eb62ABOZw7jWX/8aylwChp5rToMMxN0bBy6gAAGTJJREFU+XianmbU2FndvHyexmoqasCaAZ2bdBFi6v9tMG84M8JYdTdwxq3VGFp8ChfsqAGLbrOnXNFT0Wd3fPM2JdsC9UTi2IhzSqSb9pcwH0MPuDwsvh6s0RoAjLWywuUjC56/oh1Dk+cXw7obhNj3qhh4HyP6FlzF2nV7ASDWicK9rVi3KTyE6ZmM54Il7VXg3igOMhF/ruX2nVmy25vAKXY6ZeCwinfJtgyzV2G0d8Tq1gATTxzzL6cZm6N42j0ZW7Ib4y60NHDUB3iSdZvWaStp4Ok3KQzLzobcWrcWt9s/JgtLE90mNPMCjye6JK5JOXZ7hB6I8cVOOy7ASV1L6kjiZg5BHteaGwyfA1UND7UK4DPmNbVkWmEYsXnHMhBXNx+rXG4cjWM6t+W+lAjXrt3UysuJWXc4PDoapMuzszLD0Hpti4bR3ItVJyWC/cBFz+2blhR3yLyokLoGbDskWzL9itVsOsHLWoWK4HmY+meC4X6W0reUwanEffKcx/XQMgg/+Ogj8lP4wFVS+nHwAyxg89OPGo6DVxA9mIOii2u597ynJBhmZyhcc9acsweXDcMJrGW2pLEMLdrBiFN4xJfl7tQc+VhSlHZEPMTTxII5zeTnFlo3EcgbMAzso5JzPugPSozAXk6FGZs3fKOdY3k24mp+ePWKB1pbMyA2Q5i79fpCbIir3B9D5PRvH8UlmWOTT2qroaCi6/aC52jd6bYFsWxTYJQWEZWFPsOSWgLGXgmr1jqw3oTsKzfcfvTulk95mjhnB9blX+IT0fKgPZWCeGdzzAas4l2TgEsbmfcYG7a3Y61SLmpv9jmj8dqHliD8cBuu44f1dfzR6+9DUNzwrSaZAYCb1qUc4duyKKNV05b1AqP+EJg1XKFeWtPjEC+wss+lKErk1NIUVCaG9eUQJkbsdh/EUHzmZg4aNeK+qqEwhDJnB7G8gS1E56JCk28Q92/evL1dgihalCY9iihOurTDatRHrtYQXl/YqeB6//0PPzjwF9PYsE5MPr1JWzGFT/+HE5jELN0tGDyb492D5e/4xACE5kvaOmOZL05xOuqIi2y/Yy8Pr7deEbhYtJSAxcAatNZFmmo0Gi2GE2BtxnClzR2k2079WOBfkH41r6mVMUXkedqJnJVhRj4U8Xia6RaN1ZO/9o9uvX7gOvn19euA8PrzEUmNTfsS2NFDfTrlCe/Z9AuR1qC12bQE4lzQP0u3M2G0lH5FSJ5H4ErFaEyC4btF6Z2MYTHVq+JUXFZpe1pmxNS71H16BxKyPKZl3txzp8/OhcFpQEjwuWZs4FNJrUcWaSdARnG1Tv/Ep0ZUXyzeSrMY2xo6T3kikea449ejW5MgKl7CFnNS+yObtEkI7iICNBq8Ujg4eoCmnoIQymCdCO+S3IRFK/KlOFvxvE77kSXN6TKH0VBFfLgXfZcryQqc0GXOtM0WizlVCxo7Uw2acU+5bWcr1gX+ZXZKjhXEQwvoKi0upyokWJEVZSUWe2Dy+vXDKiASQMRKzAWagssorCAmj9+HB2u1cAncutwP5ix43opW1O/WSs+D+7JmQDRaemVscBUnUSyGXpp/xw4QWBm54hTMeoXEuNRBr8W3wIoVIoFhz9LVKLACOXMwF7EoD8v9iibgcDYWbSedz7ZPdDxTOilgoWAsxAXxtWMrbu4TBOyGKEi7XVjrFqi1susxtDHo6nO/9rIsaPW8baOYlzkT9IfAT9Bj9NalnuIQll5WXXanw042BizGOyHEUYkJGxncPguOYQATBBnP8tK+CFiTnWa/AmG3H0IqrMnOjvxynohvKCopKdqw4SgQFUZCqQtYqtWhYjcdJplUBBn4oR1bjLy1q47umVmbm3tP7v/BmuwS7nwKuQGhKeeMDYt6YpeLjMvAbzHBxjHK4UlQBrkjs9rHcqOkHe6y5HC6IKDFGCMzVDFoicpWbtYfCuI8xN4iuO4MFojhP4e4Pz2TWipD6P3v/74lGhHpnjrgfdxk7X888h8I9ZFNjzz55JP/8Tge9EYfsXbvZfQaQ9hSxw2u8LQ1539pdfWl+R4XC5eBLVjhGlk5ih3s6Xm8uxvFROEE344pZ5ymzLuXqraV9kbguJPuUbprHpzW3AGtNwLMic8XpeDKVE56IXvVN5+ZRsaBNppL/gfE9rm7msTk42vXIT2jG2qAy+z9hYwm5iT2f8LN+O6aM2eCNr03gnmJI9R6IwC9OM7hNppTZXfdhqW+hZNckaa4C24Nzw9YvBmZK4sBIqkZZGdjeMwqjAX2cckr5N6ZaAWMyuf6bKQzsjz244344JgEqmYnKssmH18HsO574bl7wbNvouZl7brc3L1/y4H55seHsbweOFs3HjtAIwOG+pDXtKSPM9bZk7DXVmmkiWPo6YO7bHBhCdT54jGO8TmduHYh0aYEmc9N9SgJQ8yPm3is1hxskxAel7A6g4ZRz3DoG2+eaYkkfaWP7FaTLZto8LdpE4ovFybf2k25a/e+wTfRHiVUJQaR9Lq1FmXYwIPmjDIKWePWCzCk8imXmlQU9XYlkjMv3lK8kSQZudNFsJQpT/vMLMSKgfrqigJ9LmKfmZA/7H7JnGMNIMJQaHicwc6i3MCvcEKmz8hnjh3bvvme+x6873EtvAXuid5vLaZj3rzMYqfvftp3yObGTBD6iVBoJw8haA9tp1tPFldkwT4zcDfVOo8vGlu+pOfSYaYFszlWnebixIfttmivoHmEtJTIBrSoqV5BEJ1SLdWqxGKvIGwBwo58/ssj6VYHA+VVa9dqSbZU/hBEuGnvG7j9WeYSO7HfA63VdBYI9pw7FByX53sFYdmjxdFtD/BHVqlTmjhRbP4CDdeNuPuC+EYOexIQC0cEPGaSxiUCtaS6kJ6E9hp6RySeE3aCxw+ONtbQI8jYcNSP7bo4GatifQ6SPEIn5RFEu3nVJur1ctdR24nT8P+8zIOllGWmn1buDp+Zw5xFeM9psDHDQzLtkmIxopHBTk/zJ9C9ZiQznCTHCDCIppHdR75Y41wTYHAoQEmwbC0Y1EMG3dWuLzCU00421VbcN96LK3Ct2LMriIU/sS+gmWZwRmf7wTtix1xG+vxXvwTxUYU9kq3v2N4Es2/T3jffiIgCMCeBk8Zo5gBNlhlCMux+4g7NQnyIJb3ABgSwChyewkv1szZ5u3HpsMnnIHaX43jD9kxfcocBzGZji1ZNHfuusbRFLo5yUgXg1xRpZ2/NZrBm2CtulnY3tDUGTCbzHuTj2FFgLMGh9gkYSykjn3/+K0D6y72b3tu79+3X3vzFy0ANRRACD/59HHdZU+08gwVuG4FChELhMXg6P9CLzfPyq6n0sLJXqrJOL1hYVlRdnreSqq+28Is2W4epWNWCPfzaHa4pTmBT2RFa2baMkOKNW6yGKlr4ZWYEUNDeedikyYyxqs3dCNFAiHbBpX3yeNpzksMzgDK20hMhVuVov2dG6B/D3nlhbLpKY0GIdrHFknu2v1WAO+s1e/VWRRg24NH7airF3hGWEcQIODSgvMqP8dZ+MYgmQ34pdnAunYy6aB0BUBasSltNSrDySYmhGN5to5UWtQdNxf6HITCD4XPn57CJ16DZjMFxCH4yPDaeoC0sEA8EG/CBXQFBP9jE0NjOYXiWVtNyEJ17+LQ1gD0th8dl2qEe7zXmDlF6uBoBClQPdsLoHQC2xkqdWHpcYrEP0nJ1/m4zNh+WRLVTVEodtIelnOr7hGqKqQJsCl5MF7n6JHAq7NBwEFs1Q0AXPGe2mNF5YOlv3FYfHp4dGx8a6k+ANiQSiX69hyXNoKHtDNsOWOmuWNzDDYGnbacCTgp7WM7nftHMYCayCs1pjncAXD3LxafBDMii8iW7V5vrW0aenxT5TiCoIqtXW9Ba12k1E9ZoXsNgMvYeklAHx4axb1CIbpjOGaxBpRs8PadVxsXuzmG9Dyl256QDEM3tQcuEjXWtOaNAj2zuEPYhTci8MmMyg5cIlGh5iRIyX4jGi006gR5GHaVqRAG39mU7O1vWbLFLfNL5Y+e0gr2O5lutpmw2NmfZaALnj2IUsB3gSTARWIr3rNmK66hzphzz4DDOKto/V1uYc2s7OoK0AcgZo+ZI0cWf1XqvYr9cnpN6tL0E6+0pYHp/UBy4SAGx2Ieq6os7ScWdg8JlRyERWd8p0ePqBJ5NT06jYyzQkz31Wj0K7QZ6uyTMB/EnUT7BGjdtw41UJydEZRnYEwSCF5w7fw4pNTYyA6dgq6E14GrQAZ4/V4NcO6MfcCBV+M9Ae6Wg7ngNh0A3maZJ7IjDiJEnvyw6HMXE11qqsvKkHWgq7emcFvLj5K9ao5dssJiNvT0YNLYmxmA+0r22NvdovgErvFGamXMGW3BacnJOQ+QQNgErA94ZPA9e6DS9Gzhjwzs1+TF6T2d6G8vLdf20bimifWR7kG6LqsPlS0qc0pK5kfSLjSLSQRSMXO3YlxtI4ELIj7Wk4B0LsXgkFoumfblZTCkBuwzTvty4hLNnFFQP++eiMgb3GIC/ht22RiDWiNA2ehprwGFpK7S64Esg3Jvvy40vDV4+H4s4VhRrtXYM3kPU96j2WHzaSTrJk79he/V8sKioEU7HC9hqTZBn0M0bTbSbdIpCbSQlAQvtatvdI0vo6BLjs2F9ukHoEa45TZtv28IvAbBBbLJ+OsdwmpbwoL2qQ9h2tp/H6FIamNEzhlXV2DKG1uig9XXQkloM4CaARoqqc5ITeWWytvCuWwIuNwKo7ayH+BxRCevV8X3A6U0WOgn1woOoRbW6vbb0dinIhzWQoRC1mNjW4PwB9A3BPVq3dZiZZ4K0QAmO8OzJfkYG6iNJh2bmMzEbaZkyuJNl8AbVpLoAmBq2N8ccpWrHHr68qCxTQf8LjaIWCC5iU2BuYsjfGJ3AFZTqOYP1YFG3kHKdLgI7tMwM0B2DHJcAvoI9qjHlWaO3pkQThEVI3RBohbCb0/DO8X7MmiOL7uo1aeywoGwNTgMUGxYorS4OZMMttBq7R3hWYMRmEqV8lu/88m3H08Y3WjjZpTRFiGNCoZ2EDtHVn4CW9kE2nE07SxVUr6f9krxmEKScSPDI1hi2H3w7OEBart6GZxrQNdrclAfsHOsH24RqzQuJgRmrxWugHZiqqFJuocSiKi1mwm2uLNZGAIXCUq67b7/OdNejZKK9kxM9MdVRq4i4/3SgV9tYbdDucJWBNukGjlO7wZpqbNLbJ4P7wKgWexrLiaHxsZMnZ7Wx8+TY2NAQ+Bbsckq3FgpdaF28uLhlyK/SWgFt2EjnATyuhtfEjWq0dicn+8ik6pvuiLYfrvryjnDxsNa3i2JLpEmZxq2NyOBmDNij15BPTcCaKuqKC2kNuzX6hDQiyB7c4Yo9jWXalptrlWVRxCbOtNkzpo94SeIGuigh1C+2BGNP6gXrNQ9fBl7Q4rWYTUCcUEejBE+ec5HbbLn44uN+oigORRCVaQe8Oi8LUpcJp1x+JdlCC/lqmwM0RpdaOugFhmzpnek6NMLxEi5jYFNUpN88FrxiMTs2MtDT1w0qT5MUuk1ENxuoJ/X1qdcqqkLlN3S3gp3DBm0OMu1RGFElX46MLjNKSCe2C2xSnU4flmTjkHTgbFxfbCgoJ3rtb9DTilJSZlhfQitngphzzECCvL3dM31dhw4NjKTGwMDAia6+GSw/CrrptViA9xnzs8vpIj+QiPJsUk5b/9bSdzebzKYuCRcZxEhHbNIXc9ljz5LNv6mbWDzyC2kqVyW1zijSerB8fRaTlp5KtUMB11UaCBStp01tN2LZTPpUY2q1yGjxamMhq2XWtwqYtY5/Gu+sROdA8mnj02ID3Z0HERqHBddVuMGiyCXb67J/Q0d/i1Gtirzg6VSi9h1gb+juat3yFeiaWanHHHoBtdKKOy1WaiNQXIhXG1jQ9jKtvFz+ljJqnb2WPhm4ANzg9jo82sOx4uSdVnq/zFhPJuUmX7RJ6iB1HhnbbvJcnwUnkKGAtgcLpC5wPXKsonJyFxMFtXmN5vewRrqu7gEMWtboLA0EeFnCuFlWOuumsX0gJ6u3qfr+G4z7yS75w2ZB6XA5SJza7bQQwGBY6LuzRmeR8954/cay+mxdoNYALTtGRwll1FWaCoBXqCrS9T0/Latm6cK4hqEpGUV9wZcURd+Td6cdX3jkg/YoAm6GjxKsJYR6k4QwzmvExt1Yt1ZjOVpPz43zAPXq5ymCQkgqs1tI1Tpfa45JC/1V64q+nmSbTFbg84YZBXNVPCPFyWFs/6jaf1b+Ffn5Ww1vGTajBzqhlpIo7SsKHrvPqyXEiys1kliMtrB8QQhIUEo20pmFUivdsqVWdyj4l/kbMHi3UoTpjdOxFaHZ3D2Q4DCmkVXHdMw1rXKs3H7XDca/1Kgiky1O7GOo2l0uPO6GjdRH+qzauqTGZrI1yWxIXUkFLWxXSHW4hKS3AVtoZVOgtzQsr5zXBJPR2t1DaTbDKfE6VRYVnyPm2XXszr1Uf4NhNBTUVxNsuxhxeGKuGG2dyrDS5RkjVu6nG68x1CkvKViwMiC2fGpIyukULSnckJ36JY1KKmilTRRoBWArKSrGveVmjMTAwMAUFDmfK66wtKbIj48Ueu+4Uv+bjnwXug2lk1MO210+qQn8PzhHiFphPhoxsCuiCxtb6lMwCA088ilCjfXM73kBiQFazdQUp3yN0euF+Qf4aIYVZt60A2Y9w0NMcasuR1/5MBo2kIgs/P/tXc9v00gUzhzqVE7kXyPZInvwgUMiH8ZFTdyQUYsE5VAu7uQ0c3Aa1zUUISElCHFvWLaQNl26gj3wr+zfwN+079kJCyoguqK0SHxSLlEc5WXmvfm+mffmyYnOXhOTDDxYNYAABK7Yw0KkYoFv3sDJtniiFI/lLMV4u7q6ujC+U1gVFdxlhazNd3xghoIAs/B7LTrKIYSqN3g5J02enznHvwgLG/BjE76dWez1plC74P4Me83T4HF4UDC5xZ19iycgyNxuRVuFBy59fDV1wRV65UIKT3yYfI094QawrruUidw2iYgDKu/kyftXWqP+fana5wFEc+nO1pixjDAMcsau5BhUcfdZgEyoLJeeUp+fyDXnHaEx0i591CqtsrBNa7fQ77R6HUt5Yfg4kHIIMEykdj71HOLRmPk3mhiyzyREXRjqW5LPsGoYtL9t3JnCP84tGEsXPHK/AWIHBN3iWLq5hjETjwDQwk8Ws067cMlqAz4Lzte4fwpyC1UHdrtOyVBxFoCdT2Ty9azRi0D7KSEGxz7aRPq20fWFhZdgFZIPywFRNWgfvKY1748VLXXO5kvUlpfxs423D2joljsDgSUz28yYFYQ8iKfHd1e/q1T6NgBhRilqKZOz1OgS+52kZaaXpYehAOF3pkDuC8Cxu7/3DKxDzQIakApv6BwJ+UThFoEbnkSV7yXmz4HyllPJA2Hq1nQgVNo1Jke4C02L/ukudZ8d7L3FwUQnW16u1UrRpIFkKqrvl4vysur+/sPTRyCRCy4PDDu2ZG5sksEI5meWCT30bkaVM5VoPwrt48lIEsHk37BauTkhTjYNGfZ9x8GgNAxRxu/BcP53s9j8t9Ya+/tvH54ePNOxWNVFbg1TnlGVDuxUhXLWVaCS+pvvb29clnWVot5oZf2PlyqWxgimZ2j7Hvz72VQsNisQbhE5whCU/cHp6ekDeB08ArkvgE27lotbGgW11iF2yhQWh3FIGVC03PBAJa3gEeVFk5gvo1avazXQAfIIK0+p/pcEW7OZbc98CQEePbK008LkM4xB7keAFR0fwvGzrJiNgAbizZl5zi08GmAnxSleDZXLpVk4R/vYuZnTwKLpPzEfcBZOZ8S2u74UjGLTeFoe/OK4okWLwdWLQ270WaG83HBm6ZCc0ID7E8Fcpo+GF0qxz41XJ7B04dU3Q6wKEUPijW2HbGaJJ1HgMdyEtHC3rdg3L4Ata4WQ/smMGGQwDXnMj5yEW6A+vZHsv4gqP4CinQMrO5NkMoSFw4uDIPZnVvzGkNt+Ztu2M8zf+b5USoQlRqOR9Pxk3B8Q07GdrhJHMx6A+YG0cxH6vY3DGxHQgB+/QnwFNez4EW2NR5M+0ylTTsiV44IzKmfmQfxwTBN7gBLbMGyDwCQ2ye+mnUohVOaMYpam3AX34z7ZJU4bd+AaRUbIVUNrvXf92OPUDW1JhbkNLkf9IadFpYDwnO5UTjZTKZXcNaSrMh7AiiBmMyB8WcopD+W9TjO6BPpyDtQqzR2SKEUSFmOfukAXjtCFKYCv0KlDH3OzOBgInZTF0ocwg61BcxYrQvr93vXoCo7bJ9CQuESH63c31n05IBIVbOYzK88Z1u0NfRYcTYrUGmkIqv+5jXnszCf9hHR+a1ZrnymXu3ooM12r9bXe2hpJpBLjLpAeR1lWEAD/CbjjIYGJ0wk2nEjEtjfeanWw02Jx/db/yfy5RLR3CDGvk8E4u0WU4FyRvuA56D1Ow5OdftJ/tXL4/PBbs7OvJlorzUrU2WhWrr0k5N6ta3fJ02vtF73e8YuNWrTRwhh8Jrv5p4KGIgT3zrRqNYqiOt5Agu/jhMSErirQvp/aQq1W1TQUSpX5lb6lNVqxfl4+3fyFX7gi+BeHtiG6/NK74gAAAABJRU5ErkJggg==)
![Judiciary](data:image/jpeg;base64,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)
![Hawaii Army National Guard - Wikipedia](data:image/png;base64,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)
The lab sites could be donated by the city, state, or National Guard as part of existing facilities budgets. Vehicles for the specialized collection teams would be donated by city, county, state, and national guard from existing vehicles.
With the government using in-kind contributions,
this is a total cost of $34.624M over 36 days to test everyone on Oahu.
Extra Costs if no in-kind contribution
If the government does not want to use in-kind contributions, and we would be required to expend additional resources for the lab sites, collection sites, and vehicles and we need to do everything within 36 days, we are looking at an estimated 100 sites, 10 remote collection teams, and 10 lab sites with 5 machines each. This would mean renting 100 tents set up for the collection sites, 10 vans, and 10 open locations.
Extra costs can be assumed to increase costs by $1,056,400 to $1,076,400
With no in-kind support, we could do this for less than $37 million
So - what is stopping us?!
There are currently around 960,000 people on Oahu.
A standard digital PCR analyzer (the machine used to test the swabs) can process 500 tests per day.
Who can run the tests?
There are three entities that can do testing on Oahu.
How can we collect the samples?
To collect samples to be analyzed there needs to be collection points.
Collection sites
The majority of people could come to a collection site that is set up near where they live. These could even be someone’s polling station that is used for voting. The stations can be set up to have people in that polling district come to the collection location. The collection sequencing can be set up by first letter of the last name with A-B on day 1, C-D on day 2...
Mobile collection sites
For those people who cannot come to a collection site, they can call into the polling center to have a specially trained team to come out and collect the sample. These would include nursing homes and people who are stuck in their homes.
What about the test kits and our current labs?
These collection points will collect tests in test kits. The test kits need to be compatible with the analyzers that one of the three labs have.
Each of the labs have different equipment so there is not uniformity and the collection sites would need to have the test kits labeled so they know where to send the kits to be analyzed.
The test kits have a reagent and a swab with the kit. Both the reagent and the swabs are in short supply because the manufacturers did not realize there would be so many tests needing to be done.
How do we handle the extra load above what we normally do?
The three labs will not be able to handle the increased load. The state could purchase additional analyzers and keep as part of their strategic readiness capacity. The purchase of 50 machines would mean that 25,000 tests could be analyzed per day. All 960,000 resident’s tests would be analyzed in 39 days and not overload any of the existing labs.
What are the costs?
Analyzers
![Non‐Invasive Prenatal Diagnosis of Spinal Muscular Atrophy ...](https://globetechcdn.com/labmedica/images/stories/articles/article_images/2019-10-08/RLJ-399B.jpg)
Machines cost $30,000 to $50,000 retail, and if buying 50 machines I can get them for around $30,000 each especially if we are also buying 960,000 test kits, as the guys who make the kits, also make the machines.
Test Kits
![Droplet digital PCR for simultaneous quantification of general and ...](https://ars.els-cdn.com/content/image/1-s2.0-S0043135414008409-fx1.jpg)
The test kits normally sell for $35 each, but as I said earlier, with 960,000 kits I could get them for around $20 each.
That is an expense of $1.5M for machines and $19.2M for the tests.
Lab Technicians
A team of 100 technicians could run all of the tests over the 39 days. A lab technician on contract costs around $400/day. That would mean $1.44M in labor costs.
Collection sites
The collection sites would be estimated to be 100 sites around Oahu (~250 people per day per site) with 10 specialized collection teams (assume 50 people per day per specialized team). The collection sites would be manned by 4 staff each and the specialized teams would have 6 people each. Again assuming the $400/day cost we could assume $12.384M over the 36 days.
In-Kind Contribution from the C&C, State, and National Guard
The lab sites could be donated by the city, state, or National Guard as part of existing facilities budgets. Vehicles for the specialized collection teams would be donated by city, county, state, and national guard from existing vehicles.
With the government using in-kind contributions,
this is a total cost of $34.624M over 36 days to test everyone on Oahu.
Extra Costs if no in-kind contribution
If the government does not want to use in-kind contributions, and we would be required to expend additional resources for the lab sites, collection sites, and vehicles and we need to do everything within 36 days, we are looking at an estimated 100 sites, 10 remote collection teams, and 10 lab sites with 5 machines each. This would mean renting 100 tents set up for the collection sites, 10 vans, and 10 open locations.
- 100 tents for 36 days = $275/tent/day or $990,000
- 10 vans for 36 days = $115/day/van or $41,400
- 10 2,000 sqf lab sites for 36 days = estimate $1.25-$2.25/sqf or $25,000 to $45,000
Extra costs can be assumed to increase costs by $1,056,400 to $1,076,400
With no in-kind support, we could do this for less than $37 million
So - what is stopping us?!
Comments