diff --git a/banzai_floyds/data/standards/README b/banzai_floyds/data/standards/README deleted file mode 100644 index bc9c694..0000000 --- a/banzai_floyds/data/standards/README +++ /dev/null @@ -1,15 +0,0 @@ -Relevant links: -https://www.eso.org/sci/observing/tools/standards/spectra/stanlis.html -https://ftp.eso.org/pub/usg/standards/ctiostan/ -https://ftp.eso.org/pub/stecf/standards/okestan/ - -TODO: More involved detail is needed about how this data is actually accessed and used. Specifically WHAT standards are needed. - -Convert flux units -TODO: What are the final desired Units - -Save table as fits file in banzai_floyds/data -TODO: We should Possibly write a small bit of utility code that handles this and results in the correct final format for the fits file - -Add RA/DEC to fits header in decimal degrees -TODO: Include this step in the utility code above. \ No newline at end of file diff --git a/banzai_floyds/data/standards/README.md b/banzai_floyds/data/standards/README.md new file mode 100644 index 0000000..dd6897c --- /dev/null +++ b/banzai_floyds/data/standards/README.md @@ -0,0 +1,40 @@ +Relevant links: +https://www.eso.org/sci/observing/tools/standards/spectra/stanlis.html +https://ftp.eso.org/pub/usg/standards/ctiostan/ +https://ftp.eso.org/pub/stecf/standards/okestan/ + +We prioritize the HST standards, followed by the X-Shooter standards, followed by the traditional CTIO observations. + +To generate the standard files in the pipeline format, download them from the ESO ftp servers and run the following: + +``` +from astropy.io import fits, ascii +from astropy.table import Table + + +standards = [{'name': 'gd108', 'input_file': 'fgd108.dat', 'ra': 115.086642, 'dec': -17.413667}, + {'name': 'eg274', 'input_file': 'fEG274.dat', 'ra': 245.890989, 'dec': -39.229487}, + {'name': 'feige110', 'input_file': 'ffeige110.dat', 'ra': 349.99332558, 'dec': -5.16560011}, + {'name': 'feige34', 'input_file': 'ffeige34.dat', 'ra': 159.903066, 'dec': 43.102559}, + {'name': 'bdp284211', 'input_file': 'fbd28d4211.dat', 'ra': 327.795923, 'dec': 28.863988}] + +for standard in standards: + eso_data = ascii.read(standard['input_file']) + data = Table({'wavelength': eso_data['col1'], 'flux': eso_data['col2']}) + hdu_list = fits.HDUList([fits.PrimaryHDU(header=fits.Header({'RA': standard['ra'], 'DEC': standard['dec']})), + fits.BinTableHDU(data)]) + hdu_list.writeto(f'{standard["name"]}.fits', overwrite=True) +``` +Note that we use the same units as ESO: $\frac{ergs}{s cm^2 \AA}$. + +I have currently omitted L745-46A as a standard because it was not available through ESO and appears to not have been calibrated +since 1984 (Baldwin & Stone). We should bootstrap this fluxed file based on standards observed on the same night with FLOYDS. LTT 3218 is a decent candidate to cross calibrate with. EG21 was reproduced in Hamuy 1994 but at very low resolution. The fluxes from Hamuy also do not look telluric corrected to me. We should probably use GD50 to bootstrap the EG21. Feige 67 will need to be bootstrapped from the HST CALSPEC spectrum of GD153. HZ44 will also need to be derived from its observations in CALSPEC + a model for minor extrapolation. Similarly for G191-B2B. + +Calibration Source: +| Object | Source | +| ------ | --------------------------------------------------------- | +| GD108 | ftp://ftp.eso.org/pub/stecf/standards/hststan/fgd108.dat | +| EG274 | ftp://ftp.eso.org/pub/stecf/standards/Xshooter/fEG274.dat | +| FEIGE110 | ftp://ftp.eso.org/pub/stecf/standards/hststan/ffeige110.dat | +| FEIGE34 | ftp://ftp.eso.org/pub/stecf/standards/hststan/ffeige110.dat | +| BD+28-4211 | ftp://ftp.eso.org/pub/stecf/standards/hststan/fbd28d4211.dat | diff --git a/banzai_floyds/data/standards/bdp284211.fits b/banzai_floyds/data/standards/bdp284211.fits new file mode 100644 index 0000000..18ae55f Binary files /dev/null and b/banzai_floyds/data/standards/bdp284211.fits differ diff --git a/banzai_floyds/data/standards/bdp28d4211.fits b/banzai_floyds/data/standards/bdp28d4211.fits deleted file mode 100644 index c797bce..0000000 Binary files a/banzai_floyds/data/standards/bdp28d4211.fits and /dev/null differ diff --git a/banzai_floyds/data/standards/eg274.fits b/banzai_floyds/data/standards/eg274.fits new file mode 100644 index 0000000..6e477fb Binary files /dev/null and b/banzai_floyds/data/standards/eg274.fits differ diff --git a/banzai_floyds/data/standards/feige110.fits b/banzai_floyds/data/standards/feige110.fits index b9107cd..d342b53 100644 Binary files a/banzai_floyds/data/standards/feige110.fits and b/banzai_floyds/data/standards/feige110.fits differ diff --git a/banzai_floyds/data/standards/feige34.fits b/banzai_floyds/data/standards/feige34.fits new file mode 100644 index 0000000..e0c119b Binary files /dev/null and b/banzai_floyds/data/standards/feige34.fits differ diff --git a/banzai_floyds/data/standards/gd108.fits b/banzai_floyds/data/standards/gd108.fits new file mode 100644 index 0000000..860105b Binary files /dev/null and b/banzai_floyds/data/standards/gd108.fits differ diff --git a/banzai_floyds/dbs.py b/banzai_floyds/dbs.py index 7856893..6b0ef8c 100644 --- a/banzai_floyds/dbs.py +++ b/banzai_floyds/dbs.py @@ -46,7 +46,6 @@ class FluxStandard(Base): id = Column(Integer, primary_key=True, autoincrement=True) filename = Column(String(100), unique=True) filepath = Column(String(150)) - frameid = Column(Integer, nullable=True) ra = Column(Float) dec = Column(Float) diff --git a/banzai_floyds/flux.py b/banzai_floyds/flux.py index 2fca9ff..27fcc06 100644 --- a/banzai_floyds/flux.py +++ b/banzai_floyds/flux.py @@ -39,7 +39,6 @@ def do_stage(self, image): telluric_model = telluric_utils.estimate_telluric(data_to_fit['wavelength'], image.airmass, image.elevation, telluric_model=image.telluric) - else: telluric_model = np.ones_like(data_to_fit['wavelength']) # Divide the data by the flux standard in the blue diff --git a/banzai_floyds/main.py b/banzai_floyds/main.py index 2f8b324..0c05a09 100644 --- a/banzai_floyds/main.py +++ b/banzai_floyds/main.py @@ -1,13 +1,13 @@ from banzai_floyds import settings from banzai.main import parse_args, start_listener import argparse -from banzai.main import add_settings_to_context -import requests -from banzai.utils import import_utils from banzai import logs -from banzai.data import DataProduct import banzai_floyds.dbs import logging +import celery +import celery.bin.beat +from celery.schedules import crontab +from banzai.celery import app, schedule_calibration_stacking logger = logging.getLogger('banzai') @@ -46,31 +46,24 @@ def create_db(): banzai_floyds.dbs.create_db(args.db_address) -def floyds_add_spectrophotometric_standard(): - parser = argparse.ArgumentParser(description="Add bad pixel mask from a given archive api") +def populate_photometric_standards(): + parser = argparse.ArgumentParser("Ingest the location of the known flux standard tables.\n\n" + "This only needs to be run once on initialization of the database.") parser.add_argument('--db-address', dest='db_address', - default='mysql://cmccully:password@localhost/test', + default='sqlite3:///test.db', help='Database address: Should be in SQLAlchemy form') args = parser.parse_args() - add_settings_to_context(args, settings) - # Query the archive for all bpm files - url = f'{settings.ARCHIVE_FRAME_URL}/?OBSTYPE=BPM&limit=1000' - archive_auth_header = settings.ARCHIVE_AUTH_HEADER - response = requests.get(url, headers=archive_auth_header) - response.raise_for_status() - results = response.json()['results'] - - # Load each one, saving the calibration info for each - frame_factory = import_utils.import_attribute(settings.FRAME_FACTORY)() - for frame in results: - frame['frameid'] = frame['id'] - try: - bpm_image = frame_factory.open(frame, args) - if bpm_image is not None: - bpm_image.is_master = True - dbs.save_calibration_info(bpm_image.to_db_record(DataProduct(None, filename=bpm_image.filename, - filepath=None)), - args.db_address) - except Exception: - logger.error(f"BPM not added to database: {logs.format_exception()}", - extra_tags={'filename': frame.get('filename')}) + banzai_floyds.dbs.ingest_standards(args.db_address) + + +def start_flat_stacking_scheduler(): + logger.info('Started Flat Stacking Scheduler') + runtime_context = parse_args(settings) + for site, hour in zip(['coj', 'ogg'], [0, 4]): + app.add_periodic_task(crontab(minute=0, hour=hour), + schedule_calibration_stacking.s(site=site, runtime_context=vars(runtime_context)), + queue=runtime_context.CELERY_TASK_QUEUE_NAME) + + beat = celery.bin.beat.beat(app=app) + logger.info('Starting celery beat') + beat.run(schedule='/tmp/celerybeat-schedule', pidfile='/tmp/celerybeat.pid', working_directory='/tmp') diff --git a/banzai_floyds/settings.py b/banzai_floyds/settings.py index 318899e..ea48a23 100644 --- a/banzai_floyds/settings.py +++ b/banzai_floyds/settings.py @@ -45,3 +45,5 @@ CALIBRATION_FRAME_CLASS = 'banzai_floyds.frames.FLOYDSCalibrationFrame' CALIBRATION_IMAGE_TYPES = ['BIAS', 'DARK', 'SKYFLAT', 'BPM', 'LAMPFLAT', 'ARC', 'STANDARD'] + +CALIBRATION_LOOKBACK = {'LAMPFLAT': 2.5} diff --git a/characterization_testing/Extraction.ipynb b/characterization_testing/Extraction.ipynb index cb78b72..a507409 100644 --- a/characterization_testing/Extraction.ipynb +++ b/characterization_testing/Extraction.ipynb @@ -476,7 +476,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 37, "id": "d293ea7a-46e6-4f2b-a482-d5c1763a67f2", "metadata": {}, "outputs": [ @@ -489,7 +489,7 @@ }, { "data": { - "image/png": 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GsE25thZW4Fila9fEtqOVbls3pZozI385s7fbFIkvsUa9z6DjzP6p+M/lw3DHtH6tXsPPLtM2+3BDIY5XNuDHpi2p9TZHwHU8iIgofDCwCEKwUyFSTkFAlJ/AIkrnf7fGR38+Q/b48G4JAFwFsS4alu23voSvwCRYP+5wVSqd+ewvmPrvFVh/8JTXOU611aclIlIbaYEslaUsuN00CP4Ci+goHb6fNwkCBEx+anmr5zoF78Wczd5dewQAEKXXtpqx6JUagzG95LemfvjnM1Bc2YDuyTGtjqOZ0lMhzU411fk4cKIWAHDpy64GbgsuGIiHvt4pnvfmdafjzP5pHTIGIqJIoq6wghmLoPhbY2F3CuiWHI3cRN87N5oF8ik9SqdFSqyx1dt9Mep1AQcVgPJTIc3yj1TITiFJgwoAuPaNDaix2nGkzNXkrKHRgXs+L2DrdiIiDypLWDCwCIbNT8bC0RQstLbtU6QR/8enKL0W/750KMb0TMK7fxwjHr9hQk+YDFo8fskQ/48ToIDG3E6PLw6sRPngBT9g0lPL8Ou+k/hm23G8v+4Irv7vetWl/YiIQolt0yPItqMVrd7uaMNaAQ18T4U0i9Jr0Ts1Fh/dOBYT+qaIx++dOQD595+DEd0SW7l323iORVo/Y2iOBXdO79/ua7+5+pDfcyxmg/j1kp0lOFre0p69PoAFrEREXYXaPmtxjUU7bS2swPaiKsWuJ8BfvsL3VIdGo2m1PHh7eK6xyJTUzPj4prF47ZeDnndRlLSDqmcgUl7XqPjzJSIKJ9JYQm3r3ZmxaKeLFG4N7nAIfjMWug6cnvB6LMlgnr9yhFv2JdQdS9vS6I2IKPKpK7JgYKES//jfVmj85CzaMrUSLGkM0y89tlMf259yFtkiIhKpbSqEgYUCcpPMAZ978fBs2eZj5XWNaLC3vnbA7lSuboY/0joWGo3GZ1XQ1oxoqp2htDmvr0ffexfjsW93ciEnEXV5avsryMBCAYMyLX7PuWFCT/RIjsaDFw7yuWW00U/xq46qLeHvsbQa4MZJvQEAM4e03oNE6s7peeiXHqv42ADXVt9XfzmIr7YeQ73NgT++uQHvrzvSIY9FRKQ20g9VavuAxRVwCsjLjMOsUTk4XFaHh7/ZKXvOfecPxH3nDwTge/eHv6qaU/I6r2CUdCpEq9FgSI4F+fefgwTJbg1/NADunTkQ1/x3vfIDbDLvwy3i1z/tKoVRr8XvR+Z02OMREamNusIKZiwUMW1gBqYOSMeZ/VMDOt9X3sHeyjqGRZcNa7U4ltKkdSyasxdJMVHi8VTJWHx1WU2Ojer0SPpvn2zt1McjIgo1lSUsGFi0V580V4r//vMHYmBWPACgV2osXp4z0u99pesXeiT7r8oJuN6kO5M0qyKXYblkRDauGJ2LZ64Yjl/vPsvttr+d0w83TOiJPmlxHTxKeXf+ryW4CKRpGxFROFPbVAgDi3ZqfsPyXKB47qAMv/eVvk8HutnCV+fTjuK2xkJmm6tep8XCS07DhUOzvBqW3TK1rzjtM1zBol2B+njjUdgdTry68gDy7v8eK1gGnIgimMriCgYW7dUcWJhldnj4JXkfdgb4G9H5gYX8176M6+1qfjZ7TDe34xazAVsXTIM+wBoc7/xxdMBjbM3Wo5V4rKl0uDSDQUQUCaRvHSqLK7h4s70aGl0LLU3tKBYlfYsNNNI06DpvRwjgnrHQBbAb5cXZI7Fi7wlMG5judZvFbEC82SB2Nm1N96SWRml902Kxt7QmwBG7+/2Lq8WvS6qs7boGEZFabTpSLn7NqZAI0dyvwmRoR2AheaMO9BcilFMhnlMdcizRBlw4NMvn62EKsA6G0dByXoxRubh31kuuQINrLogoEmw+UiF+ra6wgoFFuzQ6nGIlSnN7AgvJ162tsZgoaTTW2YGFpo1TIf4YA3ydpP1Q2vPa+rLhUDm+3noMefd/j3//uFux6xIRhZoguD6k/v2TrXh+2b5QD4eBRXvU2Vo+9Zqi2v4SagJcYyENJjp7KkT6aEoU5jJ6ZCzkqo8C7hmL1h7W0oZ6Gs1u+WAzAODZn/fB4RTwzppD2HS43Ktc+QvL92HmM7+ggqXDiSgMCBCw6XA5/rfpKJ76IfQfnBhYtEOt1Q7A9em6PQ25pD1BWstYRLkFFqH7USkSWHhkH/qly29FlT7nIdktFU0fv3gI7pmRJ35/w4Se4tfv/nFMm8fT+57FuP/LHfj9i6tx1WvrsGxXKepsrp/rP7/fjR3HqjDs4SVYtHRPm69NRNSZBMH9A2+ocfFmO9Q0BRaxpva9fIOy47G7pBpA62ss9JIshb6TMxZSGgViGs81Fv932TA8+/NeXDw8G3Neb6nMqZcEFoOyLfjwz2cgO8GM3KRovLP2sHibdP3FmF5J4tfjeidj9f6yNo1tzYEyrDnguk+cx7qORUv34raz+7XpekREnUltaywYWLRDdUNTYNHOxYULzh+EpOgoXDzC/U3Vk7RNelSEZSyyE8x4+tJhYpAGAL1TY9zO6ZsWiwGZ8eL30iBM+toYdFo8f+UIOAUB2YlmXPLCarRXtWQ8zRoaHe1apEtE1BnUtiuEgUU7iBmLdgYWlmiDWECqtXbk0rfz0E6FBH8Nz4xFc10LaX2Ls5p6obx1/WicqLa6BRWA+w6cRod7X5WZp7maozmdAoblJmBLYUXwg25yotqK3KTAKqQSEXU2QVBX1oJrLNqhpiG4qRCpKQH2F+nsqRDpL6kSGQvPT/xamcDCHOV6PSf3S8UfZBqJXTg0C2N6JuH2s/thfB/XjhnPqQutVoN//uG0oMcrdcfHWxS9HhGRkgSoK2vBjEU7NC/ejGlP1U0PCy4YhC+2HPN7nkEbuhhQiW7t6fHyDdSkUxrxfgI1k0GHj24cK37//W0TkRHv3QBNyW2qgGurav6RcowIQXlyIiJ/1BRUAMxYtEtzF1K9AtMTiTFRuH58T9nbNH76dXQWJTIWOYnyUwnS5xjXxgxQXkY8EqK9m7N5lllXokx4MOs2iIg6krrCCgYW7eJwuub3A+1/4U9n16hoKyUCi0ACozhT22tTyJHWyPj9iBxM7JuK1Li2tZwf7tFcDgCsdvVs5yIiahb2ayyKiopw1VVXITk5GdHR0Rg2bBg2bdrUEWMLqe8KjuPzzUcBuNJMdsliweYFl0plEXwtzGzrJ3gluRfICv56gfQbGZqbEPwDwb1/y8MXDQIAJEbLBy190mLFr9//U0s9jIl9vde+lNc2KjI+IqJgqG3qw1Ob3rnKy8sxfvx4TJkyBd999x3S0tKwf/9+JCQkdNDwQsPpFPCX9/IBAKN7JuOhr3Zg69EKLL1jMuJMBjiafqaBvFkGwldgcUavZNidAvpK3vxCIZBeIf60Fpz8evdZqKizITvBHPTjAK6Ab+38qWh0OMV6F1GSXSmP/m4w7vtiOwBXoa27PytASqwR43qn4PO/jsMPO0rwl8m9sfZAGdYfPCXeb9wTP+FPk3qhX1ocfi+zuJSIqDPIxhUqijXaFFg8+eSTyM3NxRtvvCEe69Gjh9JjCrmiinrx6yNldfhxZwkA4IcdJfjDyBxxKkSnVMZCL38drUaDxy8eoshjhFpr2Z3sBLNiQUWzDIv7ok67o+W/up4pLfUyLhmRgx4pMWIl0OHdEjG8aZGm5xSVUwBeXnEAADA424L+GfLVQ4mIOpJcK4jW2kN0tjZNhXz11VcYNWoUZs2ahbS0NAwfPhyvvvpqq/exWq2oqqpy+6dGgiCIJZ0n/nOZ2/FmzbtBmmdFFAssfOz4COF6TcVJsztzzuje6Y9/TlM79+wEM8b2SsZ143vgnhl5iNJrcUavZCTFeC8CnSQzHdLs3EUrsWrvSRSequuwMRMRyZELIVprD9HZ2pSxOHDgAF588UXccccduOeee7B+/XrceuutMBqNuPrqq2Xvs3DhQjz00EOKDLYj3fXpNny88Sjev8G974T0Z9UcZDRHhkpNhWw6XC57XIlFk2ohDcJuPqtPpz/+zWf1QY/kGEzsmwKtVoMFFwzye59rx/dAlF6L7wqKsf7QKa/br3p9Hfqnx+H72yYqMl1ERBQIueyEmtZdtClj4XQ6MWLECDz++OMYPnw4brzxRvzpT3/Ciy++6PM+8+fPR2VlpfivsLAw6EF3hI83uhZqXvnaOrfj0p9Vc0So9OLNWpt3GWnX9RW5vOqEojy5Ua/D70fmIE2m7kVr97lufE/0TW9Z4zJ3Sm+3c3aXVCP/SIVSwyQi8ksuhlBPWNHGwCIzMxMDBw50OzZgwAAcOXLE532MRiPi4+Pd/qlJZV0jLn15jc/b7c6W3SDNUWJzHQul3h/H9U6RPR5Jn4LtkjydtDV6OJBugx2Wm4iX54x0u/0v70berigiUi/ZwCJcMxbjx4/H7t3uvd737NmD7t07f85cKc8v3+e28t/zvbxRsuiv+efmbC6QpVBK4aozuskej6SpEIckQAtlQ7X2kG77NRm0OGdAOu44p59Yx6S02ooed3+Li57/FT3u/ha7itW5joiIIoMgk59Q0xqLNv2Fv/3227F27Vo8/vjj2LdvH95//3288sormDt3bkeNr8OV19rcvvcM+hoaW4oiNWcsHE3/r9Qbv6/tppG0eFP6uipRsbQzxbsFFjpotRrcOrUvlv39TLfztjY1Ppu+6Bcck+wsIiJSknzGovPH4Uub/sKffvrp+Pzzz/HBBx9g8ODBeOSRR7Bo0SLMnj27o8bX4VrrLgoA9W6Bhft9lHp/9BWghDJjYfPoHhosNUXTbSWdCjFK6mHkJkVj1yPTZe8z7omf8dKK/R0+NiLqetS+3bTNpR3PP/98nH/++R0xlpBw+PlhWOUyFgov3vS1bTWUMyHdkmL8n9QGcqm7cBHnkbGQMhl0+P62iZi+6Bev+z3x3S4cr6jHQxcN7vAxElHXIb/dVD1/Y8MrJ90B7G3IWNRY7bjjoy34sqkbqVK9QnxdJpQZi2kD0/HIRYPwzS0TFLmein7n20zaLTVapqNtXkY8ZgzJAAB8N28iJvVrqX/x1prDeOanvWhUOANERF2XoPI/J12+bbrD0fo7XkNjy0/wg/VHUFHX0i9CqToWGo0GWo33dEEoAwutVoM5Y3sodr3TeyQpdq3Olhzb0sAsyyJfIfSF2S07Rd6+fjSKKuox/omfAQBPL9mDhGgDrlbw9SSirksuA6ymD29dPrBoS8ZCGlQAyrYy12k1cHoEOZG0eLN/Rhy+uWUC0uLb1mVUDfpnxOHpS4eie3J0wD/z7AQzhmRbUFBUCQB4ftk+BhZEpAi5ty1OhaiIv72/9TbfrbKVylgA8tmJSKpjAbj6a6TFBV6gSk0uGZGDkd3blnV5atZp4tclVVaMf+Jn7C6uVnpoRNTFyL1vqSiuYGDhz5urD/m8TemMhdf1Iyuu6HLyMuKx/aFzxe+LKupx56fbcN8XBVh3oIx9RoioXZixUDm1JAXksh+RVCCrq4o16vG3c/qJ328trMC7a4/gslfWYuI/l6HgaGUIR0dE4Uh2jUUIxuFLlw8sgPa/eft64//jhJ4AgFkjcwK/lmzGgoFFJOiVGuvztrUHygAAdocTRSyqRUQBUHtJ7y6/eDMYvt7355+XhxlDMjEk2xLwteSmQhhXRIZzBqbjslG5+GijdwO+xxb/hiOn6rClsEJc6PnJTWPDehcNEXUsuRhCTUUIu3zGIpg3b1931eu0GNk9EVH6wF9euewEMxaRIUqvxZN/OA190loyF/+aNVT8+p21h8WgAgBmveS7KR4RkXzb9BAMxAcGFsHcV8H3fbny4JHaNr2rmjulN7ITzPjvtaMwsa98R1s5H28oxJWvrkWN1d6BoyOicMHKmxFMyYwCF29GvouH5+DXu8/CWXnpSI83If/+czBzSKZ4uzTDNfOZX7ClsAJHy+tw56fbsHp/GR78akcohk1EKiO73TQE4/CFayxUQq5mBbebRrakmCg8P3sEZu0uxbqDpzBval/k3f89AGDHsSr87vlf3c7/36ajuHlKH/RIUbaPCxGFF7Uv3uzyGYug1lgombGQXbzJyKIrOLN/Gu6angeTQYcbJ/Vq9dwHmLUg6vIiqm16JNIEscpCybd9+QJZDCy6mjun58kenzYwHQCwcs8JDFnwA3rc/S3u/N/WzhwaEamE/OJN9UQWXX4qJJgFL0pOVchdS8mS4RQedFoNPr5xLBZ8tQMPXjAQY3olw+5w4lStDT/uLAEAVDct4vx441E4nMAlI7Ixvk/gi0GJKLzJL97s9GH41OUzFo4gfhodPRWi0zGw6IpG90zCd/MmYkyvZACu7ctp8Sbc0FR4TerT/KOY/do6fFdwHBV1ts4eKhGFgNwHYu4KURF/3U1bo2RCQW7agxkLkspJlG/ZDgB/eS8fZz+9ohNHQ0ShoqIYQhanQoL4CXX4GosuH/aR1KxRuVj6Wymm5KUhwWzA3z5xX2NxssaG6oZGxJkMIRohEXUGufUUaspYdPnAwu5Q8VQIMxYkEWPU490bxojfn5ZjwWu/HHQrFX7/F9ux6PLhoRgeEXUSuXctFcUVXW8qxO5w4tDJWvF7X2ssuidH+72Wku/7ckGKXLBB1KxvehwuH53rduyLLcd8nm93OFFey3UYROFOdldICMbhS5cLLG58ZxPO/NdyfLvtOADA7nTKnpedYPYbOASzVdWT3DpNJa9PkSmQaY9vtx3H22sO4bHFv2HUY0ux/uCpThgZEXUU+SZk6gktutxUyE+7SgEAr606gJmnZcLXTIhWo4Feq0FjK1MlyvYKYRBBbRdr9P5P+IcdxTh3UAYAoMZqx9z3891uv++LAmg1Gkzun4r55w3olHESkXLYhEylmn8IDh8ZC43G/5u9snUsvC9mjtIp9wAUkdLijJjQJ0UsoAW4snLNNh7yzk7sKanBruJqvLziAI6W12FfaQ0AwKmmjfBE5JPaS3p3qYyFdJ+/AOCbbcewvahK9lytRgODVosGyAcegMJTIZIo5ZkrhqNfemyb2q5T16TVasQFnf/bdBR/b9opYnc4oddp8VUray4AYMKTy2AyaPHEJafhvi+247GLB+OiYdkdPm4iUpaaPhd0qXeuy15eK35dWWfDze9v9nmuVhNAgaoOylgMyopHXka8chenLuHi4dliFu1UrQ1WuwOLt7vWEl02KhfPXiG/W6Sh0YnbPtqCGqsd8z7cgi82F6Gooh4PfLkdvx2XD7yJKHT8FcgKdfaiS2UsdpdUi19X1je2eq6maY1Fq+coMioXreSxuNqC2kOn1SDTYkZRRT12HK9C96RoNDQ6ER2lwxO/HwKNRoPRPZOw7Wgl/vT2Rp/Xue2jLeLXX289hs0PTOuE0RNRoNiETKX8lfLWavzXqVCySZg0OcLmY9Rek/unAnA1KyupsgIAMuJN4u9yerwJ5wxMx9S8tICuV17X6PXfiiAI+O+qg9xdQhQiat9u2qUyFlL+AotAil911K4QBhbUXn3TYgEAJ6qtuOJV19RfSqzR67z/u3wYTnvwRwzMjEd5nQ3HKxt8XrP3PYtx46ReWLn3JM5pWiT6zE97AQCHnpip9FMgIj/kC2RJp0KUfX9qqy4bWNTaHK3ertX4n5LoqF4hLOVN7RXTtP30m6Y6LQBwRq8kr/PiTQbsf3wGBEHAobJarDlwCtkJJsx9bzOuG98DLyzf73b+yysPAADXXBCpgNwaiqKK+hCMRF6XDSz80Wo0nVsgS5KxYE0Laq84mboWf53SR/Zc1++ZBn3S4tAnLQ4A8Nsj0wEAN53ZG1sLKzDn9fWtPt5Vr63D7ef0hcmgw6AsS3CDJ6KAyK2n+Cy/qPMH4kOX+WxstbeeofAUSDaiozIWDCyovWJN7oHFwxcNgsnQ9noo8SYDJvZNxQPnD2z1vFX7TuL3L67BzGdWoeBoZZsfh4jazt/W0lCvt+gygUV1g71N52s0Gr8ZCSWbkEkvxeZj1F5mjyBiVHfvaZC2uHBYVsDnLtlZHNRjEVFgQr2d1J8uEVgUVza4VSMMRGBTIR1Dz0UW1E4GnfvvTmqc98LNtkiJNeLacT0AAIOz43Hb2X19nvvMz/vQ6HBi85Fy2YqfRKQMNRXDkhORayx2HKtEYnQUshLMaGh04IyFP7X5GoHMRiiZWJD+njCuoPaSBhYaDZAUExX0Nf9xbn8MyorHtIEZMEfpMDUvHd1TotFod2Leh1uwat9J8dwLnl2FXcWuejEvXTUCL688gPtmDsDIIDMnRNRC8DPZ4cpohC7zHXFvYftP1GDmM6sw6Z/LAACvrzrYrutoNf6XZiq5eHNZU3M0gGssqP2i9C2/O9EGnSK/SzFGPWaNyoUl2oAovRZDciyINxmQHGvEdeN7uJ3bHFQAwE3v5mPzkQrMfm0ddhdX46MNR1SfwiUKB2r/zyjiAotf9pwAANibckUHTtS26zoaBFIgq12XljVjSKbkugwsqH2kGQtDJ/SamTogHUtun4THLx7i85yGRifOXbQSd31agMUFXIdBFCwGFp3M5nBvGtbeHvWdXSDrLEklxChdxP1YqJNIG9d11u9R3/Q4zBqVE1Cg/dKK/dhSWIFPNhaiodGBWS+txoNf7ej4QRJFELmpkH7psZLbQyvi3sEaHe4vaZ2tbbtBmgWWjVAuspDGP1pOhVA7uWUsOjFANei0Yg0MAHjwAvltqgVFlfjd87/iH//bhvmfFWDDoXK8ufpQJ42SKDLILd5U04LOiFm8eaSsDtuKKrBO0r/g0pfXtLufQUC7QhR8/29vZoVIynPxZmcy6nW4d8YAbCuqxJyxPXD2wHTUWO3YXVyNeR9u8Tp/cUFLddCGRke76m0QdUVya5XU9B4SMYHFje9u8io3HEyTpEB2Zii5FmJy/1TEROlwWk6CYtekrkc6/RGKvzN/mtRL/DonMRoAkJcRj2G5CZj81HK3c632lmnLE9VWHDlVh5HdExlgEPmh9u6mERNYREcp+8eo0SF0ah2LeJMB+Q+cAwP3mlIQDDp1TqN1T45BlsWEYz6anU3513JxwbW0sZnV7sDqfWXIsJjgcAoYnM2y4URyayycHk3IQiliAovm/fpRei1sdqefs/3736ajfs9ROtVs1POTGgVHur1UbZuLXpozEhc+96vsbXbJBPGRsjp0S47GzmNVmPHML27n5d9/jiK1OYjCmVPmLY5TIR3A2LQaXomgIlB/fGsjhuZYkJMYjexEM3ISzchOMIvfx8o0hCLqSEqWmVda36ZGZ/5MemoZ4k16VMmU4T94spaBBXV58m3TO30YPkXMO19UEHv2J/RJcaseCAAzT8vEt5LW075sPVqJrT6aL1nMBq9gw/W165/FbFD1GwGRksxROvxpYk+8+stBzDmjO95Zexj3zMjDoqV7UWdzbxIoF1QAQFmNtTOGSqRqctkJ6SF/lTk7WuQEFkFsrZOrTpgaa0SP5GgcKqvzeb87p/dH79RYFJXX42h5PYoq6pr+vx4VdY2orHf923GsSvb+sUY9shPMstmO7AQzUmKjGHhQRLl35kDcO3MgBEHAjZN7ITvBjN3FNfg03//UIwAs2VmCQdkWZCeYO3ikROoll53gVEgHCCZjoZcJLDQa97SyRuP9wxyUZcHkfqmy16yx2lEkDTaago+jFa6vT9ZYXVvxSqqxu6Ra9homgxZZzcGGJNPRHICkxRlZ84LCkkajEXeN/G1aP+wuqcL43il4eeUBr3PH9U6GIABrDpThk01H8dOuUqy6awq+3HIM5wxMR0pscI3WiMINt5t2kmB6Isjd13MrqVajgcPjB9faI8Ya9eifEYf+GfLzyg2NDhRV1EuCjjoUVbQEICXVDWhodOLAiVqfZckNOg2yElyBhjTb0Rx8ZFpM0LOKJ6lcVoIZ39wyEdUNjbKBxZ8n9ULB0UqsOVAGADhVa8PAB34AAMz/rABn5aXh9WtGQaPRQBAEVNXbUWOzM6tBEUsuhJAWyAp1jBExgYVc1kEqO8GMoop6+fvKbNHTaoBGSXlwuasHU8fCZNChd2oseqfGyt5usztxvLIp0JAJQI5XNqDRIeBwWR0O+5iu0Wk1yIg3idmOlqDDFYBkJZi4E4VUI85kwJ8n9cIrKw/g65snYEBmHI5XNiA3Kdrn7zgA/LyrFPtP1OLpJbuxt6QGWo0Gh8pq8fUtE9AvPbAFo0ThhHUsOonOT/2Hxy8Zgo83FOLbAu8FmXL31Wo0aGiUBBYyMURHLn+I0mvRPTkG3ZNjZG+3O5woqba2BBviOo96MfNhczjF79cfkn+ctDhjU9AR7RaA5DYFIGaF64MQteaeGQNwz4wB4ve5Sa7pEn87rP72yVZsLaxwO/bttuPodw4DC4o88os31RNZRFBg0frt0VE6jO6ZJBtYyGY7NMB/Lh+GOa+vwwPnD8Tj3+2CZwIqlKsb9DqtOAUyumeS1+1Op4CTNVYUltdLpljq3KZf6hsdKK22orTaivwjFbKPkxwT5babxW2BaaIZ8SZDBz9Tai8V/Z0J2rBuCdBrNW71LqQ8gwoAOHCyfZ2NidROfipEPf/BR1Bg0XpkodNqfL7wcmssdBoNxvdJwa5HzkOUXouF3+3yvqOK101qtRqkxZuQFm/CyO6JXrcLgoBTtTa3dR2uoKNlsWm11Y6yWhvKam3Y5mNLbbxJj+zEaEnQ0TLdkpNoRkI0t9SGSnsb8KlR79RYbFkwDVoNxPUVFwzNQkpsFN749ZDsfb7eegwFRyvw9S0TEMcAmCKI/OLNEAzEh4gJLPytsTBofVfk/MuZvb0qbTavn2jebSK3nkLJXiGdTaPRIDnWiORYo8/+JJX1jbKZjuYApLyuEVUNdlQdr/Lq09IsOkonBh2uNR7uUy6psUYGHh2kxho5gQXgPR3SPz0Wc6f0QWmVVTYTCQCHyurwxeYizBnbw+u23cXVWPpbCf48qVendoIlCpb8Ggv1RBYRE1j42xWiayWN2js1FrsfnY5PNxXhns8LAHi3TZddY9GukYYPi9kAi9mAgVnxsrfXWu0tGY8K77UeJ6qtqLM5sKekBntKamSvEaXXIqeVWh7p8aagdvx0RSO7J2LT4XJMH5wZ6qF0iJfnjMSa/WX406Re0Gg0eH72CMzefxK3frAZJ2tsAICbp/TBc8v2AQBKquSLal3w3CrY7E7UWO24a3pep42fKFhy2XfuCukA/t58DDoNrhzdDU/9sFv2dqNe55b18PwULXf1rv5JO8aoR7/0OJ8r7xsaHThWUe9zW21xVQNsdicOnKz1OR+u12qQmWBCToJ75VLXAtNoZFhM/LTp4dWrR2FxwXFcMDQr1EPpEOcOysC5gzLcjo3rnYJHfzcYN72bDwC4eEQ2dFoN/vPTXtndYIIgiBnMn38rxV3T87C7uBpmgw7dkqPxycZCvLLyAF6YPQJ9ubOEVIYZi07ibypEp9UgMSYKc6f0xvPL9sueIy025TnNIRdEdPG4wi+TQYdeqbHo5WNLbaPDieLKBhQ2ZTrcApCKOhyvaIDdKaDwVD0KT8lvFdZqgPR4k8/S6VkJ5i7XhjspJgpXndE91MPodBP6pqJXagzMBh16JMeIdSx++q0EjQ4nDDot7A4njlc24NxFK8X7CRBQWt1y7Mu54/GP/20DAFz93/VYM39q5z8ZolbI7goJwTh8iZjAwn/Gwv+nWmlwEsiHYGbog2PQaZGbFC1uKfTkcAooqWrwuavlaEV9U72PBhyvbMAGlMteJzXO6F7LwyMAiWGzuIgQa9TjpzsmQxBcHxIuHJaF+77cjqoGOw6erEW/9Dj8+Z1N+HlXqdv99pTUYPRjP4nfX/R8SwfW4z7avBOFklwQ4ZDMhbBXiEICWWMBAJP7pfnMWOhamQqRx8iiI+m0rsqiWQlmnN7D+3anU8DJWqvXrhZp9qPO5sCJaitOVFuxRWZLIgAkRhuaAg73yqXNi00tZu4oCBcajUbMJJoMOvRJjcXO41UoPFUHg07rFVQEoqHRgcJTddDrtOiZIl9XhqgzyU17qGgmpOsEFs1t1Uf3TIJBp0Gjw/unoG9tKkTmmpwKCS2tVoO0OBPS4kwY3k1+S21FXaNbg7ijblMudahqsKO8rhHldY3YXiS/syXOqBcDjuZdLdIAJCmGzeLUKjfJLAYW1T46pvpz0XO/iv18ZgzJwI2TemNoboJ4+4ZDp7DpcDlumNCTJfSpU7AJWSfxt8ZCWkFyWG4CNhzyTpvr3AIL/4/JtxJ102hc62oSY6IwJMcie05Vg2tLrddUS9P0S1mtDdVWO3YVV2NXsXyzOLNB57WwtDkAyU00IyWWzeJCJbep0VlRRX2b3vSlTQelTQIXFxRja2Elfr37LPHY7NfWwWZ3wuEUMHdKH2UGTtQKuQ2O0kOhjjGCCiwWLlyIe+65B/PmzcOiRYsUGlL7+KspYZL0xND4CAmkPUMCqVERznUsyCXeZEB8pgEDMuW31NbZ7DhWUe+qYCotm95USKy02or6Rgf2ldZgX6mPLbU6LbISTF41PLITzMhJikZ6nJGfdDtI8zRWjdUuWzDskhHZ+Cy/CBcOzcLpPZNw/xfbAQBT89Kx9LcS2WsWVdTjmv+ux1vXj0ZFnU3cXdI81ba44DhyE6N9BrOCIOBkjQ0pscx0UfvIraGIiIzFhg0b8Morr+C0005TcjztJtdIrNm143q4f2L0caq0emcgnzD5NyHyRUfp0SctDn3SfG+pPV7Z0LSuo06yrba+qVmcq2fLobI6HGqlWVymxeS2riNHEoBkWsxioTZqm+ZMZZ3NgRqrQzw+fVAGJvdPxeWn5+LpS4cBAMprbWJgMSzX4jOwAIAVe06gvNaGxxf/Jh4z6DTYcawSf33PteV1431ny7Z0f3vNYSz4ageeuWI4LozQLcHUsZwyKQsVxRXtCyxqamowe/ZsvPrqq3j00UeVHlO7tFbS+6bJvd2+9xUP6Ns8FcLIoqszGXTomRLjc1Ff85Za98qldWLgcayiHo0OQVz/gYPe19BogPQ4k88iYjmJXW9LbaCaA4t6mwN1TZVIb5zcC/PPG+B1bmJMFM4ekIalv5ViQt9UZFjM+PsnWwEAY3omYd3BU27nj3x0CQZltWQlFhcUY3FBsfj988v2YcEFg7weZ8FXOwAA935ewMCC2sWhpvrdMtoVWMydOxczZ87E2Wef7TewsFqtsFpbKt9VVckvkAuWrpX0gWeHTl+nSqc2ApnmYMaC/AlkS+2Jaqvb+g7PHS5WuxPFVQ0ormrApsPyW2pTYqNcPVt8VDH11x00UpmbAq6lv5WI89LpcSaf57901UiUVluR1VQDo9mr14zCliMVOC3HgmEPLwHgmucuKJLvoQMAe0rk1+Q0s8ssICcKhL+4ItS/WW3+a/Phhx8iPz8fGzZsCOj8hQsX4qGHHmrzwNqqtV0hRo80sq+gwX2Nhf/HZGBBwdJpNciwmJBhMWGUzO2CIKCs1uZVuVT6fa3NgZM1Npysscl2+QRcaw08gw1p4ziLOTKbxUU3faiQ/iH2tfYBcHUNbg4qhuUm4JHfDUZKTBTiTQZM6pcKAJhzRne8s/aw38f2VwND7Z86Sb3UtJ5CTpsCi8LCQsybNw8//vgjTCbfUb/U/Pnzcccdd4jfV1VVITc3t22jDICvwEKr8Q4sArlGIH9kORVCHU2j0SAl1oiUWCOGSbY4NhMEAZX1jbKZjuYApLK+Ufy345h8xjDWqPdeWCoJQJLDdEut3BTRIB+9b+TMkalgeu/MAfh8c5Fbk7dXrx6F8jobRnRLwKnaRlz68hocOFGLNfvLMLZ3snie3dHSCNGh8jcHUi+1B6VtCiw2bdqE0tJSjBw5UjzmcDiwcuVKPPfcc7BardDp3P9DNhqNMBq9FzApzVed9DeuG+31B9HXf88G6eJNzz+ick3Iwu/vLEUYjUaDhOgoJERHYXC2/Cfx6oZGcfusXN+WkzU21Fjt2F1S7ba1Uspk0DYtLm3Z2ZIjZj2ikRanzi210VHuf+K0Gu9jbWUy6GDUa1HTNMPbLSkaZw9IE//OlFa1ZCqueHUtvrp5vNhBuKK+UbzN4RRQZ7MHPR7qevxOhYQ4aG3Tb/TUqVNRUFDgduy6665DXl4e7rrrLq+gojP56lzqr76FlEHfSklvmcszsKBwEGcyIC/DgLwM+U/q9TaHK/CQyXYUldejpLoBDY1O7D9Ri/0n5JvFGXSuKqli1sOjimmmxRSSLbVmj4zFin9MUeS6950/ALd/5FrYOWtkjtuHl9Q49w9SFz73K7olRePu8/LQL929b86ekhoMy01AaVUD1h08hWmD0mHU61Ba3YD8w+U4Z2AGu/uSl4iaComLi8PgwYPdjsXExCA5OdnreGfzDCwyLSZoNRqM7C5TkdHH0ha9JGMRSNqXdSwoEpijdOiTFos+afLN4lz9WNx7tDQHIEebutQ2OgQcLqvD4Va21GbEm8ReLdmSbEdOohmZCSYY9cp/MDFHtfw3nZNo9rmItq1GdU8Sv756bA+32zQaDXY9Mh15938vHjtyqg5/fS8fL8we4XbuoZO1GJabgFs+2Ix1B09h3tS+uP2cfpj10hocLqvDFaNzsfAS15Z+p1NQZVaIOl9ETYWEk3f+OBo9kmNkPyX5CvaidG2cCglmgERhIkqvRffkGHRPlt9Sa3c4UVJtxdFTnk3iXMHHsYoG2BxOMSuyXuYaGg2QGmtsWuMR7davJbcpAPHc3RUIs2SaIc6kXM+XnEQzrh7bHQnRUbBEe1/XZNBhfJ9k/LqvzO34cz/vc/v+4MlaOJ2CuJX1Pz/txU2Te4sB2gfrC7HwktPw0or9eOK7XQCAzfefg8SYKMWeC4UffxmLUIcdQQcWy5cvV2AYwZvSP9Xte51W6zP16utFl06FcFcIUWD0uqb1Fx5bNJs5nQJO1FibFpjWSbrVtky/NDQ6UVptRWm1FflHKmSvkxwT5d4kTlrPI9GMeJnAQToVEt2OwMQXjUaDhy9qPUv72tWnY8AD37sd23nctXjWYjagsr4Re0qq0euexW7nbDzsXi+jqqFRDCoA19bZWaOUXwBP4UOuQJaaREzGIs5kwGMXD8a9n7sq57VW18IX96mQQO7ByILIH61Wg/R4E9LjTfJTk4KAU81baivkt9VWW+0oq7WhrNaGbUfla0fEm/Ru2Y6cpj4tzTp7rYI5Soevbh6PC5/71eu2cb2T8d32Yny3vdjrNs8Po++scd/aWmdzgLo2te8oipjAAgBiJGnPVgpx4vLTc7Heo4oe4D4VEsjPjRkLouBpNBokxxqRHGt06xoq5dpSW+fRr6VluqW8rhFVDXZUHa/Cb8flt9SuP3gK0/5vhWzl0uxEM1JjjYpvqW3eDeLp1ql9ZYMKwNWLRGq/Rw+aVftO4ppxPbC7uBr7T9RgxpBMRcZK4cP/rpDOGYcvERVYSAtctfbp5OLh2bA7Bby95hDunzlQPC6dCglkcQwXbxJ1DovZAIvZ4lZCW6rWanfb1XJUku3YIikatqekBntK5JvFGfVaSb8W79Lp6fGmdmU9vrllAt5afQifbDoKAIiJ0sk2vZvYNwW/7D2J+Z+577xbvP242/dLdrp6mJy7aCUAYES3BDQ6BLx9/WiuvegiOBXSiaRbS1ubCtFoNLh0VC4u9ZinlE6FBBJYMKwgUocYox790uPQL927WVyPu78FAPRMicFDFw5yD0Cash/FVQ2w2p04cLIWB07Kb6nVazXITDAhx2MrrWuBaTQyLCYYZNZ1Dc624KlZQ8XAYkpeGgCgV2oMDjRt3/3q5vF4fZVMoxgADY1Or2NPft+y5qJ5Tcqbqw/h9nP6+XqJKIJwV0gn0rexO6kngyTjEcgcFhMWROGjf3qcWJbbk83uahZ3VNKhVgxAKupxvKIBdqeAwlP1KDxVL3sNrQbillq50un3zhiAxduP49apfQEAL84eiR92FOPPk3rBZND57ecyqV8qVu454brv8v1et//np73406ReXbYvTFfi9/2JUyHKka6raM/iTen8qmdEKHc1lvQmUr+EaAMq6hpx8Yhsn+dE6bXolhyNbsm+m8WVVDU0ZTjqPHa1uP7fZnfiWGUDjlU2YAPkm8Wlxhlx5/+2ies6chKjsWZ/GbITzV7F/PqmxWKvZH3FlP4tgYUv24sqcUav5FbPaY0gCGFZur2rCfUaCn8iKrCQ/gehdCEZuZ8j//sjUr8v/joee0trcM7A9HZfQ6d1VRZ1NShL8rrd6RRwstYqKZfuCkCk2Y86mwMnqq04UW11W/fhy8CseOw/USMu1IszGdAjORqHPIqQ/fXM3nihKYNReKoOI7olQqfV4PxnV8Go1+LjG8ciKoB+SduLKnHV6+tw+9n9cM24Hn7Pp9DhVEgncltjEWRgwZiBKDL0SIlBjxT54l5K0Wo1SIszIS3OhBHd5LfUltc1em2lldbyqG6wu93nyy3H3L7/+ydbZR97QGY8hmRbUFBUiVX7TmLR0r1uO0vWHzyFCX1TAAA1VjuqGxqRafGuOXLXp9tQUdeIBV/tYGChcv6mQnxVl+4sERVYSIM4zx4BbeaRjpALNFhel4gCodFokBQThaSYKJ9t20/V2jDikSXi9zdM6Ok21XKq1iZ7v1s+2Cx+7RmMAMDLK/fDHKVDbqIZFz3/K45XNmDdPVORHu/eodpX51tSn1A3GfMnogILaeW/YDMWpgBShwwriEgpSTFReGH2CHyxuQh3Tu+PPmnuO1zqbHavrbTN2Y/NPqqVAsAve0/il70n3Y6NefwnxJn0GNMzGTOGZCAnUZkeKtQ5OBXSifqkxeLF2SOQ5hGJt8W8qX2xZn8ZLhia5fdcrrEgIiXNGJLps+BVdJQefdPj0FdmS23+kXJc8sJqn9dNjzeipMrqdqy6wY6lv5Vg6W8lXudf9vKall0tkiJimRZzQOs1qGM5vHcgq0pEBRYAcF6QVehuP6cfbj8nsHO5K4SI1CDB7LvBWq+UGMw+ozse+Wan7O0DM+PFHibN1h08JTZGk9JogGiDDnqdFmf2T0V2ghkZFhM+XF+IK0bnYtaoXJiCnYYmv/xNhYR6piTiAovOxIwFEalBQrTvipsHTtb6DCoAIMNi8gosJvVLxZieSdhVXI2vt7rWbRj1WljtTtTaHAAcXus57v9yB+7/cgdSYqNcPVskmQ5pXQ/W2Qgee4VEMMYVRKQG8aaWP+WpcUacqLa2cra7n3eVeh3Ly4jD3Cl98Pqqg2Jgsf2hc7GnpBozn1kFABjdMwn90+Pwzlr3Jmkna2w4WWPDVh9bahOiDS09WjyqmOYmRiPerGctDT+4xiKS8XefiFRAr9Pi/y4biqp6O7YXVYrlwz1N7peKFa0U2Zo2MB0/7izB7uJqAIBdMpm/aOkefJ5fJH4/e0w3XDQsG+YoHV5ZeQAA8Pb1o5EUE9W0lbZO0q3WtbOlsr4RFXWuf752ocQa9W7N4TwDkOSYqC4feKi88CYDi0DJ/SKzCRkRqcXFw3MAAPd/sV08lhFvQnFVg/j9kGyLz8DilzunoKSqwS2wqJW0aH9+mXsZ8cr6RgBAuWQbrFajweBsCwZnW/D44t8QHaXDK1ePEm+vbmj0CjakfVvKam2osdqxu6Qau0uqZcdpMjQ3i4uWNItrCUDS4owRXwqAGYsIIbdYJrJ/dYkoHJkMLbs23rz+dHyy8ajY4GzulD54bdUB2cZm2QlmWKIN0GiA4qoG7CmpRo1H0S6pb7cdx9Vje6C8rlE8Vt/oCkSOlteJWYy/nNlHXFcRZzIgL8OAvAzv7q4AUG9zuPVo8ezbUlptRUOjE/tP1GL/CflmcVE6LTITTG7TLdK1HpkWE/QyzeLCCddYRLCuno4jIvWRFgeMNuhx//kDcf/5A1uORenR0OhebOvCoVnQajWINxkwrncyft1Xhm+3Hcd/f5XvuAoA245WAgAq6lqu1RxYSBu1nay2Brxg0xylQ5+0WPRJi5W93Wp34HhFg3umQxKAFFc1wOZw4nBZHQ57lD5vptNqxGZxOQnu0y05iWZkJphg1Kt7Z4v/XSGsvBkW5IIIhhVEpDaxkoWcpijvT+bSwCM7wYwrx3TDXyb3Fo+d0dMVWPznp72y1796bHe8veYw6hsdsNmdqKhvyVg0NE2dnKhpWTxaVmtVrKS6Ua9rtUS73eFEcVWD91RLRUvmo9EhuL6vqMd6mWtoNEBanLHV6RZzVGgDD06FRDAmLIhIbaR1JKKjvP/ES98U37zudK+CW5P7p+LfS/a4HRvZPRGbDpeLX7+9xrUTpKSqAfskHVjv/HQbLhyW5ZbFOFEtX4q8I+h1WuQkRiMnMRpjZG53OgWcqLHiaHmdW68WaRXThkYnSqqsKKmyIt9HRdPkmCi33Sw5idFNgYjrWJzJd10RJTjUHVcwsAgGC2QRkdpIF5XHyHyylmYs5IpZeU5DLLl9Er7edlwMLM4dlIGUWCNO1lhxn2ShaLNVe0/ieGXLgtGy2sC3vnY0rVaD9HgT0uNNGNnd+3ZBEFBWa3Nb1+Ge/ahHjdWOslobympt4nSQp3iTXqzbIc12NAcgCdGGoKbS/U6FtPvKymBgEQzGFUSkMhcNy8IPO4oxbVCG7JuXv8AiOkqPtDgjSptqYfRNj8PVY6Ow81gVZgzJgMmgw+k9EvHd9mLZHSYbD5fjpRUtO0jKamyw2Z1hUQpco9EgJdaIlFgjhuYmeN0uCAKq6u04WlEn6ddSj6KKlsWmFXWNqGqwY+fxKq/CY82io3Tu2Q5J9iM70YzUWGOrgQenQiJYhO9oIqIwFGcy4J0/yk0EuGgl7+/SHSRSMUY9ICmylRJrxGvXtGwbzbC492PqkRyNQ02LJaVBBQA8vWQPXl6xH9/Nm4RuyfLNzjYfKcfBk7W4ZESOz3GrgUajgSXaAEu0BYOy5LvU1ljtTRkPSfAhWWB6ssaKOpsDe0pqsKekRvYaRr3WbWrFMwCxq3wuhIFFELgrhIjCjXQK11dfj0cuGoxr3liPu6fnyd6eEmt0+/6vU/rgzv9t8/mYtTYHXlt1AA9fNBiAa1vp11uPoVdqDEwGHS5uaqDWLz0OfdNjYdBqxVoUTqeAeR9tQZ/UWMw7u2/gTzREYo169M+IQ/8M72ZxANDQ6PCo5eGe/SipboDV7sSBk7U4cFJ+S60/oc5oMLAIAsMKIgo30hoIBh/1HCb0TcGOh871GXgkx7j3JvndsGwcq6jHoqXyO0kAVxDz0YYjWLKzFHanE8t3e0+j7CutwXVvbsDAzHi8df1oAMDmwgqxrPitU/u06wOdIAiq+SBoMujQOzUWvVPlt9Ta7E4UVza4Fpi61fJwBSDHKxv8Bg4z/vML1t97NnQhSqszsAiCSn5PiYgC1hhgz+3WupRKMxZ/PbM3ovRapMe7T4/8a9ZQ/P2TrS3X02tx16cFrT7ml1uKcKLaihXVLUGH9L3xVK0NyR7ZEn/u+bwAy3eV4rt5k2CJ7tjdGkqI0mvRLTna57SR3eHE+Cd/RkmV70WxZbU2nKq1ITWuba+VUtS/mkYl5III7gohonDjVCBNPiCrpXJm81qDNMmbWKxRj+4eb4ytdWBtdrKmZWtqQ1OxLackwyK9PVDvrzuCY5UN+HrbMf8nhwG9zjuIkz0vhIsAGVgEgRkLIgo3k/ulBn2N7AQznrliOK4Z2x1TB6QBAPqmtawpqLHakeiRHfhu+3G/15X2NWmeKrFKyo/X2ux4ecV+3PN5QUDVJaXZmUjq7eQM4LmHsl8Kp0KIiLqQuWf1QaNTwNS8tKCuc+HQLFw4NEv83jN175mh2HCo3O81pe3eV+07gakD0lBtbelX8snGo/hg/REAwO9HZGNk9yQArjUUr/5yAMNyEzG6Z5J4/klJBdBI2sUnnc3SaOS7nYYyY8HAIggRFAATURdh1Otwl4/dHkpKMPtfz1Dw4DQMefBH2dveXXsE76494nasOagAgPLallLi32w7jscX7wIA7Hpkurg+pFSyDmH7MfliVlI2uxOHy2rx484SzBySqVgpcqVJp7M0kC+IFaqFmwCnQoISSak1IqJgPX/lCMRE6fDa1aP8dhC99aw+iDMZ8OZ1p+OMXkmtnivn3XWHcazC1ezstVUtzdKm/Gu5+LU0A+LZlGzN/jL87eOteHzxb7jtw82wO5y47s31OOf/VuKpH3bjilfXtnlMnUU6FeLrfSiU70/MWASBYQURUYuZp2XivMEZ4vz+v2YNxd6Sany0sRAVTe3VX7pqBHqmxKJXqisbcGb/NMQY9Zj10hoAQO/UGJ8t0aWW7z6BcU/8jHMHpWNrYYV4/HhlA2qsdsQa9WL1UAD4Ze9Jtwqgj3yz060y5tXjeuDXfWVu11Er6ZZhX/EDF2+GKbXsiyYiUgvposE/jMzB/BkDkGkxi8fiTAb0z4hzq6ExPDdBXOw5d0qfNj3eDztKvI498d1vAIDSavfgoN9934llyD3LbV/SVKQrHLhPhfjIWDCwUD+5HxHDCiIi/2YOyRC/jpZpjKbXafHBn8/AZ38d57YgtL1W7T0JAG4Zi2bX/Hd9QDtK1Mxmb1m9qcbPtwwsAiT3a6jGHygRkdrkJrXsGJFr5Q4AeRnxGNEtEXqdFhaPhZ+vXj1K9j5S0g/oh8rqcKSszm2NhVRlfaPscU8PfOnevXXu+/nocfe3WHugzOvcF5bvw2Uvr0GtZBdLR6lvqvEBqPN9iIFFEDgVQkTkX7ypJVCINflf2rfk9kl474Yx2PXIdPx4+yScMzAd5w5Kb/U+c85w74P+p7c3ymYsAGB7kXzXUU9vrzkMAHj2p73ocfe3+HabqxbHTe9ucjtv2e5S/PP73Vh38JRYfrwj1dkc/k8KIQYWAWIIQUTUPtJdDBkBVI1MizdhfJ8UmAw69Et3Fd56/soRuGhYFlLjjPjsr+Pczr90VA5mjcp1O7a7pFpc1DmiW4LbbVe9vq5N4//3kj1u3zcvRG323trD4td3f1aAwlPuO1B8aWh04MXl+wM+H3Ctr7Da1V34i4FFgMJ7Ro6IKHTG90nB0BwLrh/fs931FfQ6Lf5z+XBsuPdsDM9NcLvt+gk9MTAzHtMHZaCHTI+NbknyfTcCcaWPbaejHl0KAHh+2T4s/a3U7bZ5H24O6Np593+PJ7/fhYn/XBbweKTTIIA6P/QysCAiog5lMujw5c0T8MAFAxW5nnQa+tJROcjLiIdWq8FLc0binT+O8Tr/zjYUBEuINuAPI3PE71fv915PAbiqem47WoGnftjtdVv+kQpsOnwKgiDg442F+Ok3750r7dXgEVgwYxHG1PejIyKiM3olu32fHm9CnMc6jqwEM9bfO1X2/hazAW9cd7r4/YhuiXjqD6fJnnvj5F5uvVYufO5Xn+P6/YtrcPenBbjzf9vwx7c2wmZ3Ys7r6/Dntzdi/4ka7PCoBBpocziH544WFb45MbAgIqKw0yctFgAwsa97U7UovVa2D0panAl7Hj0PeRktzdLG9EzClgfOwZT+aZLzjLIL80/vkYj55w3Ai1eNkB3PpaNyvI59tLFQ/PryV9bgl70n8ePOEkz99wrMfGaV27k1tpbdJB+sP4JbPtjstq20mdPjkArjCgYWREQUfr6bNxFbH5iGVEm79mYVku2k0mxElF6L169t+T7WqBeDiPF9XJmPOWPdd5dIzwVc22U9MyILLhiIJy45Dc9eMdznePOPVLT6fP728Vbx6/mfFeDrrcfQ777vcPV/12PjoVOu51VnE4t/NZMLgkI9O8LAgoiIwo5Bp4UlWr7RmfSTvjQbAQDRhpYCXc3lvQHg9WtOx693n4VBWRYAwEMXDhJvMxt0eOjCweL3kyTTIVeMzsXVY3tAq9XggqFZWPb3MzG6R9t7nyzZWYLKOu/6Giv3nMAfXlqDHccq8fLKA/hii/t2Vrm1sLoQRxYMLIiIKKLcdnY/AMAVo7t53ZYgCUakhbJMBh2yE1pKj9dICl1tf+hct7bwJyX1MRZecprbTpeeKTH4+KaxuL1pDP5IO81+W3Dc59bTmc+swjqZwlxyizdDWc4bYBMyIiKKMKN7JmHjfWcjKTrK6zbp1MGpWpvPawzJtohfe26RvWZcD6w7eApnD/BdtCs70ezztmaT+qXiL2f2xpurD6Kkyop7Pi9o9Xy56RS5ICLUGQsGFkREFHFSYr3XXnjy3LopNbFvCp69YjgGZMZ73Xbe4Ax8c8sEcQGpnAGZrkWisUa9mP1474YxWHugDM/+vK9pjK7AJ8aoByBfJdQfuSCivbVClMLAIkAs301EFBmeuGQIHv5mJx6/eIjPczQa15oJX7cNlmQ05AzKsuCzv45DYnQUshJMqKhrRHq8CXqtRhJYuIIfs8G7MVug5IKIEMcVDCwCFe7d8IiIyOXy0d0wa1Ruh3+yH9EtUfw6Pd4VPMQYW952m9d01Mv0/tjywDkY9vASv48h9xxCnbHg4k0iIupyQvXma5JkJ5q3uA6SyX4kREfh65snYGpemldvFCk1BhbMWASIUyFERBSs6KiWwKJbUgwA4L6ZA7D5SDlyE6Mx+4xuOHdQBgBgSI5FrLvxf5cNxe0fbfW6nlwMEeoy3wwsiIiIOklWghn3zRyAhOgosY5GerwJq+46q9X7zRyShRPVVjy+eJfbcb3We+Ih1BkLToUQERF1ohsm9nJrdBaIKL0Wf57U2ytokNtuGuqMBQMLIiKiMKWTeRdnxoKIiIgC4rlDUY11LBhYtFOmxRTqIRARURfjWfhAfiqkc8biCxdvtsNPf5uMjHgGFkREFFp6bjcNX9IfU+9U32VciYiIOopnrUbZJmRcvBkeWHeTiIjURo0FshhYEBERhSm57ERYBRYLFy7E6aefjri4OKSlpeF3v/sddu/e3VFjUxX2CiEiIrXRaLwXa4bVVMiKFSswd+5crF27FkuWLIHdbse0adNQW1vbUeNTDSfjCiIiUiHP6puhzli0afHm999/7/b9G2+8gbS0NGzatAmTJk1SdGBERETkn1YLQNIgVa62RWcKaldIZWUlACApKcnnOVarFVarVfy+qqoqmIcMGU6FEBGRGnkGEqHumdnuxZuCIOCOO+7AhAkTMHjwYJ/nLVy4EBaLRfyXm5vb3ocMKYYVRESkNoLgPfWh14XRGgupm2++Gdu2bcMHH3zQ6nnz589HZWWl+K+wsLC9DxlajCyIiEiFvBqTheNUyC233IKvvvoKK1euRE5O6x3ajEYjjEZjuwanJowriIhIbTSaMA8sBEHALbfcgs8//xzLly9Hz549O2pcqsM1FkREpDayUyHhtCtk7ty5eP/99/Hll18iLi4OxcXFAACLxQKz2dwhA1QLhhVERKRGnos35RqTdaY2rbF48cUXUVlZiTPPPBOZmZniv48++qijxkdERESt8Awkwqq7aVeeDhiSbcG6g6dgMrAKOhERqYNG4z31EVYFsrqyZ64YjheW7cOcsd1DPRQiIiIArjUW3hkLBhZhIT3ehIcu8l2vg4iIKBQ811iEOmPBvD4REVEY8wwkQl3Sm4EFERFRGPMKLJixICIiovZiYEFERESK8QwkNJwKISIiovYQIHitqQh15U0GFkRERGHMc7tpqKdCuN2UiIgoTGmggd4jRRDimRBmLIiIiMKVAMGrIBa3mxIREVG7ecYRoZ4KYWBBREQUxjwzFmHV3ZSIiIjUxTOO4FQIERERtRszFkRERKQYz4JYzFgQERFRu3lNhYT4nZ2BBRERUZj4/Ygcr2OcCiEiIqJ2eeziwXj7+tFux7Qe7+ScCiEiIqKAmAw6TOqX6nbMa40FMxZERETUHoIgMxXCjAURERG1l/fiTQYWRERE1E5cvElERESK8eoVwqkQIiIiai/vNRYhGkjz44f24YmIiCgYnnEE11gQERFRu5gNOq+MBQMLIiIiapOn/nAa+qfH4cELB3kVyJrYN1X+Tp1EH9JHJyIiojabNSoXs0blAnAvkPV/lw1FapwxVMMCwIwFERFRWJPOfFjMhtANpAkDCyIiojAmXWPhWd47FBhYEBERhTFpYBHqct4AAwsiIqKwJo0lQl3DAmBgQUREFNaYsSAiIiLFSLMUKogrGFgQERGFM2YsiIiISDEaBhZERESkFC0XbxIREZFSWMeCiIiIFMOMBRERESmGayyIiIhIMdwVQkRERIphHQsiIiJSjFbLjAUREREpxK1XiAre1VUwBCIiImovrrEgIiIixXC7KRERESlGAxbIIiIiIoW4rbFgYEFERETBcF9jEcKBNI8h1AMgIiKi9tMyY0FERERKkdaxUEFcwcCCiIgonLFXCBERESmGUyFERESkGC7eJCIiIsW4NyELfWTBwIKIiCiMSQtkMWNBREREiuEaCyIiIgqKAEH8moEFERERKUajgnf1dg3hhRdeQM+ePWEymTBy5Ej88ssvSo+LiIiI2igsMxYfffQRbrvtNtx7773YvHkzJk6ciPPOOw9HjhzpiPERERFRgHThGFg8/fTT+OMf/4gbbrgBAwYMwKJFi5Cbm4sXX3yxI8ZHRERErRBalliEX0lvm82GTZs2Ydq0aW7Hp02bhtWrV8vex2q1oqqqyu0fERERKaPR2RJZGPWhX2TRphGcPHkSDocD6enpbsfT09NRXFwse5+FCxfCYrGI/3Jzc9s/WiIiInJjszvFr8O2QJbnwAVB8Plk5s+fj8rKSvFfYWFhex6SiIiIZDQ6nP5P6kT6tpyckpICnU7nlZ0oLS31ymI0MxqNMBqN7R8hERER+dRoV1dg0aaMRVRUFEaOHIklS5a4HV+yZAnGjRun6MCIiIjIP1s4ZywA4I477sCcOXMwatQojB07Fq+88gqOHDmCm266qSPGR0RERK0I+8DisssuQ1lZGR5++GEcP34cgwcPxuLFi9G9e/eOGB8RERG1YmBmfKiH4EYjCNIdsB2vqqoKFosFlZWViI9X14tBREQUbpxOAR9vLMTwbononxHXYY8T6Pt3mzMWREREpB5arQaXj+4W6mGIQl9Jg4iIiCIGAwsiIiJSDAMLIiIiUgwDCyIiIlIMAwsiIiJSDAMLIiIiUgwDCyIiIlIMAwsiIiJSDAMLIiIiUgwDCyIiIlIMAwsiIiJSDAMLIiIiUgwDCyIiIlJMp3c3be7SXlVV1dkPTURERO3U/L7d/D7uS6cHFtXV1QCA3Nzczn5oIiIiClJ1dTUsFovP2zWCv9BDYU6nE8eOHUNcXBw0Gk1nPrTiqqqqkJubi8LCQsTHx4d6OCHB14CvAcDXAOBrAPA1ACL7NRAEAdXV1cjKyoJW63slRadnLLRaLXJycjr7YTtUfHx8xP0CtRVfA74GAF8DgK8BwNcAiNzXoLVMRTMu3iQiIiLFMLAgIiIixTCwCILRaMSCBQtgNBpDPZSQ4WvA1wDgawDwNQD4GgB8DYAQLN4kIiKiyMWMBRERESmGgQUREREphoEFERERKYaBBRERESmGgYXEwoULodFocNttt4nHBEHAgw8+iKysLJjNZpx55pnYsWOH2/2sVituueUWpKSkICYmBhdeeCGOHj3qdk55eTnmzJkDi8UCi8WCOXPmoKKiohOeVesefPBBaDQat38ZGRni7ZH+/JsVFRXhqquuQnJyMqKjozFs2DBs2rRJvD3SX4cePXp4/R5oNBrMnTsXQOQ/fwCw2+2477770LNnT5jNZvTq1QsPP/wwnE6neE5XeB2qq6tx2223oXv37jCbzRg3bhw2bNgg3h5pr8HKlStxwQUXICsrCxqNBl988YXb7Z35fI8cOYILLrgAMTExSElJwa233gqbzdYRT7tjCSQIgiCsX79e6NGjh3DaaacJ8+bNE48/8cQTQlxcnPDpp58KBQUFwmWXXSZkZmYKVVVV4jk33XSTkJ2dLSxZskTIz88XpkyZIgwdOlSw2+3iOdOnTxcGDx4srF69Wli9erUwePBg4fzzz+/MpyhrwYIFwqBBg4Tjx4+L/0pLS8XbI/35C4IgnDp1Sujevbtw7bXXCuvWrRMOHjwoLF26VNi3b594TqS/DqWlpW6/A0uWLBEACMuWLRMEIfKfvyAIwqOPPiokJycL33zzjXDw4EHhk08+EWJjY4VFixaJ53SF1+HSSy8VBg4cKKxYsULYu3evsGDBAiE+Pl44evSoIAiR9xosXrxYuPfee4VPP/1UACB8/vnnbrd31vO12+3C4MGDhSlTpgj5+fnCkiVLhKysLOHmm2/u8NdAaQwsBEGorq4W+vbtKyxZskSYPHmyGFg4nU4hIyNDeOKJJ8RzGxoaBIvFIrz00kuCIAhCRUWFYDAYhA8//FA8p6ioSNBqtcL3338vCIIg7Ny5UwAgrF27VjxnzZo1AgBh165dnfAMfVuwYIEwdOhQ2du6wvMXBEG46667hAkTJvi8vau8DlLz5s0TevfuLTidzi7z/GfOnClcf/31bscuueQS4aqrrhIEoWv8HtTV1Qk6nU745ptv3I4PHTpUuPfeeyP+NfAMLDrz+S5evFjQarVCUVGReM4HH3wgGI1GobKyskOeb0fhVAiAuXPnYubMmTj77LPdjh88eBDFxcWYNm2aeMxoNGLy5MlYvXo1AGDTpk1obGx0OycrKwuDBw8Wz1mzZg0sFgvGjBkjnnPGGWfAYrGI54TS3r17kZWVhZ49e+Lyyy/HgQMHAHSd5//VV19h1KhRmDVrFtLS0jB8+HC8+uqr4u1d5XVoZrPZ8O677+L666+HRqPpMs9/woQJ+Omnn7Bnzx4AwNatW7Fq1SrMmDEDQNf4PbDb7XA4HDCZTG7HzWYzVq1a1SVeA6nOfL5r1qzB4MGDkZWVJZ5z7rnnwmq1uk3LhoMuH1h8+OGHyM/Px8KFC71uKy4uBgCkp6e7HU9PTxdvKy4uRlRUFBITE1s9Jy0tzev6aWlp4jmhMmbMGLz99tv44Ycf8Oqrr6K4uBjjxo1DWVlZl3j+AHDgwAG8+OKL6Nu3L3744QfcdNNNuPXWW/H2228D6Bq/B1JffPEFKioqcO211wLoOs//rrvuwhVXXIG8vDwYDAYMHz4ct912G6644goAXeN1iIuLw9ixY/HII4/g2LFjcDgcePfdd7Fu3TocP368S7wGUp35fIuLi70eJzExEVFRUap6TQLR6d1N1aSwsBDz5s3Djz/+6BWhS3m2dxcEwW/Ld89z5M4P5Dod7bzzzhO/HjJkCMaOHYvevXvjrbfewhlnnAEgsp8/ADidTowaNQqPP/44AGD48OHYsWMHXnzxRVx99dXieZH+OjR7/fXXcd5557l9cgIi//l/9NFHePfdd/H+++9j0KBB2LJlC2677TZkZWXhmmuuEc+L9NfhnXfewfXXX4/s7GzodDqMGDECV155JfLz88VzIv018NRZzzecXpPWdOmMxaZNm1BaWoqRI0dCr9dDr9djxYoVeOaZZ6DX68Xo0TNaLC0tFW/LyMiAzWZDeXl5q+eUlJR4Pf6JEye8ItRQi4mJwZAhQ7B3715xd0ikP//MzEwMHDjQ7diAAQNw5MgRAOgyrwMAHD58GEuXLsUNN9wgHusqz/8f//gH7r77blx++eUYMmQI5syZg9tvv13MZnaV16F3795YsWIFampqUFhYiPXr16OxsRE9e/bsMq9Bs858vhkZGV6PU15ejsbGRlW9JoHo0oHF1KlTUVBQgC1btoj/Ro0ahdmzZ2PLli3o1asXMjIysGTJEvE+NpsNK1aswLhx4wAAI0eOhMFgcDvn+PHj2L59u3jO2LFjUVlZifXr14vnrFu3DpWVleI5amG1WvHbb78hMzNT/EMS6c9//Pjx2L17t9uxPXv2oHv37gDQZV4HAHjjjTeQlpaGmTNnise6yvOvq6uDVuv+J1Gn04nbTbvK69AsJiYGmZmZKC8vxw8//ICLLrqoy70Gnfl8x44di+3bt+P48ePiOT/++COMRiNGjhzZoc9TcZ25UjQcSHeFCIJrq5HFYhE+++wzoaCgQLjiiitktxrl5OQIS5cuFfLz84WzzjpLdqvRaaedJqxZs0ZYs2aNMGTIEFVsL/vb3/4mLF++XDhw4ICwdu1a4fzzzxfi4uKEQ4cOCYIQ+c9fEFxbjfV6vfDYY48Je/fuFd577z0hOjpaePfdd8VzusLr4HA4hG7dugl33XWX121d4flfc801QnZ2trjd9LPPPhNSUlKEO++8UzynK7wO33//vfDdd98JBw4cEH788Udh6NChwujRowWbzSYIQuS9BtXV1cLmzZuFzZs3CwCEp59+Wti8ebNw+PDhTn2+zdtNp06dKuTn5wtLly4VcnJyuN00EngGFk6nU1iwYIGQkZEhGI1GYdKkSUJBQYHbferr64Wbb75ZSEpKEsxms3D++ecLR44ccTunrKxMmD17thAXFyfExcUJs2fPFsrLyzvhGbWueU+2wWAQsrKyhEsuuUTYsWOHeHukP/9mX3/9tTB48GDBaDQKeXl5wiuvvOJ2e1d4HX744QcBgLB7926v27rC86+qqhLmzZsndOvWTTCZTEKvXr2Ee++9V7BareI5XeF1+Oijj4RevXoJUVFRQkZGhjB37lyhoqJCvD3SXoNly5YJALz+XXPNNYIgdO7zPXz4sDBz5kzBbDYLSUlJws033yw0NDR05NPvEGybTkRERIrp0mssiIiISFkMLIiIiEgxDCyIiIhIMQwsiIiISDEMLIiIiEgxDCyIiIhIMQwsiIiISDEMLIiIiEgxDCyIiIhIMQwsiIiISDEMLIiIiEgxDCyIiIhIMf8PSk1hopHD+2UAAAAASUVORK5CYII=", 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", 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", 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VTtInKUaSVFxWo/1HKgNcDQAA3QdhpZMM7t1DkvSPdbt1658+0eY9hwNcEQAA3QNhpZMkxTq89u/7+2dqcLkDVA0AAN0HYaWTxEfbm7Vt2s3sCgAAZ4qw0klG9E1o1rZqe2EAKgEAoHshrHQSm6X5UOZ8uS8AlQAA0L0QVjpR9vwp+sus7we6DAAAupUOhZWFCxcqMzNTDodDWVlZWr16dZv9X331VY0cOVJRUVFKS0vTz372M5WUlHSo4GBmMZvVp2eszkqN87QZBg82BADgTPgcVpYuXao5c+Zo/vz5ys3N1cSJEzVlyhTl5+e32H/NmjWaOXOmbrvtNm3dulVvvPGGvvjiC91+++1nXHywuvH7Az3buw+ySBwAAGfC57Dy1FNP6bbbbtPtt9+uIUOG6Omnn1ZGRoYWLVrUYv/169erX79+mj17tjIzM3XBBRfo5z//uTZs2HDGxQerCWenerbX7jgYwEoAAAh9PoWVuro6bdy4UZMmTfJqnzRpktauXdvieyZMmKB9+/YpOztbhmHo4MGD+sc//qFp06a1+jm1tbUqKyvzeoWqV1btDHQJAACENJ/CyuHDh+VyuZSSkuLVnpKSoqKiohbfM2HCBL366quaMWOGIiIilJqaqvj4eP3P//xPq5+zYMECOZ1OzysjI8OXMgEAQDfSoQtsTSaT175hGM3aTti2bZtmz56tBx98UBs3btSyZcuUl5enWbNmtfrz582bp9LSUs+roKCgI2UG1G9mjPVsby04EsBKAAAIbVZfOiclJclisTSbRSkuLm4223LCggULdP755+vee++VJJ1zzjmKjo7WxIkT9dhjjyktLa3Ze+x2u+z25ivChpKxA3p6trM35WtYRvNF4wAAwOn5NLMSERGhrKws5eTkeLXn5ORowoQJLb6nqqpKZrP3x1gsFknd+7Zea5NF4lpaih8AALSPz6eB5s6dqxdeeEEvvfSStm/frrvvvlv5+fme0zrz5s3TzJkzPf2nT5+ut956S4sWLdLu3bv16aefavbs2Tr33HOVnp7eed8kCJ03qHG2yWpu+RQZAAA4PZ9OA0nSjBkzVFJSokceeUSFhYUaPny4srOz1bdvX0lSYWGh15ort9xyi8rLy/Xss8/ql7/8peLj43XJJZfoiSee6LxvEaQGpsZp/bcHVVZdH+hSAAAIWSYjBM7FlJWVyel0qrS0VHFxcad/Q5B494s9+tOyrTp/cKoevCYr0OUAAOBXnfX7m2cDdaG4qAhJUnl1nQzD0J9ztum9DXsDXBUAAKHF59NAaD/n8bDy1d4j2pJ/RG+tz5Mk7T1Uriuz+qpfcmwgywMAICQws9KF4iJtnu3PdhZ7tt/bsFc///MqNbjcgSgLAICQQljpQlH2k2Ele1PzBz1u33fUn+UAABCSCCtdKK1HlGe7qrah2fGPvj7gz3IAAAhJhJUudlZq61c/7z4Yug9oBADAXwgrXSzK7n0N87v3X6F7rhopSfpm/zGVVtUFoiwAAEIGYaWLNb1uRZLsNovGDUz27F/7ZI7qudAWAIBWEVa6WPzx25ebijul7crf/ctf5QAAEHIIK13MGX0ymFyZ1ceznRof6dUvBBYSBgAgIAgrXazpzErTReAuP6e3V7+quuZ3CwEAAMJKl3M2CSvRTa5fufb8AerX82R4Ka/iYYcAALSEsNLFoh22Jtsn7wyKsFq06OcTPful1dwVBABASwgrXcxmPTnEp94ZZDaZNLhXvCSpuLTan2UBABAyCCtdbESfBM92r4SoZsdT4xvbio5V+a0mAABCCU9d7mIRVosW/ttEVdc1KCHG0ex4yvG7gg4eY2YFAICWEFb8YEAbS+6fmFnZV1Lpr3IAAAgpnAYKMJul8Y8gN+9wgCsBACA4EVYCrHditGebheEAAGiOsBJgmU0WiqutdwWwEgAAghNhJcDsNovMJpMkqbKWVWwBADgVYSXATCaTouyN1zlX1rCKLQAApyKsBIHoE2GFmRUAAJrh1uUgcGJmpbi0Wqu2FSojKUaTR2XIYjYFuDIAAAKPsBIETjw/6Hdv5XraXG63po/tF6CKAAAIHpwGCgLOSFuztmf/tTUAlQAAEHwIK0EgLioi0CUAABC0CCtBwNlKWHlj3Xd+rgQAgOBDWAkCTcOKtclFtS988E0gygEAIKgQVoJA09NAETaLLhqW7tkvq64LREkAAAQNwkoQ6BFt92xbzCZdMTrDs3/NH3ICURIAAEGDsBIERmUmerbrGtwa1S/R63hJeY2/SwIAIGgQVoKAxXzyj8HtNmQymfTvlw/xtN3w9IeBKAsAgKBAWAkybsOQJP1oXKZXu8ttBKIcAAACjrASZE6EEpPJpOz5Uz3t736xJ0AVAQAQWISVIGYxn3wi83MrtgW4GgAAAoOwEuTO6ZPg2a6sqQ9gJQAABAZhJcjdPf0cz/aP/muFikurA1gNAAD+R1gJEucNTJYkXXZOL6/2+CZrsEjSTc98pJp6l9/qAgAg0AgrQeKOKcM1e+pwzbnynGbHfnjKnUEL3sr1V1kAAAQcYSVIJDsjNS2rr2yW5n8kN1040Gv/wJFKf5UFAEDAEVZCQLTdpoX/doHiIm2SpPzDFZ71WAAA6O4IKyFiQKpTf/mPCz37n3x9IIDVAADgP4SVEBIfbZfDZpEkPfHOZtXUNQS4IgAAuh5hJcTMOH+AZ/vN9XkBrAQAAP8grISYGyaevNi2lluYAQBhoENhZeHChcrMzJTD4VBWVpZWr17dZv/a2lrNnz9fffv2ld1u14ABA/TSSy91qGBIlwxPlyQtXfudvtpbEuBqAADoWj6HlaVLl2rOnDmaP3++cnNzNXHiRE2ZMkX5+fmtvufaa6/Vhx9+qBdffFE7duzQkiVLNHjw4DMqPJxNGJzq2f7PxesDWAkAAF3PZBi+3QM7btw4jRkzRosWLfK0DRkyRFdffbUWLFjQrP+yZct03XXXaffu3UpISGh2vD3KysrkdDpVWlqquLi4Dv2M7qSsqk7XPJnj2V/+wLQAVgMAQMs66/e3TzMrdXV12rhxoyZNmuTVPmnSJK1du7bF97z77rsaO3asfv/736tXr14aNGiQ7rnnHlVXt/6Mm9raWpWVlXm9cFJcVIT6JMV49usauHYFANB9+RRWDh8+LJfLpZSUFK/2lJQUFRUVtfie3bt3a82aNfr666/19ttv6+mnn9Y//vEP3XHHHa1+zoIFC+R0Oj2vjIwMX8oMC0/cNM6zvW7HwQBWAgBA1+rQBbYmk8lr3zCMZm0nuN1umUwmvfrqqzr33HM1depUPfXUU3r55ZdbnV2ZN2+eSktLPa+CgoKOlNmtJcQ4PNuvrNoZwEoAAOhaVl86JyUlyWKxNJtFKS4ubjbbckJaWpp69eolp9PpaRsyZIgMw9C+ffs0cODAZu+x2+2y2+3N2tGy/MMVgS4BAIAu49PMSkREhLKyspSTk+PVnpOTowkTJrT4nvPPP18HDhxQRcXJX6jffvutzGazevfu3YGSccKg9JMBkGcFAQC6K59PA82dO1cvvPCCXnrpJW3fvl1333238vPzNWvWLEmNp3Bmzpzp6X/DDTcoMTFRP/vZz7Rt2zatWrVK9957r2699VZFRkZ23jcJQw/8JMuzvTX/SAArAQCg6/h0GkiSZsyYoZKSEj3yyCMqLCzU8OHDlZ2drb59+0qSCgsLvdZciYmJUU5Ojn7xi19o7NixSkxM1LXXXqvHHnus875FmEp2ngx7S9d+pxF9EwNYDQAAXcPndVYCgXVWWjf50X96tllvBQAQTAKyzgqCT2ykzbN9rLI2gJUAANA1CCsh7pHrvufZ/mxncQArAQCgaxBWQtzQ3j2UGt947cqfV2wLcDUAAHQ+wko3MCozSZJUWdsQ4EoAAOh8hJVu4OaLBnm2q+sILACA7oWw0g0kxDgUHx0hSfpm/7HAFgMAQCcjrHQT/XrGSpJKymsCXAkAAJ2LsNJNxEc3PkupvLpekvRf/7dZty/8RCGwjA4AAG0irHQTJ9ZbKauu0+RH/6kPvtqvgpJKPfj6FwGuDACAM0NY6SaSYh2SpILDlV7tn+86xGJxAICQRljpJnrGNYaVPcVlzY7NeOoDf5cDAECnIax0E9GOxtNABSWVLR5fvrnAn+UAANBpCCvdxImwcsKIPgl6bc6lnv2n3vvK3yUBANApCCvdRIzd6rWf7IxUYqxDZtPJNtZgAQCEIsJKN3HqzMqJC26X/vJyT9tdL32qmnqXX+sCAOBMEVa6iWiH98yK8/iKtnGREV7tP3h8mX775ia/1QUAwJkirHQTkRFWNTnj4xVSXr7zYq++q7YVslgcACBkEFa6CbPJ5DW7cmKROElK6xHVrH95Tb1f6gIA4EwRVrqRaPvJgBJ1ygW32fOn6PoLzvLs/33lt36rCwCAM0FY6UaaXmTrsFm8jlnMZt1y8dme/Xe/2Ou3ugAAOBOElW6kaUA5NaycMCyjh2fb5XZ3eU0AAJwpwko3EmE7+cdpbyWs3P/D0Z7tfa2sdgsAQDAhrHQjEZaTf5yOCGuLfZKdkZ7tf39uldzcFQQACHKElW6kaexobWZFkgalOz3b73yW14UVAQBw5ggr3UjTSRK7tfU/2l9OH+nZ/nPO9q4sCQCAM0ZY6UaazqyYTKZW+/VLju36YgAA6CSEle7Eh+tPrjt/gGf76/wjXVENAACdgrDSjfhyqezMi06uufLLv63T5Ef/yRL8AICgRFjpRny5s8diNumyc3p5te0+WN7ZJQEAcMYIK91IRmKMT/1vv3SI1/6xqtrOLAcAgE5BWOlGpo3po2RnpGZPHd6u/j1i7Fr+wDSNzkySJB0pJ6wAAIJPyyuHISRlpsTp77Mv8fl9qfGNC8X94d0v5bBZNHFoWmeXBgBAhzGzAvVucvrosTc3qaauIYDVAADgjbACpTRZgl+SfvDEch5yCAAIGoQVaGS/xGZtr6zaGYBKAABojrACxUVF6ILBqV5tr63epeLS6gBVBADASSYjBFYCKysrk9PpVGlpqeLi4gJdTrdU1+BSVW2DbFazfvHCp9p/pFKS9Nj139P3zkoOcHUAgFDUWb+/mVmBJCnCalF8tF3RdptmNFmK/9dLvtAf/7klgJUBAMIdYQXNTDjb+5RQ9qZ8Pf52boCqAQCEO8IKmomNtDVr+/jrA9q4+1AAqgEAhDvCClr0l1nf19np8V5tv3r188AUAwAIa4QVtKhPz1g9c9v5+s2MsV7t63YcDFBFAIBwRVhBm8YNTNYj150MLA//7wY1uFgwDgDgP4QVtMlkMmncwBTZLCf/qsx79TNtLTiiP/zfl6zFAgDocqyzgnaprKnXj/5rRYvHsudPkcVM7gUAeAvoOisLFy5UZmamHA6HsrKytHr16na979NPP5XVatWoUaM68rEIoGhH8zuETpj623/JHfyZFwAQonwOK0uXLtWcOXM0f/585ebmauLEiZoyZYry8/PbfF9paalmzpypSy+9tMPFIrD+esdFrR5b/Mm3/isEABBWfA4rTz31lG677TbdfvvtGjJkiJ5++mllZGRo0aJFbb7v5z//uW644QaNHz++w8UisHqe8nTmppas2cXsCgCgS/gUVurq6rRx40ZNmjTJq33SpElau3Ztq+/761//qu+++04PPfRQuz6ntrZWZWVlXi8Ens1ilsVs8uxPHtVbPxnf37M/56XW/w4AANBRPoWVw4cPy+VyKSUlxas9JSVFRUVFLb5n586duv/++/Xqq6/KarW263MWLFggp9PpeWVkZPhSJrpQ07uCkp1R+rfLhnj2dxw4prXftPz3AACAjurQBbYmk8lr3zCMZm2S5HK5dMMNN+g3v/mNBg0a1O6fP2/ePJWWlnpeBQUFHSkTXcDaJKykHD8t1HQdlt+8sVFLP93l97oAAN1X+6Y6jktKSpLFYmk2i1JcXNxstkWSysvLtWHDBuXm5urOO++UJLndbhmGIavVqhUrVuiSSy5p9j673S673e5LafCTCGvTmZXGsDJuYIquPref3vl8jyTppY926JIRvdQzrvVrXAAAaC+fZlYiIiKUlZWlnJwcr/acnBxNmDChWf+4uDht2bJFmzdv9rxmzZqls88+W5s3b9a4cePOrHr4XdPTQElxDs/2f0wepszkWM/+TX/8yK91AQC6L59mViRp7ty5uummmzR27FiNHz9ezz//vPLz8zVr1ixJjadw9u/fr8WLF8tsNmv48OFe709OTpbD4WjWjtBQ32Sp/cQY79mvRf8+UVc8li1JMiTlHSxTZgqL+AEAzozP16zMmDFDTz/9tB555BGNGjVKq1atUnZ2tvr27StJKiwsPO2aKwhdlTX1nm1HhHfWNZlMem3OyXV0Zj3fvsUCAQBoC8vtwydTHsv2rKey/IFpLfa54ekPVFJeK0l64qfjNCozyW/1AQCCR0CX20f4as/Cby/febFn+75XPuvKcgAAYYCwgk4XYbVoWEYPz34ITN4BAIIYYQVdouliceu/LQ5gJQCAUEdYQZcY3Cves/27tzZJknLzDmvOS5+qrKouQFUBAEIRYQVdwmQyaWjvxlNBdQ1uHaus1f2vfKbt+4/pmidzTvNuAABOIqygy9w5ZZhne8ZTH3gde231Tn+XAwAIUYQV+GT08duQh/dJOG3fPj1jWz32t0++1aLlWzutLgBA90VYgU/m/Wi0brn4bM374ejT9rVZzPr55UNaPf7O53u8VsQFAKAlhBX4xBkVoesvOMvruUBtSY2P8tqf/+MxGtBkCf4rf/cvudwEFgBA6wgr6FKRdu8l+c/pm6CF/z7Rq+3FD7/xZ0kAgBBDWEGXimoSVm6+aJDioxsffvjGLy/3tL+5Pk/fFZX6vTYAQGggrKBLRTV52GHTU0JxURG66cKBnv3/95c1Kimv8WttAIDQQFhBl2o6s+KIsHgdu2HiQO/9pz/Ub/53g1/qAgCEDsIKulTTsGI2mbyOmU0mLZ17mVfb2h0HddXjy7joFgDgQVhBl3LYLG0ej4+2a/HsS7zaautdunfx+q4sCwAQQggr6FImk0nXX3CWsvonaeyAni32SXFGavkD0zRuYLKnbWvBUT2b/bW/ygQABDGTYRhGoIs4nbKyMjmdTpWWliouLu70b0DIenjpBq379qBnf8GN52pM/5ZDDgAguHXW729mVhBU7v3BSK/9ea9+rq/2lgSoGgBAMCCsIKhEO2z63yZrsEjSvYvX658b9waoIgBAoBFWEHScURFa/sA0jTn+0ERJeib7a8179TO5g/+sJQCgkxFWELR+c91Ypfc4uZDcpt2H9YPHlwWwIgBAIBBWELQirBb99c6LvVa6rWtwa/Kj/9Tbn+Up72BZAKsDAPgLYQVB76ffHyRnVIRX23MrtmnW86u148AxhcANbQCAM0BYQUhYOvcy/WR8/2bts1/8VOub3OoMAOh+CCsICSaTSf922RD93/1XNDv28P9uVN5BntoMAN0VYQUhxWGzaPkD03TPVd7rscx6fo027CoOUFUAgK5EWEFIunxk72brscxf8oUe+8fGAFUEAOgqhBWELGdUhP7v/isUF2nztK3eXqQNuw4FsCoAQGcjrCCkOWwWvXHPJI3ql+hpm7/kc+0rqQhgVQCAzkRYQbfwxE3nee3ftnClJj/6Tx0qrQ5QRQCAzkJYQbfx/q+mNGv76TMf6WhFTQCqAQB0FsIKug2bxazs+c0Dy3X//aFq610BqAgA0BkIK+hWLGazlj8wTf8xeahX+1WPL9M7n+cFqCoAwJkwGSGwVnlZWZmcTqdKS0sVFxcX6HIQIuoaXJq+oPmDD5f9eqpMJlMAKgKA8NJZv7+ZWUG3FWG16MFrxjRrv+KxbH20ZX8AKgIAdARhBd3a+YPT9F+n3CkkSU+8s1kPL90QgIoAAL4irKDbO6dfopb9eqrmXjnCq33dtwe1fHNBgKoCALQXYQVhwWQyafLoPrp8ZG+v9qfe+0pVtfUBqgoA0B6EFYSVe64aqWW/niq79eRf/R/+fkUAKwIAnA53AyFsTX70n57tpFiHDpc3Lh43a9JQ/XBcZqDKAoBug7uBgDP07O0XeLZPBBVJem7FNv1p2deBKAkA0ALCCsLWwDSn+vaMafHYu1/s1eRH/6nZL66RO/gnHwGgWyOsIKwN7d3Ds31O38Rmx3ccKNWUx7K19NNd/iwLANAE16wgrJWU1+jB17/QxcN76Sfj+0uS9pVU6LaFK1vs/859kxUZYfVniQAQsjrr9zdhBWhBZU29/nftd3r90++aHRvZN1F3ThmmPj1jA1AZAIQOwgrgBw0ut25ftFKFR6uaHevXM0Z/nnVhAKoCgNAQ0LuBFi5cqMzMTDkcDmVlZWn16tWt9n3rrbd0+eWXq2fPnoqLi9P48eO1fPnyDhcM+JPVYtbLd16sayf0b3Zsz6EKTX70n9rw3SGFQOYHgJDlc1hZunSp5syZo/nz5ys3N1cTJ07UlClTlJ+f32L/VatW6fLLL1d2drY2btyoiy++WNOnT1dubu4ZFw/4y22XDtHyB6bpt9d/r9mx+a99risey1ZJk9ufAQCdx+fTQOPGjdOYMWO0aNEiT9uQIUN09dVXa8GCBe36GcOGDdOMGTP04IMPtqs/p4EQTGrrXdq+/6ju+/tnzY5dfW4/zZo0VCaTKQCVAUBwCchpoLq6Om3cuFGTJk3yap80aZLWrl3brp/hdrtVXl6uhISEVvvU1taqrKzM6wUEC7vNolH9kvTevCuaHXvn8z264rFs/e3jHaqqbVBNvSsAFQJA9+JTWDl8+LBcLpdSUlK82lNSUlRUVNSun/Hkk0+qsrJS1157bat9FixYIKfT6XllZGT4UibgFxFWi5b9emqLx15bs0s//P1y/eDxZaqo4UGJAHAmOnSB7alT3IZhtGvae8mSJXr44Ye1dOlSJScnt9pv3rx5Ki0t9bwKCgo6UibQ5Uwmk968d5Lumjai1T4//q8V+vlzq/TpN0VciAsAHeDT6lZJSUmyWCzNZlGKi4ubzbacaunSpbrtttv0xhtv6LLLLmuzr91ul91u96U0IGBiHDZNHdNHU0ZnaN2Og/rNGxub9dlzqFyPHG9/+Nqx+t5ZPWW1sIA0ALSHT/+1jIiIUFZWlnJycrzac3JyNGHChFbft2TJEt1yyy167bXXNG3atI5VCgQ5k8mkCYNTtfyBafrlVee02u/h/92gab/7l8qq6vxYHQCELp/XDZ87d65uuukmjR07VuPHj9fzzz+v/Px8zZo1S1LjKZz9+/dr8eLFkhqDysyZM/XHP/5R5513nmdWJjIyUk6nsxO/ChA8Jo3M0Nnp8frk6wN6bU3LzxW65snG0H/XtBG67JxeirBa/FkiAISMDq1gu3DhQv3+979XYWGhhg8frv/+7//W97//fUnSLbfcoj179uiTTz6RJF100UVaubL5c1Zuvvlmvfzyy+36PG5dRiira3Dp8bc369Nv2r4IffkDzDoC6F5Ybh8IUdv2HdXdf21+q//Z6U5dMCRNWf2TNCCVWUcAoY+wAoS4VdsO6LdvtryS80XD0nX7ZYPVMy7Sz1UBQOchrADdQE29S7NfXKOz0+OVmRyrL/eU6PNdxXIbks1i1kXD0zVxSKrGDkiWxcyquABCC2EF6KZ2FpbquRXb9HX+EU9bijNSV4zO0ORRGUqMdQSwOgBoP8IK0I0ZhqGvC45q1bYD+vjrAyqvblwF1yRpzICeunHiWRqW0fojKwAgGBBWgDBRW+/S6u2Fyt6Ur60FR72OnZ0erwU/PVfRdluAqgOA1hFWgDCUf6hcb36Wp2W53o+gsJhNmnPlCF04NF12G+u1AAgOhBUgjBUerdItz37crN1mMWt0ZqLOHZiiyaN6s9AcgIAirABQg8ut9zbs1duf5+ngsepmx3tE2/XANWM0tHePdj1sFAA6E2EFgBfDMLR5T4nWf3tQy3ILVFPv8jo+LKOHZk0aqgGpTm6DBuAXhBUArSqrqtMrq3bq/77Y0+xYXKRNFwxJ0/SxfdU/hX+fAHQdwgqA0zIMQ1/uLdGb6/O0YdchOWwWVdU1eI6flRqnzJQ4De3dQ2Myk5TaIyqA1QLobggrAHzmcrv15Z4j+lduvtZsL5T7lH/7z0qNU+/EGF00LF3nDUrmOhcAZ4SwAuCMFB2r0s7CUu0qLNWXe0u0Y3+p3E3+c+CwWTQso4cuHJauc89KVo8YewCrBRCKCCsAOtWxylqt3l6oZ/+1tcXjZ6fHa0z/JE0ckqb+KbHMugA4LcIKgC5T1+DSnuJyfb6zWJ/tLNa3haVex5OdkRo7oKemjM7QoPT4wBQJIOgRVgD4TUl5jT7fVay1Ow5qc95h1TW4JUlmkzRr0lD94NzMAFcIIBgRVgAERE29S1/tKdHyzQVa802RJGn62L76j8lDZTGbA1wdgGDSWb+/rZ1YE4Aw4LBZdO7AZH3vrJ76x7rdevHDb/Tehr2qrKnXfT8cLUnaWnBEK7cWqqKmXgUlFapvcOvKsX3Vr2eshmWwmi4A3xBWAHSIyWTSNRMGqFdCtB79xyZ99PUBTTg7VV/uLdF7G/Y26/8/2V9LkpJiHRqVmagIq0WXjOilEX0S/F06gBDDaSAAZ+ylj77R0k+/82q7/Jze6psco/oGtzZ8d0hbC462+F6bxax6l1v9U+J0weBUuQ1DPxyXqRiHzR+lA+hCXLMCIGjU1rv0H8+v1v4jlZKkX151jiaNzGjWr6KmXh9u2a8v8w7rWFWdtu872mxhOkkym0xK6xGl3onRGtE3Qf16xqp/SpwSYuycQgJCCGEFQFApKa/R8s0FGpWZpKG9e7TrPQWHK7SvpFJrvinUB1/tP23/+OgIDUiJU/+UOJ3dK15De/dQYqzjTEsH0EUIKwC6lZq6BpnNJlnMZu0/Uqnc3Yd0sLRah8pqtKe4XPtKKlqchUlxRmpI7x4alO5UanyUBveKJ8AAQYKwAiCs1NQ3LlS3+2CZdhaW6pv9x7SnuKzFAJPsjNTQ3j00pHe8UpxRsphNyhqQxK3VgJ8RVgCEvaraBu04cEzb9x1VXnG59pVUthpgJCkhxi67zaLLRvTSuEEp6p8SJ4vZpMqaetmsZkVYLf79AkA3R1gBgBZU1Tbo2wPHtG3fUW3fd1S7i8t1uKymxb5RdqsiIywqKa+V3WbRD8/tp6wBPRVtt6pnXKRiI21c0AucAcIKALSTy+3WkYpaFR2r1kdb9utwWbW+LjiqqtqGNt9nt1mUHOdQr4Ro9ekZqwEpcRqY5lRaQpTMhBjgtAgrAHAGXG5De4rL5XK7lRofpc17SvTm+t2qqK5XRW29jlXWtfpem8WstB5RSu8RpdQeUUpPiFasw6aMpBgNTHP68VsAwY2wAgBdqK7BpUNlNSo6VqX9JZXac6hcuwrLlFdc5nmQY0sSYuyymE1KjHUoMdahgWlO1TW4NG5gigb3ivffFwCCAGEFAALA5XaruLRG+49UqvBolQ4eq9LOolJtzitp98+4cGiaeiVGKzU+SinOSKXER6lnnENWC3croXvhQYYAEAAWc+MpoLQeUc2OlVXX6cCRSh0uq9H7G/OVm3e4xZ+xclthszazSUqIdSjFGamecZHqEWOXYRganpGg5PhI9U6IVkVNvawWM+vIIOwwswIAXcQwDJVX1ysm0qbvisq08btDslhMcrkMHSyt1sHSahUfq9LB0uo2Ty01ZbOYNaZ/kqLtVqX2iNLZ6fHqGRep+OgIRTtsslvNMplMchsGFwEj4JhZAYAgZzKZFBcVIUkamOZs9eJbwzB0rLJOB0urdPBY46q9xaXV2rznsOpdbh04UuXpW+9y67Odxa1+ptVsks1qVm29W+cNSlbfnrHqEWNXQoxdURFWxUbaFB9tV4zDpsgIC7dmIyQwswIAQa7e5dbWgiPqnRCjgpIK7Sup0KGyGh08Vu3ZLq+ua3UxvNbYLObGW7F7RCkx1qGEGLvSE6IUGxkhwzDkNqRYh01pPaJkt7FgHnzHBbYAAA/DMFRd51JFTb0OlVVrx/5jqql36WhlrY6U1+pIRa3KqupUVdegsqo6NfiQbOxWs8aelawYh1VVtQ1KjW+8ZTvGbpPZbJLVYpIzKkI9ou1KinOwEjA8OA0EAPAwmUyKslsVZbcq2RmpYRkJrfY1DEO1DW4dPFalvIPlOlharSMVNSopr1XB4QrVNrh04uxQaWWdKmsb9Ok3Re2uxWYxy2w2KdZhaww1DpsGpTkV7bCqoqYxLA1Mc8pqMSnvYLnSE6I0tHcP9U6K4TobtIiwAgBhxmQyyWGzqG/PWPXtGdtmX8MwtKuoTKu3FcpkkpxRETpYWq2io1WqrnfJ7TZU73LrWGXj7E1dg1v1LrfkkmrrXTpc3viog/XfHjxtXUmxDg1Ibfy/77ioCPVPiVPh0UqVVdUrxRmpvj1jNKJvouKiIrSrsFRJcQ6lxkfJMAyuvenmCCsAgFaZTKY2Lw5uyjAMVdU2qLK2QQ0ut/YcKlfB4UrlFZfJYbOosrZBlTX1Kq2qk91mkWE0BpoGt1t7D1XocHmNJ9y0l91qlsVi1rlnJavB5ZbVYlbRsSoNy+ih9IRoGYZks5jUPyVO0Q6bou1WRTtssrGmTUjhmhUAQMCVVtUpd/dhfXPgmEwmaX9JpaxmkwxJ0Q6bZEg5X+3rtM+zW82KdtgU0yTARNutirRbFRlhVaTNIkeEVVF2ixy2xgdeRkYcP25r3HZEWBRlt8pmMTOz0wousAUAhBWX29CXe0pUXdeg753VUzX1Lh0qrVFecZn2l1SqrLpxxmbNN0U6KyVOhqSKmsbnPFXVNc7qVNe5Or0us8l0MsxEnAwyjfunb4s63uZo8jO6SwAirAAA4COX2338dFRjeKmorVdVTYMqautVUdOgmroGVde5VF3XoJrj/6xu2lZ/vK22QbXtXMivIyzmxgDkiLAqqmmQsVk8sz+OCIsibVZF2psci7B6zQg5Iixy2Cyy2yyKsFq0v6RCUXabahtcirZbFR9t77LvIHE3EAAAPrOYzYqLjFBcZMQZ/yyX21BNfWOoqaptEmTqGlRd61J1fWPIqalrOOX48TavQNT4zxMrGbvchipqGlRR03DGdbbFbGock/joCNU1uJvMEFm1bd9RSdKAlDj1S47VobJqudyGxmQmqXdSjOobGi+sXvHlPl13/gC5DEOG0fgwz8zkOJlM0q/+tq5T6mRmBQCAIOFyu48HGNfxMOM903NqW9PwU13vUnXt8WP1J2d/aus7/9RXezXUVOmj313LzAoAAN2FxWxWtKPx4t/OYhiG6hrc2pJ/RHuKyzUwzamS8hpV1NSrtsGlCItZ+45Uyu02ZLNatP9IpcySdhWV+Xx3VlchrAAA0I2ZTCbZbRaNHdBTYwf07PDPafpwTJfbkNnUGGhiHDZZzCYdLq+RzWJWjMOmypp65eYd1v7iEn3UCd+hQzeaL1y4UJmZmXI4HMrKytLq1avb7L9y5UplZWXJ4XCof//+eu655zpULAAACIymqwtbzCbPGjxpPaKU7IzU0N49PPtnpTl1zYQBuvWSwZ3z2b6+YenSpZozZ47mz5+v3NxcTZw4UVOmTFF+fn6L/fPy8jR16lRNnDhRubm5+tWvfqXZs2frzTffPOPiAQBA9+fzBbbjxo3TmDFjtGjRIk/bkCFDdPXVV2vBggXN+t9333169913tX37dk/brFmz9OWXX2rduvZdJcwFtgAAhJ7O+v3t08xKXV2dNm7cqEmTJnm1T5o0SWvXrm3xPevWrWvWf/LkydqwYYPq6+tbfE9tba3Kysq8XgAAIDz5FFYOHz4sl8ullJQUr/aUlBQVFbX8RM6ioqIW+zc0NOjw4cMtvmfBggVyOp2eV0ZGhi9lAgCAbqRDF9ieugTw6Z542VL/ltpPmDdvnkpLSz2vgoKCjpQJAAC6AZ9uXU5KSpLFYmk2i1JcXNxs9uSE1NTUFvtbrVYlJia2+B673S67vWuXAAYAAKHBp5mViIgIZWVlKScnx6s9JydHEyZMaPE948ePb9Z/xYoVGjt2rGy2zlv0BgAAdE8+nwaaO3euXnjhBb300kvavn277r77buXn52vWrFmSGk/hzJw509N/1qxZ2rt3r+bOnavt27frpZde0osvvqh77rmn874FAADotnxewXbGjBkqKSnRI488osLCQg0fPlzZ2dnq27evJKmwsNBrzZXMzExlZ2fr7rvv1p/+9Celp6frmWee0Y9//OPO+xYAAKDb4kGGAACgSwRknRUAAAB/I6wAAICgRlgBAABBjbACAACCGmEFAAAENcIKAAAIaoQVAAAQ1AgrAAAgqBFWAABAUPN5uf1AOLHIbllZWYArAQAA7XXi9/aZLpYfEmGlvLxckpSRkRHgSgAAgK/Ky8vldDo7/P6QeDaQ2+3WgQMHFBsbK5PJFOhyOqysrEwZGRkqKCjgGUctYHzaxvi0jfFpG+PTNsandWcyNoZhqLy8XOnp6TKbO37lSUjMrJjNZvXu3TvQZXSauLg4/mVoA+PTNsanbYxP2xiftjE+revo2JzJjMoJXGALAACCGmEFAAAENcKKH9ntdj300EOy2+2BLiUoMT5tY3zaxvi0jfFpG+PTumAYm5C4wBYAAIQvZlYAAEBQI6wAAICgRlgBAABBjbACAACCGmHlDCxYsEAmk0lz5szxtBmGoYcffljp6emKjIzURRddpK1bt3q9r7a2Vr/4xS+UlJSk6OhoXXXVVdq3b59Xn6NHj+qmm26S0+mU0+nUTTfdpGPHjvnhW3Xcww8/LJPJ5PVKTU31HA/nsTlh//79+ulPf6rExERFRUVp1KhR2rhxo+d4OI9Rv379mv39MZlMuuOOOySF99hIUkNDg379618rMzNTkZGR6t+/vx555BG53W5Pn3Afo/Lycs2ZM0d9+/ZVZGSkJkyYoC+++MJzPJzGZ9WqVZo+fbrS09NlMpn0zjvveB3351jk5+dr+vTpio6OVlJSkmbPnq26ujrfvpCBDvn888+Nfv36Geecc45x1113edoff/xxIzY21njzzTeNLVu2GDNmzDDS0tKMsrIyT59Zs2YZvXr1MnJycoxNmzYZF198sTFy5EijoaHB0+eKK64whg8fbqxdu9ZYu3atMXz4cOPKK6/051f02UMPPWQMGzbMKCws9LyKi4s9x8N5bAzDMI4cOWL07dvXuOWWW4zPPvvMyMvLMz744ANj165dnj7hPEbFxcVef3dycnIMScbHH39sGEZ4j41hGMZjjz1mJCYmGu+//76Rl5dnvPHGG0ZMTIzx9NNPe/qE+xhde+21xtChQ42VK1caO3fuNB566CEjLi7O2Ldvn2EY4TU+2dnZxvz5840333zTkGS8/fbbXsf9NRYNDQ3G8OHDjYsvvtjYtGmTkZOTY6Snpxt33nmnT9+HsNIB5eXlxsCBA42cnBzjwgsv9IQVt9ttpKamGo8//rinb01NjeF0Oo3nnnvOMAzDOHbsmGGz2YzXX3/d02f//v2G2Ww2li1bZhiGYWzbts2QZKxfv97TZ926dYYk45tvvvHDN+yYhx56yBg5cmSLx8J9bAzDMO677z7jggsuaPU4Y+TtrrvuMgYMGGC43W7GxjCMadOmGbfeeqtX249+9CPjpz/9qWEY/P2pqqoyLBaL8f7773u1jxw50pg/f35Yj8+pYcWfY5GdnW2YzWZj//79nj5Lliwx7Ha7UVpa2u7vwGmgDrjjjjs0bdo0XXbZZV7teXl5Kioq0qRJkzxtdrtdF154odauXStJ2rhxo+rr6736pKena/jw4Z4+69atk9Pp1Lhx4zx9zjvvPDmdTk+fYLVz506lp6crMzNT1113nXbv3i2JsZGkd999V2PHjtU111yj5ORkjR49Wn/5y188xxmjk+rq6vTKK6/o1ltvlclkYmwkXXDBBfrwww/17bffSpK+/PJLrVmzRlOnTpXE35+Ghga5XC45HA6v9sjISK1Zsybsx6cpf47FunXrNHz4cKWnp3v6TJ48WbW1tV6nwE+HsOKj119/XZs2bdKCBQuaHSsqKpIkpaSkeLWnpKR4jhUVFSkiIkI9evRos09ycnKzn5+cnOzpE4zGjRunxYsXa/ny5frLX/6ioqIiTZgwQSUlJWE/NpK0e/duLVq0SAMHDtTy5cs1a9YszZ49W4sXL5bE35+m3nnnHR07dky33HKLJMZGku677z5df/31Gjx4sGw2m0aPHq05c+bo+uuvl8QYxcbGavz48Xr00Ud14MABuVwuvfLKK/rss89UWFgY9uPTlD/HoqioqNnn9OjRQxERET6NV0g8dTlYFBQU6K677tKKFSuapfemTCaT175hGM3aTnVqn5b6t+fnBNKUKVM82yNGjND48eM1YMAA/e1vf9N5550nKXzHRpLcbrfGjh2r3/3ud5Kk0aNHa+vWrVq0aJFmzpzp6RfOY3TCiy++qClTpnj935gU3mOzdOlSvfLKK3rttdc0bNgwbd68WXPmzFF6erpuvvlmT79wHqO///3vuvXWW9WrVy9ZLBaNGTNGN9xwgzZt2uTpE87jcyp/jUVnjBczKz7YuHGjiouLlZWVJavVKqvVqpUrV+qZZ56R1Wr1pMdT02JxcbHnWGpqqurq6nT06NE2+xw8eLDZ5x86dKhZQg1m0dHRGjFihHbu3Om5KyicxyYtLU1Dhw71ahsyZIjy8/MliTE6bu/evfrggw90++23e9oYG+nee+/V/fffr+uuu04jRozQTTfdpLvvvtszy8sYSQMGDNDKlStVUVGhgoICff7556qvr1dmZibj04Q/xyI1NbXZ5xw9elT19fU+jRdhxQeXXnqptmzZos2bN3teY8eO1Y033qjNmzerf//+Sk1NVU5Ojuc9dXV1WrlypSZMmCBJysrKks1m8+pTWFior7/+2tNn/PjxKi0t1eeff+7p89lnn6m0tNTTJxTU1tZq+/btSktL8/zHIpzH5vzzz9eOHTu82r799lv17dtXkhij4/76178qOTlZ06ZN87QxNlJVVZXMZu//ZFssFs+ty4zRSdHR0UpLS9PRo0e1fPly/eAHP2B8mvDnWIwfP15ff/21CgsLPX1WrFghu92urKys9hfd7ktx0aKmdwMZRuPtYE6n03jrrbeMLVu2GNdff32Lt4P17t3b+OCDD4xNmzYZl1xySYu3g51zzjnGunXrjHXr1hkjRowIulvjTvXLX/7S+OSTT4zdu3cb69evN6688kojNjbW2LNnj2EY4T02htF4u7vVajV++9vfGjt37jReffVVIyoqynjllVc8fcJ9jFwul9GnTx/jvvvua3Ys3Mfm5ptvNnr16uW5dfmtt94ykpKSjP/8z//09An3MVq2bJnxr3/9y9i9e7exYsUKY+TIkca5555r1NXVGYYRXuNTXl5u5ObmGrm5uYYk46mnnjJyc3ONvXv3Gobhv7E4cevypZdeamzatMn44IMPjN69e3Prsr+dGlbcbrfx0EMPGampqYbdbje+//3vG1u2bPF6T3V1tXHnnXcaCQkJRmRkpHHllVca+fn5Xn1KSkqMG2+80YiNjTViY2ONG2+80Th69KgfvlHHnbhP32azGenp6caPfvQjY+vWrZ7j4Tw2J7z33nvG8OHDDbvdbgwePNh4/vnnvY6H+xgtX77ckGTs2LGj2bFwH5uysjLjrrvuMvr06WM4HA6jf//+xvz5843a2lpPn3Afo6VLlxr9+/c3IiIijNTUVOOOO+4wjh075jkeTuPz8ccfG5KavW6++WbDMPw7Fnv37jWmTZtmREZGGgkJCcadd95p1NTU+PR9TIZhGL5NIAEAAPgP16wAAICgRlgBAABBjbACAACCGmEFAAAENcIKAAAIaoQVAAAQ1AgrAAAgqBFWAABAUCOsAACAoEZYAQAAQY2wAgAAghphBQAABLX/D+4Q+W3ISeA8AAAAAElFTkSuQmCC", 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", 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", 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", "text/plain": [ "
" ] @@ -553,8 +553,12 @@ "#for f in extracted_spectra:\n", "for f in extracted_spectra:\n", " hdu = fits.open(f)\n", - " pyplot.plot(hdu[1].data['wavelength'], hdu[1].data['flux'])\n", + " \n", " print(os.path.basename(f), hdu[0].header['OBJECT'])\n", + " for order in [1, 2]:\n", + " in_order = hdu[1].data['order'] == order\n", + " pyplot.plot(hdu[1].data['wavelength'][in_order], hdu[1].data['flux'][in_order], color='steelblue')\n", + " pyplot.xlim(3300, 10200)\n", " pyplot.show()" ] }, @@ -577,9 +581,56 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 34, "id": "429a75ab-06c9-4f1a-b7eb-480f6c8e99bc", "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import pkg_resources\n", + "for spectrum in extracted_spectra:\n", + " if '0007' in spectrum or '0026' in spectrum:\n", + " hdu = fits.open(spectrum)\n", + " data = hdu['SPECTRUM'].data\n", + " if 'bd' in hdu[0].header['OBJECT'].lower():\n", + " standard_file = pkg_resources.resource_filename('banzai_floyds', 'data/standards/bdp28d4211.fits')\n", + " else:\n", + " standard_file = pkg_resources.resource_filename('banzai_floyds', 'data/standards/feige110.fits')\n", + " standard_hdu = fits.open(standard_file)\n", + " for order in [1, 2]:\n", + " in_order = data['order'] == order\n", + " pyplot.plot(data['wavelength'][in_order], data['flux'][in_order], color='steelblue')\n", + " pyplot.plot(standard_hdu[1].data['wavelength'], standard_hdu[1].data['flux'], color='lightsalmon')\n", + " pyplot.xlim(3000, 10500)\n", + " pyplot.ylim(0, 2e-12)\n", + " pyplot.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f304b7a2-6ff4-417d-ae97-b016034a2db0", + "metadata": {}, "outputs": [], "source": [] } diff --git a/helm-chart/banzai-floyds/templates/listener.yaml b/helm-chart/banzai-floyds/templates/listener.yaml index 841c1e9..27c2814 100644 --- a/helm-chart/banzai-floyds/templates/listener.yaml +++ b/helm-chart/banzai-floyds/templates/listener.yaml @@ -51,6 +51,42 @@ spec: - name: listener-tmp mountPath: /tmp readOnly: false + - name: 'banzai-floyds-calibration-scheduler' + image: "{{ .Values.image.repository }}:{{ .Values.image.tag }}" + imagePullPolicy: {{ .Values.image.pullPolicy }} + securityContext: + {{- toYaml .Values.securityContext | nindent 12 }} + command: + - "banzai_floyds_start_stacker" + - "--post-to-archive" + - "--post-to-opensearch" + - "--opensearch-url=$(OPENSEARCH_URL)" + - "--fpack" + - "--rlevel=91" + - "--db-address=$(DB_ADDRESS)" + - "--broker-url=$(FITS_BROKER)" + - "--log-level=info" + env: + {{- include "banzai.Env" . | nindent 12 }} + resources: + requests: + cpu: "0.1" + memory: "512M" + limits: + cpu: "1" + memory: "1Gi" + volumeMounts: + - name: scheduler-tmp + mountPath: /tmp + readOnly: false + + volumes: + - name: listener-tmp + emptyDir: + sizeLimit: 1Gi + - name: scheduler-tmp + emptyDir: + sizeLimit: 1Gi volumes: - name: listener-tmp emptyDir: diff --git a/setup.cfg b/setup.cfg index ac72a20..819d3d4 100644 --- a/setup.cfg +++ b/setup.cfg @@ -33,6 +33,8 @@ docs = console_scripts = banzai_floyds_run_realtime_pipeline=banzai_floyds.main:floyds_run_realtime_pipeline banzai_floyds_create_db=banzai_floyds.main:create_db + banzai_floyds_start_stacker=banzai_floyds.main:start_flat_stacking_scheduler + banzai_floyds_populate_standards=banzai_floyds.main:populate_photometric_standards [options.package_data] banzai_floyds =