Abnormal communication between arterial and venous system within the cavernous sinus
Aneurysm and fistula in the carotid artery (rupture in artery wall)
Secondary to trauma
congestion of orbital and conj veins
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Term
Symptoms of Carotid Cavernous Fistula? |
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Definition
Pulsating exophthalmos, proptosis
Bruits
Progession Va loss
dilated veins in the orbit
headaches
pain |
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Term
Diagnosis and Treatment of Carotid Cavernous Fistula? |
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Definition
Diagnosis: arteriography
Treatment: surgery |
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Term
Direct vs Indirect for Carotid Cavernous Fistula |
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Definition
Direct: ICA defects, head trauma, tortuous engorged veins
Indirect: dural shunt of meningeal branch, congenital or spontaneous, red eye, high IOPs, often misdiagnosed, |
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Term
Two causes of hyperthyroidism? |
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Definition
Grave's Disease
toxic multi-nodular goiter |
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Term
Symptoms of hyperthyroidism |
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Definition
Excessive fatigue
Tachycardia
Tremor of fingers
Profuse sweating
Elevated BP
Weight loss
Diarrhea
Staring gaze
Muscle weakness
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Term
Diagnosis of hyperthyroidism |
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Definition
Elevated T3, T4 and T7
TSH decreased |
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Term
Treatment of hyperthyroidism? |
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Definition
anti-thyroid drugs
radioactive iodine tx
surgery to remove gland |
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Term
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Definition
sympathetic over-activity
globe is moveable
more common in women |
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Term
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Definition
Antibodies to EOMs tissue and orbital fat
Inflamm and edema, fibrosis
(can have fast and slow phase) |
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Term
Grave's workup and treatment? |
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Definition
Complete eye exam, VF testing, forced duction test
Orbital sonography, CT scan of orbit
thyroid function test
Tx: can monitor, lubricate eyes, sleep with head upright
Oral steroids if more serious, can Rx prism, surgery |
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Term
What is involved for Grave's to become dysthroid ophalmopathy? |
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Definition
hyperthyroidism with ocular involvement.
May appear before systemic issues.
Can cause proliferation of orbital fat, connective tissue and lacrimal glands |
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Term
Lid signs of Grave's ophthalmopathy? |
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Definition
eye lid retraction cause by over stimulation of smooth muscle retractors.
Inflammation and fibrosis (mueller's, levators, IR) |
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Term
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Definition
N- no physical signs of symptoms
O- only signs no symptoms (lids)
S- soft tissue involvement
P- proptosis
E- EOM involvement
C- corneal involvement
S- sight loss (optic nerve involved) |
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Term
Dalrymple's sign:
Vongraefe's sign:
Kocher sign:
Mobius sign: |
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Definition
Dalrymple's sign: widened fissure, retraction of upper lid in primary gaze
Vongraefe's sign: lid lag on inferior gaze
Kocher sign: frightened scare
Mobius sign: pain and EOM weakness on convergence |
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Term
Mean's sign:
Stellwig's sign:
Griffith's sign:
Boston's sign: |
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Definition
Mean's sign: lag of glode on upward gaze
Stellwig's sign: infrequent blinking
Griffith's sign: lag of lower lid on upward gaze
Boston's sign: jerky lid lag |
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Term
Rosenbach's sign:
Gifford's sign:
Enroth's sign: |
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Definition
Rosenbach's sign: tremor of closed lid
Gifford's sign: difficulty everting upper lid
Enroth's sign: lid puffiness |
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Term
Symptoms of soft tissue involvement for Grave's |
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Definition
Lacrimation
Gritty sensation
Retrobulbar discomfort
Photophobia
Irritation
Painless periorbital and lid swelling
Conjunctival hypermia
Chemosis
Superior limbic keratoconjunctivitis (SLK)
Lagopthalmos |
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Term
Symptoms of EOM involvement for Grave's |
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Definition
(Most common cause of exophthalmos in adults)
Sudden onset diplopia
EOMs defective
Proptosis may be permanent
Increase in IOP |
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Term
How do you determine corneal involvement in Grave's? |
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Definition
Dry eye signs
Ulcerations
Corneal clousing, pannus
Necrosis and perforation |
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Term
Symptoms of Sight Loss level in Grave's |
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Definition
Direct compression of optic nerve
Slow progressive central vision loss
Early Red Green colour loss
VF defect, central or paracentral scotoma
Optic atrophy |
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Term
Symptoms of hypothyroidism |
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Definition
inflamed thyroid gland incapable of producing sufficient hormone
myxedema: baggy eyelids
hair loss on outer eyebrows
cortical lens opacities
grey opacities at sup cornea
bilateral retroneuritis
open angle glaucoma |
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Term
systemic symptoms of hypothyroidism? |
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Definition
Lethargy
weakness
weight fain
dry thick skin
Hair loss
cold introlerance
depression
bradycardia
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Term
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Definition
cystic teratoma
contains mature skin and hair follicles, sweat glands
clumps of long hair, sebum, blood, fat, bone, nails.
it's pretty much your twin on your eyeball |
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Term
what is a capillary hemangioma? |
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Definition
benign endothelial cell tumor
strawberry mark from dilated capillary beds
proptosis increases when crying |
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Term
What is a cavernous hemanigoma? |
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Definition
common benign tumor in adults
growth grows behind the muscle cone, axial
slow unilateral proptosis
encapsulated |
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Term
What is a rhabdomyosarcoma? |
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Definition
Most common type of malignant orbital tumor.
Can metastasize
Presents in young kids and progesses fast |
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Term
Definition of enucleation |
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Definition
removal or the eyeball (entire globe), orbital contents remain |
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Term
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Definition
Removing entire contents of the globe leaving the scleral shell and sometimes the cornea is left intact |
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Term
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Definition
Entire removal of the orbital contents including the eyeball, EOMs, fat and cT |
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Term
Two common sites of blow out fractures |
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Definition
Lamina papyrcea of ethmoid
Floor of orbit (where infraorbital groove is) |
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Term
Common symptoms of blow out fractures? |
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Definition
Pain
Binocular double vision
Eyelid swelling
Black eye
Ptosis
Restricted EOMs
Subcutaneous emphysema (crepitus)
Decreased sensation along IO nerve
Enophthalmos (eye retracted) |
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Term
If the diplopia persists for 10-14 days after a blow out fracture, what is the treatment? |
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Definition
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Term
What is orbital emphysema? |
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Definition
Direct communication between the ethmoid sinus and the orbit
Can be remnant of fracture or congenital
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Term
What is posterior embryotoxin? |
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Definition
Thickened anteriorly displaced Schwalbe's line |
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Term
What is Axenfeld-Reiger's Syndrome? |
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Definition
Bilateral posterior embryotoxin with iris stands attached to it
Can have a peripheral anterior synechiae and hypoplasia of the anterior iris stroma
Iris can be atrophied, mishaped pupil
dental, craniofacia, skeletal abnormalities [image] |
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Term
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Definition
Axenfeld + anterior and central synechia
Central cornal opacity and underdeveloped iris with adhesions peripherally and in central cornea
Defects in Descemet's, endothelium, and cornea stroma swells
Prognosis: poor[image] |
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Term
Define corneal degeneration? |
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Definition
Changes in tissue that cause deterioration and impair function
Can occur due to aging or disease
Unilateral or bilateral
May be asymmetric
No genetic linkage
Commonly affects peripheral cornea and associated with vascularization |
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Term
What are the specific changes seen during corneal degeneration? |
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Definition
Flattening of vertical meridian
Thins peripherally
Increased stromal relucency
Decreased transparency and luster
Corneal nerves more visible |
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Term
What are the specific changes during conjunctival degeneration? |
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Definition
Gets thinner, less transparent, more elastic
Conjunctivochalasis
Vessels more prominent and tortuous |
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Term
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Definition
Yellow , gray-white elevated nodule on the conj adjacent to the limbus Commonly seen nasally, bilaterally
Caused by sunlight, age, exposure to dust, lid closures
Pts can be asymptomatic or experience irritation
Tx; artificial tears, vasoconstrictor, topical steroids, excision |
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Term
What is limbal girdle of Vogt? |
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Definition
Narrow crescent, yellow-white line running along the nasal and temporal limbal areas of the cornea
Occurence depends of light exposure
No clinical significance |
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Term
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Definition
Bilateral hazy ring of yellow-white deposits (cholesterol, TGs, PLs) in the peripheral cornea
Extends from Descemet's to Bowman's
Presence in young ppl -- may have coronary heart disease
If only in one eye--check for carotid disease (plaque buildup)
Do lipid profile |
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Term
What is mosaic shagreen? (crocodile) |
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Definition
bilateral gray polygonal opacities separated by clear spaces
Can be anterior or posterior, prominent centrally
Rarely decreases VAs
Seen in eldery |
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Term
What is a corneal farinata? |
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Definition
Tiny dust-like particles that are in the deep stroma
More common in eldery
Doesn't decrease VA
composed of lipofusin |
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Term
What are Hassal-Henle bodies? |
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Definition
Localized thickening in the corneal periphery
Seen in eldery
The bodies project towards anterior chamber
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Term
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Definition
Areas of localized thinning of the cornea or sclera caused by tear film instability and dryness
(Chunk of ice under the windshield wiper)
In peripheral cornea adjacent to elevations in conj
Reversible
Tx: lubricating ointment
Tx: Pressure patch, see the next day for f/u |
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Term
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Definition
Fibrovascular overgrowths of the bulbar conj onto the cornea
Triangular and horizontal
Usually nasal
Gray avascular zone lies at apex, Stocker's line (iron line) in front
Asymptomatic, but can cause photophobia, tearing, and foreign body sensation
Tx: protect eyes (sunglasses), artifical tears, vasoconstrictor, steroid, excision |
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Term
What is a furrow degeneration? |
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Definition
Rare idiopathic thinning between arcus and limbus (in the clear area)
Non-inflamm and asymptomatic
Epi is intact, no vascularization or perforation
Nonproressive |
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Term
What is Terrien's Marginal Degeneration? |
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Definition
Uncommon marginal thinning
Opacities and sup vascularization begin superior nasally
Puncate stromal opacities surrounded by clear
They coalesce, vessels extend over them, stroma thins
Thinning is arcuate shaped
Yellow line is seen at central edge of thinned area
[image] |
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Term
What is pellucid marginal degeneration? |
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Definition
Bilateral, noninflamm peripheral corneal thinning and ectasis of inf cornea (between 4 an 8 o'clock)
Stroma is clear
Thinning is 1-2mm in width, separated from limbus by 1-2mm of clear cornea
The central cornea is normal thickness but protrudes out due to +IOPs
Creates ATR astigmatism
[image] |
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Term
How do you treat pellucid marginal degeneration? |
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Definition
Contact lens
PK
(misdiagnosed as keratoconus) |
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Term
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Definition
Rare autoimmune inflammatory process
Preipheral thinning with ulcerative keratitis causing destruction of the epi, Bowman's and ant stroma
Spreads along circumference and centrally
Stroma thinned and covered by neovascularization
Secondary to ant. uveitis
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Term
How do you treat Mooren's ulcer? |
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Definition
PredForte 4-8 times/day
cycloplegics
Bandage CL |
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Term
What is band shaped keratopathy? |
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Definition
Calcification (due to hypercalcemia from drugs, inflamm, or disease) that develops in the eyes
Seen in interpalpebral areas
begins in periphery, extend to visual axis
A clear, lucid interval is seen between the calcific band and limbus
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Term
What systemic disease is associated with band-shaped keratopathy? |
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Definition
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Term
Treatment of band shaped keratopathy? |
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Definition
Mild: artificial tears (for FB sensation)
Severe: remove calcium with EDTA
Antibiotics
Cyclo drop
Pressure Patch |
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Term
What is spheroid degeneration? |
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Definition
Spherical brown gold drops on subepi layers of conj and cornea
Drops start peripherally (3 and 9 o clock) and advance centrally
May darken over time
Located in superifical stroma (??)
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Term
What is Salzmann's degeneration? |
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Definition
Noninflamm condition
Elevated bluish white (sometimes yellow) subepi corneal nodule
Arranged in a circle around pupil
Appear adjacent to an area of previous scarring
Develop slowly, asymptomatic unless over visual axis
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Term
What is lipid degeneration? |
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Definition
Dense, yellow-ehite opacities that fan out with feathery edges from blood vessels
Multicolored crystals (cholesterol) seen at edges of opacities
Opacity develops fast
associated with trauma, ulceration, hydrops, interstitial keratis, herpes zoster
Tx: argon laser, corneal transplant
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KlcbbY6g2F/POmPJ8AJMAMWY41Ot9XrdwbD7nACZku90QVmiqV6vlDN5SvFUr0/mLKcTNFCrd5JpfOFYq1caf4PLYV0KpeFivl8MZ8vZrN5CMpBEJTNpYrleKOdHk/rK6xLMmOGn3EizEsLUVmIykJSl7K2UvSlaqw0E9EtVDOxt1MlmiQ/LMOAHy9kgBMvxNwAdQPU8RGQ5S5/yHQWprOwzSXQAsAAM4a2+F9aDLlnyF1T6VkqoNIz5K4udQS6ylMVnqoIdFVkagrf1KWOofZCbxoEszCcRwXBzPenrjv2/WkYzjebxX6PHA7o4YAej9h2h262yGaLrDeL9Rr+9v1j2+haRsvSmqbaMJS6qdZNtWFpjf81W34YMmDC+FbDt2tRofW9tVkLjaqvlV2l6Ip5R8g5Qs4VMjb3AVBxWeDkzmPiHp3csFBIQw6SVCYfmHaMacfEwQd9eufP3wfzWAi/Wy9+Wi9+2iz/sUF+2iA/7fEbIAfgAcVcV3QcwbI4XadVGZOElcAteBYGU4XEugT6TcuqQSxbDNJn0QGHDTlsSK962KwNj2rTXqVRTJVy99nkh2zyLp9O5DPJfDoBtBSzuUqpXCoUM6l04j6eTCYhCPqfWgqFUqPRHg6H8/kIhnuTSbPfr3e7zX6/0evVu91apxNVb/f6g2mrNapUOoVCI5+vFwqNqHy+ns/Xc7laLlfLZqvZbBWCKplUJZOq/NVMFipmodd9P5gw+XyxUMhV61Cllmx3CzO4tUR68LKD4L1oSSYqC6AFJGsLzcQ0E9Mt3HRIy6Vsj3Z8xg1Yf83/Xawfkv4aDTZYuMXDLR5sMH+Ngiv+GnWDleMvbW/xrZXnoJ6DOtbqzZZ6aZtLy1iYOqyrM02ZqvJEU6aGNjf1mWuMPfM113jdRQA5mtiWuYbI1ESmJnMNoGXtz8Jwvl7D2+3ybbvdardbRU4OB3S/R/Z7ZLdHtrvVZrtcb+dhOA2CieeNPG/gWB3bbNt6y9Ialtaw9JqlNWy96Zltz2z7VgcU2N2o0OmB1m4ftPEGW7+/8Xobr7d2uxu7s7baoNBoBnoj0BueWvPlqidVXLHsiXmbjdvsnUPfO/S9QydcJukzaZ+BXBIK2dKOq3l4QRklmNY7tv1B7N2Y4xtv9j6Y3wXwB3/6Ppi93yxuD9j9dvXhTe9BMccRbJs3TVbTKFXGZBERuAXPziItONL+rmXVYNAuiw54fMTjIxYdUMsuMmssJ41eA2qWkmXoLpe6LabihUyymErkUvFcOlPM5kqFYiGXz6TSyXji+zIsnU5l0sl0KpVJp6FMKgulc9lCrVbrdHqTyQiGRzDcn07bw2Gz3++MRu3hsDUYRGzq3W690+/1J83m8K0WgCRyAqhAUOW1dBVKV6FM+U1FKFPMQiUAJgsVv+31S8VisVrLlavpRis/njYWq95i1V2hfYKaMPwMLMy+TZgFAKNbuGETgApw4oXc/6DC+2s22BDAyXpHrHdEZCaSA8B8C/FdDIBxbcSxVlEAjKHNNWWqKVNdnZk6bBlzz5x45ti3Jr41+QGMLnUUvimxdYmtR7PlrRYgJApQOR6x4xGLwOz2yG6PbHZwpMX3h2+0NF+p6DXbqNt60zM6ntHxzb5vdn2zH1i9wBqAY2j3Q3sY2v21M1o7g7Uz2rjDqLUz2Nj9tdVbW73Q7IZ6J9Dagdb2lKYvNTyx7go1VyzbXNrhUjaTsuikQ6UdKu3SWZ8uuGQhZKpbvrWmagac4/v3dPMDXX+n9j7Yo9tgnlwv0iGcCmfx9TyxWcQ3i/hmcbdZ3G0Wt6Dt4jbmuLztcKbFaDqpKbgsIiIPC9ycIUc00X/VsmpE0UiHQbs8MRDIoUAOObxPIx1q1YYH5VEr3yomy9BdKRkvpuKlZKKQjJez+VIun4OyUDqTTqZSiST4giAok8kALWkok83ncqVioVKud7ud0Wg4n48XC6ClOx53x+P+dNqbTLrj8X+Z6fS73WmjMSqXu4VCK59vgnK5RjZbB0FQDZTJVDOZ6quWH80ALa9gctlSPlcuFqqlUqlaK5bKmUo12+vX5/BgsRoskeEKHRDU5NvCbPYWjGFjpoNbLuH4lBvQ/poNNly45YMN9zdt2c2O3ezp7YHZHdndkd0emM2eBlc2ezrckv4aj9ZpboAGHg7yXSySA/DY5tLUYUOb6+rM0OZAi29NA/t7b81Yah+MF5kD+5auqfXBSizSAgbI26XX6YSfTvh3MAd0t0e2+8V6O1+vZ5EW1+46VscxWrbetI06yDFantHzjJ5vDn2z75vDwBoE1ggcQ3sY2uPQHq6dydoZrZ3Jxh2D1s4otIcba7g2B6HRD41+qPUCtRuoXU9u+1LLE5uu0HCFmiMUHD5rszmLyVpUzqJyFlVwqZJLlQK2vuabG67t4nVllmPa93j1J67xXunc2uO0D0PBIhvOM8EsHcyTGzi9gZMbOLlZxLdwfAvfbeG7mO1wls2+0bL8pmVAE30K7xFoh0SakRZy2aKRDov1BLIvUgORGghknyd61KqNTOqjVr5ZSFQy8VIyXkomSulkvVguZnOZVBo8oMyk0mDfAmYLWIOloUy+WCjVqrVWszeZDGaz8WIxXiyG83lvMulNJv3pdDCbDWYzYKYzGrUGA6Cl1Z38oAVQiZBETkDZTO17UCUqly1/6xuVYq1crlar5VI5VyrnWu3qZNpfrsaL5Wi+6K3QAYoPwZDhpe8bGN1CDRuzXML2yLda1jvhb9rzuwO/P3H7E3c484fz6/nuyB7OPMCz3lHBhvDXOCj0iXVAvi30idAngBzHWoElmWUsbHPpWIvQmYfObO3CGw9eu/DanYfOPLCnvjV19KGp9FWhpfAtTWyDXX7gziItf0VyPhOgCEykZbOD1+tZGE59f+z7Q8/puXbXNdsAjGM2HLPhmu1vWvqgwBpEhfYQtHZGoIgK0PKdyv/W4oplVyzafNFk8wZdMOmCSRcsqugwZYcpu0wt5BoB07SwMj9OUq0PROUntnajdO6NQcqZZL1ZNpxD4RzawFAEZgsDMPH/mi2qjLxq4accPWKpIU10SaxNoS0KbVFok0JbxKJJrdoM2uaJnkgNJPo1kRrQSGc1rA9q2UY2VU0nq6lUNZOuFUoFKJtKJJPxRCaVhtKZaJefTCYTqWQynYJy2VKlXGs1W73ucD4fLhej1XKwgHvzWWc66Uwn3dm0D89B4GJzNKwP+pGWSqVXLLYLhVah0MrlGj8IeSsnBzVzUDMH1b+XrX6rnMuW87lKIV8pFWuVcqNarddqtUqlVC4XG43aaNxbrqbL1XQ27y9WgxU6wIgxxcw4YSkqK3AfGez1ARjHp7yQAVo2e/FvOgiHk3g8S8ezdLrIp4sMzg8nEZzvDvxmx4YbOlhToE1IbNfkbkPtt/R+S+821HZNbtfkOsADD/WclWMtbBO2TdixFq693LirjbfYesguWO18dBesth6y8RZrZxnYM1sdG3JPE3q61DXloaUNA3fme/N1uNxukMMePx6I05E8HcnLmb6c6euFuV6Yy5k+n6jTkTweiMMRA2A22+Vms/i2GBv7bt9zep71CsY1267Z9qzOt5VYFxRYvajQ7oPWzgAEFmBrZ/B63eqFZjcwOoHR+fuVmFB15IotlU2haPAFncsbTM5k8xZTdLiyxRRNuuAwJY+ruGxZx7PKPEnU/kFW3zHV91zjvdy9N8cpH4bWq3w4z4RwKoQTIZxYw/dr+H4zv415vui4vGWzukGpMiIJC4GfcuxYYCc8M359SIx3GLzD4G0Gb1OrNo10WKwjkH2JHshsX+EGCjdQubFIDch5e96tdEtQI5tqQFAjly1n87l0JpVIphLJt1rAeiyVSUO5bLFcqjcb7X6vNxmNF4sxshojq9Fq2Yfn3dm0N5/14flgAQ+XCxC43hqPWv1RqztpNsfVar9c7pZKnWKxnc83s9n6D06ihVk+28pnW/ls43u5Wj5XA2DyuUohXy0WquVSvVpp1qqtWq1Rr9cbjVaz2RwO+8vVDEHhxXICL4ZLZIjiE4qZs/xSlFFJwWQNVQ1UM5FISzRbdkf5bzueFeDkfFXOVyUyA873R2G759ZbJgKzXZP7LX3cs6cDBzrsmP2W3q7JTUgAMK69BHnOaushOx/dB9ghxKP2Abbz0bWz9IyZpYwMaWBIA0sZWdrYt2e+Nw+DxW6LHvZ45OThyr4tAnM4Eq/jZbfabBZhOA+CSRBMAnfku33ffgXjWZ3XzKZnNn2rBQrsdlTodEBrtwsCm3twMbDbodkKzVZgNAOj+be7fFsqW1LZkouGUNSFnMZndS5r8DmLyzlCwWSzOp0xacjlC55QdPmCS+eFwR3XuiOr74hKjGm81wZxZ5YOl9mISgjfr+H7NXy7md/G/EDyfNF2GN0gVBkReZhjxww9/K/XkMhuFIv3OWLAU32RGSrsSOWHmjDShJHOTxR6xCEDZNQY1YudYrabz3cKhWwiBUVviKUzQAugkk5/p9Ib9IfTyXgxn65WUwyd4dgUQ0erJeAxWi1Hq+UYWU0xdIqhExQBlvqTebs3bbUm9fqwWu1XKj2wJAPjJXKSyzVA+XyzkGu/qRmVy1bzuRrQUirWK+Vmrdpq1Dv1Wrvd7nY7w06nNxwOl0sYwxAEheHFeLkaY8QUaHl9HUZ7ffZiOrjtkWCwrHfCZi/uT8rfdjwrp4t6vmpRp4t6PCvg5HCSt3thvQXP+2k/JHcb6rBjzkf+ehavZ/FyEk4H7rhnAZh1gPsuAt5J8ZyV7yI7H98HxHFNnTZ01HFNHdfUzscDa2mrU1Mem/LYUia2PvGsqefOw2C522LHA3k+0dcLe72wjw/806Pw9Cg8PvAPV+56Yc8n+nyiDkficCT2B3y7QzffbyJPAnfkO0OgBeTbPd/uembds6rRTeHAqUf97VOX0HktsJuh1QjMemDWfaMWGvVArwV6zVMrvlz2pJIrFm2paMlFXc5pYl4VIVWEDDFriFlLzJlixhDShpCyhbQrQZ6cdSXI43MWmtMmGbb9gazHmNY7qf/BGN/bs7gHxz34LoA/BPBNOL8J4Xch/C4WhLIfSJEWgZuz9ISmBpI4F4WZyE15ZgxedwVx9EikxxIzkbmxwg81YaCLQ10c6vxIZUcCPsCn7Wmr0isXe4VCp1RO391FazAonUmnIfDObyqVyUC5fKFUrTU63f5gMp4u4Dm6mmLonMAXFAmTxBRDwZyZoMgERWY4BpPEgiJhgprh2HiFDherTn/W7ExrzVGlPqjUB2BJls83o3kSOcnn24VCJ59v5/PtQg4cm/l8ExzzuVoOaCnWSsV6pdqq19r1RqdWb3Z7g8Fw3O0N+sPBYgXjJIYRK3g1WaITDJ9TzIITUEFCJQWXVVyzcd0hTI9yQtbb8OFe2hyV3VH+P7XI16tyvirgeLnIx7N0BXPmJG733GZDB2sqDMkwJHc79nBgLyfh4SI9XuWHiwTAHHbMbkNtQiLwV76LeO7Cd5HQXe5C7BDixzVx2pDnLRV12pD7AAvthaNNTHloykNbHdv6xLHnb7Vczsz1wj5cOUAlAnO9MJczcz5R0QZmt1ttt/B6PdsE07U/Cb1x4A0C53W8+HbPt3uB0/v/qmXjtDZOa20315EWvRbo/1OLKRU0MW+IeVWEdAEyxKwp5Sw5a4oZS8o4StZRsoCKI2ZcIbfmazZWlMcJtveO7d4I/Rt5cCsPPrhw0oXjHnznwR8C+CaAbwL43feVmGkxukEpKs4LS5qZUPSYYaciD8viUhaXr4rIEUtPOHoisBORG8viSJOGhjI0lKEu9jVhJDMjFh1g4+64UWvlCuVUGkom0ulkJpOCIAiCclCmkEkX0pkClC1B+Uqx0mx2hoPJHGzrRzA8w5EpgcxIdE5hc5KYEfiMwKc4NiepOUnNCHKC4SME6y+W3fmiM5k3B7Nmb1JrDyvNfrnRK1U7+VIbyjegXAvKtXK5Vi7X+ibklUq+2C2VeoVSr1Do5AqdYrFdrPEwpm4AACAASURBVHRLpVa51q3X+7XmoN7oVuqdeqNbb/ea/W5n1OtNBoPZaDQfT5eTBQaj1GqJw0tihhJznJpT7JITMUmlVJNWbFr3GHstuFvJ3UreTg4O6vak7s7a7qztL/r+oh/OKuh4Vq5X5eFBfnpQHh8VcHy8yterdD2L57NwPvKHA7vf0tsttQmJ9ZrY77nDSbxelacn/flZe3pSHx7ky0W8nLnjgd5tiXW4WnurtbfY+Mg2WB022HGLn3ZE1HGLHzbYYYPtQiRw5o4xtrShqQ4sbWjrI8ucug4cBshmje22xPFAXy/s06PwcGUfH7iohwf6emEuF/J6wi6n1fm4PO7h/Xa220y3wXjjjwKnH7rfC5yeb3c9C6y1vo+LqLdPJKOLa7u5tTtbu7Ox2muzBVZfoVoPlBrIl6sgT6qAbKlsiiVTKOp8weALppA3hbwlgpOsJeYsCbIkyJaztpx1xbzDFHym7JAFaZ7AmjG4HEOrMaZ1I/Xv9EnKX0LBKuMvEu78xlvcxAAVw6QNk9YNStUIUUJYDqboKc3MWA7mhSUvLDl+wbBzmpnR5IShpiw15pmhwPVFvqcIXUVoq3xX4XoiNWCQPjrqvGpJZ7KpeDoTT2fi6XQyk8lm0vkMVMxkylC+li81q41+dzAdzZczBJmj6BRDZ/g3KhQ2J4moBc3AFA1TzIygJhgxXKH9xao7X7RHcKM/rXZG5dag3OgVa69a8sVuvtgtFruFQqeQ7xby3VKhVyz0CqVesdwvVQalyqBQ6uWL3UK5U6x0i5V2udatNQe15qDa6FYb3VqzV+/0O6NeZ9YbLEcjZDJDZzAOr6glxqIovUDpBcYsCQ5heESQCVmjZZNWLEbzOWsjOTvF2SnuXg0O6vqkAy0AzOGsHi/a8aKdr9rDg/z4ID49Ss9P8vOT/PQoPT6Ijw/i9cJfL/z5xJ6OzGFP7bbEdoOv19h+z+2PwukiXx+1pyf16Ul9fFQeHuSHq3A5c4c9sd2g22AF2oXIcYed9vj5QFyOJOh8IM4H4rTH9xsk9OauNbb0gan1LX1gG0OgJfBXQMthT13OzOMDH2l5euQfH5mHB/p6pR7O+MMJuR6Xl8PitJsft7P9erILx9tgFLr9tTeIisBEm5O3O5bAboP9TLSlARfXVntjdrd6Z6O112orVJqB3PCluifWfKke5Yk1T6y5QtUVqrZYtYSKyZcNrmTwBVMomkLREkuWWLDEgiXmLDFnS3mQJxU8oRgIFY8raRjET+JE54bs3LDde6GXUEYpc5ax4bS3SHmLhL+4jUVTBaTppKxggrgCWmhmxrDgN5Ngjl9w/IJjYI6BOWbKcxOBG4p8T+Y7Mt+R+Z7E9gWyRyMdZNwat6rdYrGWgwrZJJRNZKBEOp1Mp9MQlIOyxVy+Uig3qo1upz8Zz5ezFbbA8RVJrhgSJrE5hcE0DtP4giEWDLFk6CVDr1huxXJLhl3QzJykJxgxQrDhCu3NFu3xrN6bVNrDSrNfqndzpXYm3yhXh+XqsFzul0q9UrFfLPRKxX6p2C9VBuXqsFIblavDYuWVSrnWL1U7lXqv1uzVW31QsztoDQb96XCwHE3xOUwtV9QSoVcYixI8TvIoyaOUgNAiyku4pFKKzigW81YLmC3+XgmPGhgv+5MCqJyu+vnBuD4aDw9yROUtmIercL3wlzN3PrHHA/0KZkscDvz+KIDbAA8P8tOT+vysffyoPz/Jjw/i5cwcD+Rhg+3X6H6NHjYYcHI9UQ9n+vHCPF6YhzP9cKbPB+K4wzbBwrMntjG09AHQ4hhT34bX3moXYvs1etoR1yP9dOGeH7jnB+7jI/vxkX1+YJ4fmMcL8XghIi3nPXzczg6b6S4c78Lxxh9ug1HUxh8CMz9oibb7rtFwjcYP9wBCsxXq7bXaWqutyAlQAYS8deLwFYevfKfyrbdabKloS0VbyjtywZELnlRYq+WNUl1LNZ+vOmRRW2XFSUoYxPnundC7lwf32jjuzFP+Mukvk7Hohpimk5pOqhohySgvLAEVip6+HTKiiCoioYiEIqGKvFCluSpPNGmoSX2gRaT6LNbD5x243xjVy91qqVzOFIqpXD6VzaWy2Uw+nwe/C1lv97rDyQRewQi6wPElgSEUgbDEkiZekbDkkiVXHIXyHMpzKC+AEI5fMhxMMVOcnGDEcIH0ZovWcF7vTeqdUaXZL1S6UKFZa0wqtVGlMiiVesVCD2gpl/uFUq9UGVRqo0p9UK71y7V+pT6oNQeASqM9aHaGzc6w1Rt2h5P+dDpYTCbYbEGvUB4nvkUKBCMRjESwMs4pBKCiGqxiMZrL6gFvb+W/1QKonB+My6N5fbIenszHR+X5Sf74rET9H2D2e+p4FPZHAYC5XqWnJ/Xlxfj82fr0or18VJ8eheuFvRyo854E665IC6DydGXByfVEnfb4NlwG7swxR7YxtI2hY45cc+Lb8MZHdiGyX6PHLX490k9XNqLyDQz1dCUfr9jDaRVpOe3mh810v56ACbMLx2/PN/5w4w//SgUIcfQ6ABOZ8cxmpOXtVAEwgJAIic2VQREVnS2+1QKcOHLJkUuOXHCVoqsUfbm41atbtbJVazu1uZdbAVs1kbw4SfH9e7b9gWu/l/ofrGnCW6S8RSrmB5Lj8q/PWzQCDBYwTF6XXsyMYeccvxAlRJIwXWF1BfwmDKqpK02FNWWsKWNNGqrCSOZGPNVnkD42ay+HjVm/3mrlGq1srZGt1nLVWqHeKDfbjXa3M5zOJvB8gSIIiSIUhtAIQiNLBsF4ChUohCdXHIHwNCowuCgQkoiLAi4KuChhgohw/JJhYYqZk/QYxQdLpDuFW6Pp65Ks0StU27XmqNoYguVWsdgtFrulUq9c7mfz7Xy5U6r1y/VBuT6oNPv1zqjVn9Y7o0Z32OqP24NxezDujWej+XK6WoyR+ZxcoDxGSCQlkpRI0jJBywSnULxKCxolGYxq0prFaBaj2qzh8+ZaBEhA64P8OlguOpgqlwf94cl8fLYen42nJxUgefmovnxUIzBgPfYWzOnIHI/M6SQCLYeTeLmIkZYvn43Pn/SXj/LTo/B04R7P7MOJuR5psPqKBssP42W3XoXe3LMnrjV2rbFnTzxrGrrwNliB0XTa49cT9XRlPz7yHx/Zlyfu5Yn5+EgDLU8P+A9awHiJzETnYHm2DUah0wGve0W3g3294esNV615Wh0Ervh6IzCaod6OlmFvZ8tbIRZbAplMUWdLbypGWhy54sgVVymDPLXiqaVAKW200lotbpTiwaifjc5ebnlkSYUz4vCe631gWu+4zo0yvDOmSXuaioVrxfUEoEVRcTBYwCTh+AVg8zpYJESSMFWiVYlWJVKVMUVeKPJclSeqPDKUsS5NVGEksUOBHDJIn1z0MLgzmdZHk9pwXBuM6oNhczTujib9yWy8wJZLfIWQKM5glEhRIolz2JJZ0SpLyCwuMahAoQKDiSwhiaQsEZJISCIhyW/AcAuanRHUGMUH8Ko3W3TGi+Zg1uiOq61BvTV+q6VU6lUqg3J1mCu1i9VeuT6otga19hBQ6Y5mrf64M5x0R9PeeNafzEcwPEfRFYnDJIJwGCGRlEIzMs0qDKfRvM6IOisZjGJxmiOYLm95wmuh6OyU4KCGRw30OlWuxuH6ZgH2TcvHJw04+fSigfkAzDw9StGE+W7mzJ1O4uFbl4v4+Kh8/Kh/+mQCLZ9elJeP8suj+PFBeLpwTxcucvJ0ZcFgeTjTYGF2PhD7DbL24cCd+c40cGehNw9deOMv92s02vA8nOnnB+bjI/vyxER9fCKfH4mnB+x6XAItb8GADUykBYDZBqNdMNo63UgLoAKEuGot6q0ZQOWvK7G3QkAGXTDogsYUo4AWS6hYYslVqq5S/eak4mtVXyv7WjlQ86GSXyv5nVY+6c2D2gzZio3ltXlSHieE3i3XuRF7t/LgXhvEY0EoOy5vmLSqEYqKywomSoggrkQJAScg8FGSMFEkRZEURVwUUVlcyhIsS1NZHr+++iqOFX4sMkMevEKG9hG0u8K6K6y7QvsINkbQKYLDCLbAGQwhVwi5onhCNDnZ5jiNxASUN0VGF0mFwyUGE2lcYgiZJxXhmxaRkERclFBeADsZmKJnBDlCsMESAWaiVVm1NSjX+sVKt1jul6vDan1cb06rzVG9M2r2Jq3+uNkbtfrjznDaG88AksEUBq+ozZAlQhEER2ECQcoUo7GszvE6IxisZPGqK6k2rzmC6ct2KPsbNdhqwVbzN6q7VcC2fnM2dmdte1L3F/1wNc4PxvnBuD6agEqk5eVZB1Q+f9I/f9IjMD9s+oGZy4U/vXn2f71Kj4/K87P2/KwBbJ9elE8vyudn+dOTBMx8fOSjnh+4t2CAlk2wCL156M03wWIbLrf+Yh+uTlvssscue+zhSDxf6JdH+uWR/vTEfHpiPj/Tn56ol0fi4wP+fMUejsuHI3w9zK+H+WU/u+xn5930vJvuw+FhPTqsR8fN+LAe7cPhLhhs/f4PWiInjlIFvQXjafVQaYZKK5CbvtRwhZrDV22uYnMVkymBDLoI0qmCThU0pqjSBZUuaExRZ0tAiy1WPbUW5WtVX6sGei3QK4GaD7RsqGY3WnGnlbdqZSvVNnzNRrLmMqOOk0Lvlm3eMI33fPs25nqCZbNgsIBkBZNk9K+JEiKK6FstYPeiyHP19ReSXrVI7FCgBzzRY/E+SQ0IekAyY4qd0CxMs0uSWZEMSvEESq0QcslIhOaJ1lpWHJZScdGWOVOmNQFMmP9DC8LxK5Zb0MycpMCmf7REB/CqO1m2hvPX28r1QanaA1QarVm7N28PZt3RrDeed0ezznDaHow7w0lvPANORjA8Xsynq8UCR3GWpkWWVllW5ziD501BNDnJ4jVPNkNFd0XTl5214u/0zcHcHq3t0doezdddysXcXa3X+8VX4/igXx7NyxsqoKcn/eVZBz/okRYAJtLyFsz1Kpy/UQG7/MdH5fFReXqKppPy6UX58vE7mM8fJdCnZ/HlSYjAXI4kuC22CRZrH1778DZc7tarXbA8blbnHXo94NcD/njGPz5QwMmnJ+rzM/35mfr0RAItHx/RhyMMirQAMPtwGIH5X1rAYHlL5S0YV635atOXGtGLLQ5ftdiyxZb/1gkIUInAGFz5VYvS+Eal/o1KpCWz1nJrLbdRCxuluFdqB7XpEHkXy5twWuzf0fV3ZPUfTONDLLp3DPYtYMIoKh5t+oGfV0ISxouYIJKiiEsSJiuYor7uXnQVVuWZyI84pg+e+vNUj6MHJN2juSEvzSUVkVVcUnBewlkBZ2USxKukYNCSRSsOq/g8q3OMzrOGwJkiZ8qsITE6mDYCqQiUIoOitRkqiguWnRDEEEVHCDpC0PEKGy1RYAasyqrNUa01bnWBlkl7PO1O593pvDOZdSaz3gweLODBAh6t4Cm2mhMoTGIrBscFGlBhdYY3OckRNU82AtVaq/ZGc9aas1bcjepttXCnbQ7G5mBsj+bhYh2uxvHBPD1a5yf7+tF9eLYfPzoPT9bjs/X4bD19tD9+NF9erJcX69MnO9ISgfny2fjy2Xi743+7EgNaQNer9PysffpkfvliRysxoOXLR+Xri/rzJ+0tlWi8PF1ZoOWwRXfrFWi/QQ5b9HrAr0f04YQ9XYjnK/ltpFC/fOZ//sR+fWGAlo+P6PMD8nRdPRzhp+MM9HiYPuwnl+3ovBkew/5pPbhsR6DTenAIenu/Cx6ehEbT1+quUgXbCUeu+Fod/DSDJdPrj7XadPiqzdVsrmaxVZOpGHRZp0o6VdLIokYWVaIAAh91qqRSJZUqKWRRIYsKlVdf12YFW6w6Us1Ta6HRjB7dRLMl0LKhnttoxa1ePhj1s9EK2ZJHFa0VpEySfPeObr4nq+++v4MMHrYAFaKE/DBYABhZxkWZEGVCkohIi64hhr7SlcVbLTzVE+g+zw4opk9zQ1aYCjIsyqggIZyIMTzCSAQt4oyEMRLGqhivE4JJCDbN6hxrCG+1ADCUKtKaRKsKrSqRFlwUcFlGBAFmmBn1+vhyhpETBO9NV+0RDLbvtda40Zm2e/POcN4ez7rTeX++6M8XvRnch+fD5WKMLMbIYoYjS5pAWALlSFygaYVndZ43BcHiJUdUPNkMNXujuTvD25v+Tvd3erA3woO5PZq7k7U/24eLFTm5PDvXj+7Di/P04j69uC+fvagvX9xv2UDIWyegaAMTgQErscu3F8nASgzs8sG+5ctn4/Mn9fMn9euLCqj8/En78iK/1RLdEwMPXo47bL9BQMcddtqjj2f88Yw/XQgwUj4/019f2K8vzC+fOaDlywv56RkHWj5ekefT/Pk0j7Rcd+P/f1qic1sq21L59bpUM5kSQAKcREgiKgqej8D8VUsExhIqjlTzlEagN8Jvr5n5WjVQC4GaB63VwlYv7fXKwaivhVLAFF0sp82TYv+ObX+g6+9iridEDyiBFrBdAQ8lwY4l0qKouKwSskpICi7KqKxgqobpBmZahKosZWkmcq+vyXD0gGeGPDfihDEnTgQZFpWFpGCijAoywUs4K5OMRAAttIwwCspqKKPjvMlxFqASJUdsWENhdBmA+aZFREV+xbNLjllyHMwwM4IcoxjYw4Bnl63+tD2YdQaL3njRnc578Hy4Wr6GwGNsOSWQOYWtOAKXGEplaY1jdJ4zRcGWZVdRPFkLVGOtuzvDP1jhyVmf7fXR2pzs7cXeXZ3j1T09eOdH9/LkXZ6db06850/ex8/+py/Bpy/+L79tf/lt++uvYdRvv/i//ux9/WL+bW+3Md/vKT+IDw9q9PJltG95eTG+/UP96xf9l8/f+/pJAWDAMizatAAtpz1+3GFgQ385ktcT8fGB+vRAfn6kvj4zv7xwv37mfv8q/P5V+O0L/+tn5pdP9NeP+Jdn7NMj8vKw+nhdRlreDpb/W8vabIG3IYEQwANkiSVLLIFHigZfMLiSRuajAQJsgP76EcwclaqoVEUhizJRkImCQr5uY0y+YgkVV677avOtFk8teVoBmFmrhY1W3OmlvV7Zq6WNWPTpgolC6iwhDO7Y9oeY4/KRlui2GNjTv+7s384WBVMNXNExWUMlFVFUVNNx0yIsm1SVpSzBIjfl6AFHj3hmKHJTUZio+lI1VqqBqgb++ufqTE4zOcngRJ0VNIZXSU4jOQ3ndYI1CMHiefstFZG3lDdpnKkymgrGCy4KqMgjAvctYcGyU5wYrpDxChsukP4M6U6WvfGiN14MJmh/hvTni+FqOUaRCb4aY8sJvpqR6IIBVCjWEARbFh1FdBTJVWVf1QJVDzVzY9g7Kzja67O7vbq7B293cfdX7/DoHZ/8y1NwfQ4fPgaPL+HjJ//pc/D8Jfz4df3pa/j55/XXX9Y//7r541/HP/51/Oc/d//85+6PP7a//77547fwj9/CX39xfv3F+eVn+5ef7Z+/Wj9/tSIw3xZXWjRkHh+lpyf98g3M9SpFDyjBP/n5q/HzV+PXL8avX4xIy9dPCtDydGUjKm/BnA8EeCDz/MB8feZ+/sj+8sL99oX//avwz1+kf/0q//mb9PtX7rcv9K+fqZ9fiK8f8c9P6CuYMwy0vKXyf2gB77AALW+pACeACnjZXmNzKp2XMUjGcqDIRlR0PdKi0dW3WmSiACaMzpZM/vt4Afla3VMr4MGLr+RDpbBWC1utuNNLJ6Ny0MobvuRReWuVUWcJaXAfs2wWrMR+2L283cN837fIK9VAZWOp6Aj4oyeaiZkWZdm0JK8EccGzM44dgxfJJB6WJdiwUPD3UF7/4pbDW65kuYrp6Yan6K6s2rzi8LLNyDYjubzkiIIj8bYIJgxvSeDHV7BVwVYFW38Fo8uUKpKKgMsiqoioImKqhMsiInBzmh5hGHh2CcwM5ugQxsYwNlqio9USDJMZic5IdE4hSxZHeBKXGFrjBFtWAi1KDXVzY5hbzd4b3glQ8feP/uEpOD75xyf/9BycP4YPH4OnT+unT+vnz5tPXzeff15/+WXz9dftz7/tfvl9/9sf+9//efj3v4///vfxzz8Pf/55+POf23/9sQH98bv/x+/+7795v/3qAjbADGDzA5inJ/npSb8+akDL5SKCjf7zs/blswG0/PKz+dtXE2j5+ZMGZsunZxEswx7ONEByPVEADHga8/zAfXoWP38UfvssACd//CwCJ3/+Jv37d/mPn/nfvzK/faF/+Yz//An78hH5/Lz69LR8ucxfTrOn/fhhO7ys++ewBzoF3XPYu24GoHPYO/qdg9fdme2N3gzVevSavSOUQK5YBh9tvmgwOY2CVCIrIpCE5CUkL6MFBSsqWFHFSypektGCjBai6ype0smKQVW/aSnLREnC8xKeB2aiHT8YL4HW8tWmrza/jbiSIxc8OecruVDJb9TcxaqcjMpBKa35vE/kAJjXN18iLdFD/be7/OhGmaisZG0h6bBiLMBfOdFMzDBJwyRFackLMM/OOGbK03ORmyviUpURTUc1EzNsynI4xxMdT7Y91fZUb+O4a9tZG1agGYFsBLIRiFooK54surLgSEALoCJ7muiAjP8Co0msqVOmBmIMjVRftzHg2eUcp6YoMUWoyYqcI9QUJSYYOiNR8K7AiiOAE1JhGJ3nLUn2VW1tgPSNae5M52A6B9M72eHV2z0Eh6f16eP6/LK5vKwvL+vrp83D5+3z583L193L192nX7Y//3YASH794/D7v05//Hn+17/P//r3+T//Of3nPydg5j9/7v/z5/7f/9r9+1+7P/+1/vP/4ew+m+TKzjvBI2JENRso76tQ8EAD5avS+5vXe5c38/r0pryvyqxKVwZAO3ojUqLMUI7UUmak1cpQIimzI40cKZIiKR9jtKPRklLsV9gXJ+siie6mYjfiHxkXiUK/6MAPz3nOOfecDWFjnV9bZV8C8y7lxY53a+muLaDtKeRRoKVDJQODLt9pWrprC4hDpZCNl3Px9SK0XoqBbJSjVwmvFYNrxeBq0VfOe4pZVyGzkk8vF6ylnDYPtAASKe4ecPIeWu5I2G1HSzeV7hChEdQ/GPf0xVb6wot9kcXByOJgdGmoGwwg5EB6p5aYezTmHo66hoCZuG8YCYzi4XFQXjpU4tM0dJOGblLQBBkbpaPDDDTEQUNcfCBFTqj4eAoZl2MjYnCEcQ8SS/2ddyedRv+lebCXEo0vReIzUXQGwudgYgklVlDCDcZmnVYnOB8KzIWDC9HwIhxdQeIrMLKMEm6CDjBcjBNgTkAZHmN4gpVoRqQoniB5FOfjIKgQh9l4jImD8hImoxEqFqPhOItGSPgKTMdMCIeDOByhsCCFBkjMT6BBHPWjsBuClsLhxUBwMRBc9AUXvIF5d3DOFZhzBebcvgW/bynkc0X9HijogYLeeAg4iVLxOIcgAoZJBCZhuIyTCkmnaFalOI0WDFay+FRa0LKSkU+YBcXMy1YhYRfldCmRKyn5crJQSRXXkpV1tbKedJxsbmtbO/r2rrGzo+7sqLvbyd3t5N5OysnOtry9JXWDAaOydx2MWRZkmsg7R2LpNJpJw7ksWsijYCRWyqGFDJyzoZdmw4AWgATE0oMZK1LIxssFdL2EbZbhrRK0VYpuFiObxchGIbxRDG4Ug5ul0EbRv17wreW9lexKObNctBeL9mJeXwBaNOFBiruXZO8CMP9ftRChESI0QoZHidAIFhiKe/oiy9dDC9cDczcCs73Bub7wwkBkcRDYgFZGoktDID9AS9Q1EnWNRF1DUdcQ5B2C/SNYaJyMdrQw8WkmPk3Fp0noJhWbImPjdHSYjg2ysUEW6k8SoylsLIWMK/ExOTzC+4do18A1no0xbJihwgTpx1EfjLhgyBWDlqLhxUh0IRZZisYW47EVKL4MQy4ovhiKPY7EH8WxOZRcxqgVBJzeG1+ORBfCkc5+mXBwPhpehCEXCrsQ3INRfoaP8DIiK4SkUGKC5iWSFnFKwEge7aotEM4jMItALNytBWKQbi0xGgUPoMhEKCxAIgEM8aOwH4W94JSncBCsXS75g4u+ADCz4A3Me3zLYb87FvDBYdDKg0YFYmGYR1ERxWUchFRwRmV4gxUMVjQZ2eaUjKDnZLOYsMvJdCWVLiUzZSVbSebWlOJasrSeKm+olU1tdSO1tpVa21Q3doATbWdP39nTd3e13d3U3k5qfy95sJ862E8dHqiHB+r+trS3Je5s8Ftr7EaFXiuRq0WqUiBLuY6W7r7FtiDQ5WsapHV1+ek0mraQbAbJ57BigSjniWIWy6eRrBW3rWj3W1xgR4wTUw1aejBrxYo5eLWEb5TxzTK8WYlvlSBAZT0fWssF1/L+zVJosxTYKPrX8t5K1l3OLJfSS44WU35NEx4k2bsgKf5Oir+jCnd16b4u3TfF+6pwV2Vvp5hbEjYtIFM8NMHExpjIKBUZo0KjZHgU9w9h/hEiMIr5R1DvUGylLzT/qn/2/d4n7/c9ueGf6QnM9obm+0GRiS0POwXnB2uJrAxHVgZBhYn7hrHgJBmdoqFpJn4LhIJuk9BNMjpJRMeoyIgDJkGMKfhYEh1PwGNSdJgPDdG+vmsiF+XYIEMGKNJLYl4UWY5HFyPhmUhwNhR8HA7MhIKPo6E5KDaPxlcwdCUWfQLDMwS+zNAelvGStAfHAJjFaGw+El0IRecj0QUovoygbpTwoqQPZQIkG6KlOC8jvIKD2SReeREuQTASRgkIIaCYgCM8DnNYnEUhBnESo2GQKBWPkFCEhEDfHyHR0NXAzI/EvPGIBwq7Y6HlUHA5FFwKBhYD/qVgYDkUdEXC7lgIzHoFsUiIiHQ0sjAiILiMEwmMVHA6RbIazZu0aPGizco2l0xzalYwCoBKIl1KdOpJJVFYVYprifKa0qknW6nNbW1zO7W5rW3tqB0he+reXnJ3J7G3K+/vJQ72laP9xNF+IgOKJAAAIABJREFU4nBPPtiV9reEwy3xeEc+3pEPd6S9TX57jd2s0GtFolLAKwUS/NXP2XDGhCwzZpuoaSKmDhtaHMTUYVOH0xaWtpCMjWbTWDaNZWw0bSFpC7Es1LJQ00RMEzEMyNA6qzdgStpUw5YWyphQMYusFYnNCrWzQW6vY1sVZKMMrRWjlXywlPUXM75Kxl/JelcznVTSrrK9UrKWs/psWn1iJB6q4r0kd1thbynsLYWd1rjbOn/HEO4awl1TuK3x0yozlaQmUtS0jE0I0BgTHWbCQ3R4hAqMEIFh0j9K+McI7zjiHoEWh0Jzff7XrrsfvuJ+9H7PzKv++Z7w8gCoEpGVwfDyQGip30l4ecAhgXjGQWMDu8fAsC3uGgXlKO4eRjzjeGCCDE3RkWk6Mk1FbxHRaRK6SUJTVPwmBU1Q0BgZG6YiQ2x8WELHU9S0Sk7LyDgbHaBCvddELswzQYb00YSXwj0E6kKgxVh4NhqaAa/mhwOPo6EZKDIHxxbQ+AIUfYLEZwhsiaHcNOUmiRUMXULghTiyAMHz0fgCmCyOo8uACkb5MTZIChFGhjgFFVK4qBKSRoopEFpM0UKS4hWSlXFaJkiZwiUKE0lUIBAedwJzmEOo24xTZIJYvFuLKxp0RYMrkUBnsxkU9sFRPxLxwcEgHo5QsSgNxZgYxEKIgGASRiUJKkkwGsEZlGAxUpqTM3wiy6tZQcuJRkG0SnK6omRWk7k1BdST4lqitK6UN5Krm8n1bXVjR9vY0bZ2VJDtLir7+yng5PBAOTxQjg/k4wP5aF863pMOtrijTe54iz/e4g82hd01drtCb5WptSKxViSAllIOB4UiY8K2idomCoS8pCVj4xkbz6aJbJoAz7aN2RYB9g3oJmYYsK7HDS2mq1FDixlazNIith7NWvFiFlsrEhtlcnud2FpDNyrwWglaLUTKuVAxEyhmfOW0r5LxX1HxlG13yVoumksZbc5OPTYSD1PC3Sst0wo7rfHTunDLFG6bwm2Dv6lzUyl6PEmNqdTNBDYuQCNsZJCNDDPhISowQvqHCd8o7h3B3OPIymhsYTg00+972ON+8Krr4Suux694Z68HF/vCywMg3VQcLaA/cai8FNDzIJ5xzDdJBG5SoVt0+DYZmSYj00RsqkvLBBkbJaIjdHRYQCaS5M0UNS1j4xw0REV6rglsiGeCLOUHYEjMjcHLcGyhG0wk+OQKzFw8NgO0UMQKRboIfBlFFuPQHIwuxpGFGLwYgxc7c2WUH6cDBBMk+DAlRtlE3KEi61RCZxI6k9C5hM7JGiupjJCk+BTDpjg6yZEJhpBpXKJAwLNDqNtMjEZjNBoh4RAOgQ1mYMuMNx4C8cFhPxIJYrEwEY+QcJiIRWkIzHfBfKeqUEmK1WhOZ3iTFm1WzvBKTkzmxVRBMgqyWZTsciKzmsyvJwsbKZDKZqqymVrbVIGTzV19a8/Y3jfBuGtnX93ZV/f3tf19bX8/tb+fOjxIHh4kjw6Tx0ep2pFSPUwcH8jVffl4V6xuC8db/NEmt7/B761zu2vsziqzXiLXS+RaiV4tUqC8XFUMzDZxy8BMHXViGVjGJjM2mU1TuQydy9DZNJWxybRN2hZh2oSjBYDR9Th4S9nSImkjlrXihQxaKZBrJXJzFduowOvl+GoxVs5HitlgIe0vpP3ltO9FbHfJchWM5by+YKdmTOWxJt1P8necwvJOLRo7CbSkyCmghYsOOVoI3xDmGUbdQ8jKKLQ4FJkbDDzu9T644br//uX773M9ep9v5tXgfE94sS+y1P/ORJcHYiuDYB4ZlBFnogzxjIMAM0AL7p8ig9NU6BYZmSbCN4EWEppytJCxUSoyxMPjCjGVoqYVYlKAR5hYX6e2sJQfhCa8BOpC40vx6DwUmQNggJZYeBaKzIDboXB0kcSXCXwZQxfh+DwUm40jC3FkAUKWIGQJxlZQwg20UFz4qrDADhVHi2LwisG/AKOyvCawqkAnOUphyQQDQims8w0uUd1mYI6IszgAE8RifiQCkPiRiB+JBNBoCIfCRDxKIRCDxVk0xsRhHkVF3OnmqSTFqBRvsILJOVRSBVkrJbRSwi4n0hUlu5bKb6SKm2ppSyttaaWt1OqWuvaSkwNr58DYOzD3DnWQgwP94EA9PNQOj1KHB8mjwxTQUj1MAC3He9LJQeJ0T67tiKC27G/w+xv83ia/UaY2ytR6mXHA5LNELoMDFWmLAGYsA7NN3DbxbJoCVPJZJp9lOmDSFNhu09nHaSLdWkwdsvWoo6WUwysFfK0Er5WgKyqhfDqQt/w5y1uy/SXb24nlKRjLOW0xqy6YymNdfqSK95SuYViSu6WytzR+2uBvGfwtR4tCjjta+NgwFx0BWnDvILwyAK8MQItD0fmB0Ey//7Ue74Mb7gevuh78sPu1H/bNvBqYu/FOLc43sZVBsPDidDKOlk4/c8UG/BKAwUNT3Vqu9hOMkbFRMjzIQqMyNpEkbybJKRkb5+HBa6IQEfgwxwZZJsAyAYb2E7gbRZbj0AIUm49GZiPhmXDoSSQ8E4vOQbFZFJ7HkDkCWyLxZRxbQpGFODQXi87E4nOx+Bw4hK5bC81HaCkG9hp2a5E1WtZoUFte1qLxjMpRSYZKMqRCgwdW41mNp1MslWSIBIVJBCriiIABOTCHQQwSIaEQHg1iEdC+B7EImOwC8wQwhyE8Drp5IkGQCgk+6RTJ6QygIqW5RFZI5kW1KOtlxagkM6vJ7JqSX08CKuVtdXVLrWym1ra1dTD02tN29vTdfWPvwNw7MA+r1mHVODjWD471o6OrHKuHB8nDA+XoMHl0mATDsMM98XBHqO4mjnfkwy3xYFPYW+f21rndDX53g98ss5ur3OYqt1FhV8tcuciUCnQxT+WyTDZDZ9JU2iadZNJUJk1lM3QuyzgBP2alKTNNOeXFqTCWEbeMuG3CtgnnbDifRopZrJRDywW4lI8Vc9FCNpJPh3K2P2f6sqYnb/vytq9o+QqmO2+4stpyJrWYTs7p8iNVfJDk7yXYOwlmOsFMK+ytjhbuNtCic52mRSHHk8SkjI6J8VE+NszHRtnIMOkfxr2D8eV+aKkvOj8Qnu0LPO4FWjwPr/seX/c+vu6f6XGmxUBzH5rvd9I9XeZMlHUvwoCg3omXwGDBSTw0hUcnidgk0HK19jJGhgeZ2IgAjybwySQ5pRCTMj56LSFDkhgV+DDPhTg2yNB+kvBg6AoCL3WW5yOz0chsLDoXhxbg+DyOLhLYArgXwdECxWaj0CzQAoZhneXId9PSiUpJKiVrLKBypYXmNYHTBUblAAwnnN5RRKdYUqGJBIXLJCYR7zVCcxZqYA5DBQITSUwkMYlwpoYZlaFTNKNSgApoVJScmMxLWimhlxVzNWWvJfMbqcKVk8qOVtnR1ra1tW11Y1ff2FO39rTtfX1339g/tPYPrYNj8/jEAjmqmdWqeVzVQBwqjpaDXWF/p6uerHM7q8zWKr1ZoTcr9NYa72R9VVirgJ0yXLHAF/JcPsd2w8jnWEAln2Od5LJMOks7Wl4aj1kGAqikLQRoKWTQQgYuZGOFbCSfCefSoZwdzJj+rOHP6B5QYQqmN294cro7oy6lkwtWYk4VHyX5ewp3V2Zuy/TNKy23U8y0yt7S2dvdWhLEmIJPAC0CNOJowTwD0FJfbLE3MtcfmukFWvyPev2PegNP+gKzvWAS2bERXhgAX3b/lgPpXbXg/ilQYbqHZGhgAg9NYZGJbi3gdTEqMkRHhzloWETGFGIyRd1MUhPXkgqckCFQYXguxDIBoAVFlhF4CVQYKDYfhxYQeAlFFilihSKWKGKFIlaAFjASi8XnIHjeoULQPpIJkmyI5iOUGAUjMdC3gEgqKC/s95UXnRUNSdBFXhPYFMckWRA2xXEqz6k8+JJWGCpBUwmalCkQQiIJicRFAhNwlMdQHkM4FBNwXCRImQI/DH6eSdKcygo6LxqCYLBgISWR5pNZMZWTtIJslBSrkkqvaZkNNbuplbb1yo62uquv75ube+bmngHijLv2j4yDY/Owah3V7OMTq1ZP1+pW9dSsnpq1E6N2oldrWrWmHR+lqsdq9Vg9PkpVD5PHB0pnTmyDP9gUQPY2hZ11bqvCrZeZrTV+e13YXJfAwv/6qrC6KlYqQqUslUtSqSgWC0IhzxcLQrEglIpiLsvmc1w+xxXyfCHPg+dMjrUztJmmzDRl2KRTXjQDBnNl3dNo2TSWScP5DJRLR7J2OGOFwBvFacNn6+6c6cuZvqzhzRjujLpiJ5fMxIIhzyb5Bwp3X2Zug/u6EvTtJHc7xd9JMbeAFp29rbE3U/SkQo53axHjowI09pKW8Gxf8ElP4HFv4HFv4LW+wGt9odmB4Ex/cKY/8KQPBPzS/7jXCfgyNDsQnhvsXvh3RmKod4II3MT9U4hn3FnfRL0TaGACC06+qxZw3xgdGeCg4QQ+odLTGnvzWiqJKIm4LMUAGKAFRZaBFji+GIcWABUMXcGxZYZyM9QKTbooYoXAl4GWODQHwfNxZAFQubqGIUzzkW4tfBITUjiIMxIDrQvoXhI6lzBFBwwQ4jgBAX5ohXHMvJMNCClTtMJ0/0FaoXiNEw1BtqREWpRtQbYFJSOkcpJWSOjFhEMlu2Hkt43ilra2Z6zvmxsH1uahtXNo7xza2wfW9qGxd2TtXTk5PklXT23g5KRhnzStWt2q1o2TU6N2ogMwteqLnByrAMzRfuJwRzrekWt7SnVfOd5TDralnQ2xQ2VD6Kz3r0sbayLYXbZaSaxWEgAMSLkklUsS0AKoOGAyOdb6Pi0vxmOWhdo2mEZ7MemcSXcWNLN29EpLwNb8tu7NmYGOFt2TUV12csmQ53VpTmEfJth736cFrLcwt1T2dkcLc8vRksDG36kFdfc7tcXREnzcH3oyEJodDM70B570+x/3+l7r9b3W0/3pfdQDngNP+oIzA6HZAWf5srvLR70TZHD6nVoQ/zjQgkcnXtLCQqNUZIgK9zPRQRkb15hbBn/rWjKFyok4L0Qo2o/hbgRdicNLcXgJRpZBun+JIosc42VpF026SHwZQxcReB6MxOLIAowuXnUsXpLxU2yI4sK8HOcUGKRbi5giwUhMMfikKTiRDUHSeUnnRY0TVFZQWT7F8Cmm+5lL0k7Al+CZVSjw8NLPCyorapyk87IhJEwxaYtqRlYzctIWkzavZkQ9JxsF2SopmVU1v6EVt4zStlnaNkvboKQYW/vm9qGxc2TuHlv7x/ZB1To4No9qZvXUrp7atZp1cmrWG3azlTlpWidNA3zWG8ZpXQc5qem1qnZ8lDo6TFavcnygNKpG/Vg/OVRrB6nqnnq0lwLZ2VK2NuTN9cTGRsLZY7a+LhfLUqkil1cTlTWlvJoolMRsnktnmVyBB8kXhUJJLJTEYlkqlqV0jrdynJlljQxl2KRuEbqJgYMBDAsFFca2MfvqLU7bil4lAjYBgDfyc1Y4awUyus9WPYayoskLKXEuKc4o7EOFuw92TCrMvQR9G0QmJhPkVJK8maJupqibCjEpY+MSOiYhoxIyKsGgdRmlQ4OEbwjzDMSX+0FtCc/2hWcHQjP9/ke93gc3QrODgSf9vtf6PQ9vuB/0uB9c9zzs9Ty84bp/w3X/Vdf9G+4H172P+gJP+kOzw+G5ofDCEBiqgZ0yiGcczBeTwWnn6mMwKkO9E7BvzOnyaXj66uXKCaCFiY0w0UEmOshBQxI6ppDj15QkklBgUYpxfJhmwG3UXpzwoJgLQVe6tSDoCoovU6SLJpcpYgXMieHYEoYuYegSRqzgpAs4AZeWcGKMFWOc1DnPgVNgTkEdMD9ASzcYx0z33/5uMKLGCSrNpxg+RXFJmk9RgsoKKi1qnKgxzqdscAlTVCwBUNFzipZNqBkRUDGLCaukpCup3Lpa3DLKO1Zl167s2pVdc2vf3DrQHSp7VfOgah3UjINj/UqLeXJqXmlJn7bM05Z+2jJPW2ajadYbRienJkitqtWOUtXDZO0odXKsAi2nR1rtIHW839FysJ/a31V3tztIHCrl1Y6T1fXk6nqysqYUy1K+KGTzXCbHZnJsNs8BMMBMviSmC4Kd74BxKozzCufLWmzUtiAHTPeLyhkjnNYDac1vJl16YjklLiSFeYWfAbWlE/pugr6boG/L1C0ZvykTkwoxpRBTCXxCxsZFZFSAR4T4MHhFUYBGuOgIFRzAvYOgtkQXesKzfaGZXqAl8Fqf72FPcGYo8GTQ91q/52Gv+0EPiOdhr+s+AHPD/aDH+6jP/3gg8GQwNDsYmh/s7vsRzziY/nK0ACrv1ELFndfRxh0tdGSAjgywsUERGU1SE9cUFU2kkEQKkZS4IMc4McLwIZoL4pQXIz0wtuLcroiRHoJy4xi4lWqZxJdJYoUkVkjCRRIuBFtC8WVw1w+4E4vmwhQXZsUYI0PgDBSgBYABWsBIzKGiGHzC5GWDA5F01omg0iB8igLhkiSXJCWdlXRa1BhBJQWVFjUKfCMbnGww4DNh8orFpdKSmpG1bMLIJ82C4sQuJzOranZNA1WlvGOt7lnrB+n1g/T6obVzZO4c6bvHxu6xsX9sHlSto5p9VDMPq8bxiXFat07r1smpeXJqNOpWs5Wut436mVZvG/W20exO02y37XYr06hbp1WtdpQ6rWrNU7NTW46M2qFePdCO99WDPW1/Vz06sPb29J0ddWsrubGlrm0ky6tysSyuridXN7S1TX1tU6+sq6XVZKGcyBUlO8vZWS6d4zN5IVsQc0UpX5LzJTlTFNMFIV0QuisM6GGcAC3pNJ5Oo5YFWZ2XnDv7ZWzdeaHfZyQ9WsKlSssKv5Dg5mV2RqYfyvT9Tqg7IBI5LWFTEjYlYxMSOi4iY3x8hI0NMtEBLjbIxQb52DAXHWLCQ2SgH/MMIK4+aKkvMn/D0RKeHQg+7vc/6g28NuB/NOh7OOB90O+53+fEfa/Xied+n+/hgP/RoP/xQGC2HzT94YWB2PIwGHEBMC8VFtQ7EfeOvnNOzNFCR4epcD8Z6qMj/QI8kqQmriU1DERRUTkJC3KMFcI0F6TYAEH7ENwFtCC4i6B9NOvDsSUCWwD3HhL4MoEvE/gKga/A6CKCLYFL5Jwun2CCjBAFZ5y+pAV0+Y6WF92L+SIOG9kAJYJ5CQyfomSDkQ1G0mkQ2WDAjvrugF3Dek428gkjn7SKarqsZipauqymy2puXS9smqVtE5SUtf3MxmFm8yi7dZzbqWb3qvZe1dyvWfs167BmH56AWS/j+MSo1a16w643rNO6eVo3G3Wr2bJaZ2bjXAdpnZntc6uTtn1+nrk4z7ea6XpNPzlW6zW93bAbVaNRNU6PzdNjE4A52NMO9rSjI3t/39jd1XZ21M1tbWNLXV1Xyqvy6oYGtKxuaI6WfEkGTl6iUignsiUpW5KAGafCgDef300Lblmw9X0HaIQ7Z8ekAnrKpyU8KWk5KSzK7JxIz4j0Y4l6IFH3wNv2EnlbIm+LxC2RuCVhUyI6eeVkiI4MkKFeItjDRPqZSD8bGWTCA1RwgPD3oe5+eKU3ttgbmb8Rmun9fi39vocD3VS6kbjv9bru9rju9gAw3gf93kd9YA4NTDeDmTFn/R5QcbQgnvG4dxQNTKDhcTw6QcQmwSuc3VrIUB8R7KXCfXx8WCHHr6V0HERRUUmJc2KE5oIE7aO5IMn4UcINYyugGyEZP8P5CXyZxBeBFgxdRJEFFFlEkUWCchOUu/umRYaP0HwEaHFqizMt9p5dflec31IMXlIZELBZBuyXEZJUQmcSBu0EvJ6VsjkQNc2raR7sq7cKCbuopIupbFnLrxqFNTO/phfWjdKmVdlOr+9lNvazGwfpzcPM9nFut1bYOynunxYOT9NHpxbIcd0+rtvO6KvesJqtdKNpN+pWva43m2azbTTbWuNca5xrzQu9fW6cXZhnF/bZhX12lj4/z5yf5dqtTPPUrNf05onVrqcbNbtRs5sn6UbNPqmmq0fW0YFxuK8fHdkHB+bO3otsbmvrmymgBVApr6WKFQVo6U6hnHCSKynpUsIuylZBcoZkRobSLUK/AgPml4EWcLayZcFm1wmAuhYER5OpsjsprsjcosjM89QsTz4WyfsvroPEbwv4bQGfFvBpEZ3k4XEOGmWiw1S4nwj2Yv4bqO86Feqlw310qJ8O9VPBAdzXi7j64JXel0Zi4dmBwGt9vod9nvt9nnsDTtx3+913+113+lZu93bHdafPc2/A86Df/7jXP9MDJpTBbkvQ5b+TCtAC+8aQ0BgaHsOjE1evPY9R0Fi3FjLUy0FDEjZyzaECCgvDh0BVAZ8Y6QHXjoJyQbM+mnI7fQvQgsALcHweJ12gbyFo35WZEMmGWPHF4dndO1867x52eXAWXpx0swELMi+BEVMk0CLrFNDivKHlRMsIgEq6lMyUU5mSmqvoxXWruG4VN8wrKrmtw/zWYX7rKLt9nNup5vdOigf18mGjVK1nq410V6xa3arVLUCl1c40W+lm02w0jGbTbJ2ZjZZaP1PrZ2rjXOvWcnGRPT/PnLWzrWb6DKSROWtkWqeZdj0L0jjNndYy1SPr+NCs1bLHx+n9w/Tegb1/mN4/TO/uW9u7JhiDOYUFaCmUE6XVJPil802+JOfKcraY6NZiZlkzyxoZ5r21YN1nK4PTMzQ11Dn/UnIrwrLMLQr0HEfOcORjHr8LztHj8dtXb/BOcegUD49z8TEmOkyFB/FAD6CC+q6TwR4q1NutBdQW0OVH5vq/v8vvdd3tcd3pc9/td7QAKkvTN5ws37r6mft9/se9gdle0OWDwgIGXQ4VRwvsHgOvIscDI0hoFIs45wGMUdAYExtxRmJUuI+JDvDw4LXuMRgnRlghzPAhhg8RtA+0Lk5wykvSHpbxsrSLodw06SKJFQJfxrFlDF1C8WUUX3ZGYmB1EqP8nARdTR8jokqAv9aKyXTvfHEKi6yxgAFQ0W3GWcH8fjCkrNGdzQE69e9qyVbUTEnNrxrFdau0YZc2rfKWvbab3tjP7hwXd46L28e5Li3Fo2bppJk/aWVBTpvp02YazBE3mnarnTk7S7fb9pUWvXWm15vJ0zPltJ2qn6mtM619rgMwz58XLy6yrWa63co8uyi8/rT07Lx40cqdNXLnzfxFq3DRKrSbxWY9f3KSq1YzzWapXi8c1/JH1dzhcfbgKLN7kN7aNTe2zY1te23TXN0wKut6eU0rraqlVbW8poHnYiWVLym5YiJbkNN5KVvsUDHz4lVhYfQ0/U4tVpq0OlpQoEXXY6oaUVNBNRXUlICa8CYld0JYAVp4apYjH3PYXQ67A87Ru3p9d5JFJnl4koXG6cgQEezH/DeAFsx/4yUtYCSGuPoQ12B8uR+s5Ydm+oNP+nwPe9z3brhuXXff7vXc6fPe7Qfx3Olz3+5dmnoVZPnm9ZXpG+7bvd67/Z77fYEnfcG5PlBYHCrdWpzCArRAnhHIPwwHR9DwGBEdI2Pj3VqY6CAdGaAj/XSkn472XlNUXE7CYgLmpSgnxjgxwkuQIMcw0oeRnpc+ccLDsT6O8XKMl6U9DO2hKTdNeSjSTVBukvZ0FZYAxQZINgTmxEBhkTSyM1gyuYTOgP7baVFANw+6ETFFCyotqYyks7LGykZn7VLWWFFjJJURNebKFQV2BoC9Z4rJAC2OGaDFLiqZcipbUTPlVH5NL65b5S27vGVXtq213fTmQW63Wtqp5neq+Z1qdr9a2DvJH9dL1UbptFU4bedO27nTdua0mT5t2SDNVrrVth0tzabeahnttl5rKiftRLeW9rlxfm6/+Wbl8qLQaqbP2rnXn6++9ebG68/XL85L7Vb+rFW6OKtcnFXOzlbrzVLttHhcy7fPN5rttZN6uXpSPK4VDo6yu/v25o61vZfd3M1sbNurm+bqhlFe1yvrehmwWdOKlVS+nMwVE+m8ZGcFKytkCrKj5QWV99RCXmlBwEUXQEsqGQBaUrInIS47WnjyMYPd5bA7LHqbRac55DaL3Owc2BWfYGJjVGSECPZj/l7MfwN8UsG+l7Rg3j7U3Y+6B+GVgeh8X3i2L/KkP/Ban//BDc+d6yvTr7pu9XRrcd/udd3qWZh4ZWHilcXJ9y9NvQq0+O4NeB/0B2f6Q/P9oLB0b3v5/sIyCbvHYPcE7B6LuYch7xAS6JxqScbGmdgEuA2Gjg6zV5PIVLiPDPVeSyi4nEAkGRVEiOMhlovQTIRmQgQZxHAvivlgxAUjHgR1Y7gfJ3wM7WWpThj6RXDSRVBucDUpwwdYIcgKQVoIkWyI4KOUCDESwiVxQSXBhFXC5CWLl0xRMkXZkpwIBsvrjKgxnEYLKg2eBYOVDU40O38qYfKi2dElJCmw8/9qho1VDDZpct1vAlsFKVNWcqupwrqWWwcrKlZ5x1rfy4AuZaea3z3K7R1nD2r5o9NC9bRUbZRqjVKtUTiu22D0ddqy6+104yzTPsu2z9Jn55n2WbrVshoNrVXX2k31rKW1z7TGRer0InFyptRa8mlDqTeTzaZ61jSeX+afnufPz/LPnq6+9cbOBz6w//bbe2++ufPBDx68+ebe8zf2X3/z4PzpzklrvXG2c/lW7aix3r7cP3u2d9JYO6wWj2uFo2p+bz+7vm2v7WY3d3Pre7mNnWxlO13ZsArrRnFVz6/pxVU9t6rly2q6lMwUlHQ+YWUlKytZWcHM8J2kGTPNmDZpdtYrCdPAnFgmbpl42iLSFmabqKlDphrWk0FV9qQkd1J0JfglmVkQ6RmBesKTjzjiPovfY7C7NHabhm9R8ZtEbJKIjYMTKrDwCOrvj3t6YO8NPDhIRYbY2BAHDXPQEBMdoIJ9ZKCfCg7QoWHc3Y8u98OLA9GZgfCjPt+9Hu/tHvf09ZWp6ytT1103b7hu3nBP97inezy3ej23et3TPa6bN1amri9Pvroydd1MelmsAAAgAElEQVRzq9d/dyDwYMD/Wk9w9kZ0sR92DWPeCdw3iXknMO8E6p50grgmEdcE+Iy7hxHvKOYfJ4LjVHiSjkyy0Qk2OsZERpnoMBMdBpPIdKSfCvddk2RUklFBhHkhznIxcGASePfYudEFRjwI6kUxH4Z7GdLHkB4QmnqRq/UWN7jOF9x/TfFgTizOSAiXwIAWMLslmpxocoIpiJZ4FVm0REHneZ3hdYbTaE6jwbNgsODnJYsH6fxx48XIDYzZFIMHWkBVuRqGSelSIltJ5tfUwqZ+NU2c3jzMgEHX/mlp7zi7X80dneSr9WKtUTpplk+a5ZNmsdbM1Jr2SdNyqkqjaTaa5pUWo9nUAZXztn52rtfPkyfncq2dqLVkh8p5y379aenyonhxXrq8rDx/vv38jd1nr++cP9t8/e39Z2/uv/7W0Vsfrj/7wGnz+VH96UH7jWrrebX9RrV+sX98unZUq9Tqq9Xj4vaOvbGTXdvNru/l1vdya7vZyna6tGkV1o3cqgYC6qddVMy8bOQkKyuZGRE4MdKckeaAFuCkW4uho4aOAjBgX7NlIIYWN1KRLi0rCX4JTIiBe4Y54mFHC3qHhm+RENAyCY5xwcIjcGAw7umBvb1YYICKDPHxMT4+wseH2dggHeonA71UcIAJD5HeQdw1iC4OQjOD4Ud9gfu93tt97umel7QAKp5bveCb5clX36klMHM9sjAQXxlBPeOYdwL1jKOeccQ1gbgmUPfUVSbBJ+IeQz2juG+cDEzSoUkmMslGp94LzDVBhB0q4J4wQOUlLTDiAVpIzE1iKyBg7hgEI1bA8S7dV2CTXICX42wC4RIY0MKnCDDWAnu0eIPnDV4wBcEUfrAWAMbRAsAIxotO5iUt3RNiZl60izIoL2CdvrJrrx9kt49zoJs/aq4e1PKHJwWHymmrctoqnbYK9VbGcXLStE6aFlibPz+3z86sszOr3TbP2/rFmXF5bl5cmiftxElbOmkn6q1EvZlstbTzlnnRTl9eFC7OC0DL0zd2nr299+ytg6dv7j9/+/Dy7YPXP1z7wCfPPvgjl5cfajbfqJ0+O3r2kYvzN09P2ntHJ+u1083T5mb1qLyxaW3u5tZ38yCr29nyZrq0YRfXrWxZA8mU1HQxZeUVIyvrGUnPilpGMNKCkRZ0m9Vt1rBpw6YNkzJMSjdx3cQNHTP0jhbHjKGjpg7rKgS0gEvFgBaJnRNe1JaHLP6Awe5SyG1HCx6dAMcdvaSFDA8K8LiIjIGZZSY6SIX76dAgEx6i/cOkZxhbGYTmBsKP+vz3ekD1cDy8BMYpLMuTr7pu3nC0+B72+J/cCM0OxBZH4stj8Mo4CNCCuDpFBvNOYJ4pzDuBekYx7xjuGyf8E1Rwgg5POFrY6BjQ4nQv1wAVcPskw0a7a4tzTUXXWa9uDF7G4EUQMHcMgmBLCLYEY0vgLBgAhmBBlw+Dkx1ZBYCh+BQFMHA61wVG+sFaXgIDystLE2hAi2K8mETWMoKRE8BgLFtJdmvZqeb3T0uHjcpRs3x0Wjyul2qN0mmrUm+v1tur9Xa53i529ypAC1ibPz+3nVyem08vrKcX1rNL67QpnzbF06bcAIWlpV20rYt2utVMt9rZ8/PSxfON1z948ObHqm9/svGBH2l++EfPPvDpsw/92NOP/dTbn/jshz/0mbeefuyy9Vbj8sOXrTfrJ+eHx43tk+bOSX3r6KC8sZne2is4VCpbGUClsGa+l5bOPxk2r1mcZjGaxWgmrZmkbpC6QWoGphmYoWO6huoa0h1NhXUV0lIxPRnWk+GU7EtejcQkduFKy2Nw7T2N3qGQ2+BECDw6gUcn8HDnGm44MAh7e+OeHtTfT4SGBHhcQsfBkiUHDTPRQSY8xEaGmcAI5R0BWkIPe713rq9MvX9p4v2L468sjr+yNPF+xwwYjwEtzjfe233+uwP++/3eB72+13oDT/rDc4PRhRFoaRTEMQMKDu4bJ/xThH8C8445WsjAOB2eYK4GY2x0jI2NAC1MdPD7aks3GHCUuHNNBTilEkY8MOKCYwtwbA4kDnUFWYgjC3F0EcaWnEt9SS5A8xFSiFFCnJEQR4ug0o4WAObfrS3OeEyyeNkWHDPvtj7zg7QUNtXillbeMdb27a2j7G6tsH9aOKgXQU8Pqkq9XQY5bRVqdavWMMFIrNmyWm271bbbZ+nzc/viIg2QdKicm08vzMapVG/IjWay3UyB4dl5yzxv2fVTs9nKtJ+WL9/cev0jR299qv6hH7/46E89+/TnP/TJz334k5/78Cc/99Ef+dwnP/azn3j7Mx+6/Pjz1tvn9dfrjacn9fPqafPwqLq5v1Pe3MwCLU5VKayZ+VUjv2q8U4uZSxhZGfxPAKefqSabMigQ1SBUg1A1XNVwVUdTGgKipmA1BaupeCoJpVLRVCqqJsPqlRZFdMkC0DLHU0848jGLP2Cw+zR6j4TvUPFpIjaFRyexyNXtXB0t/XFPH+IbwAIDLDQqIBMiOimik2DhkouOcNER0j+Me4fR5YHYbH/g4Q337VeXJ19ZGPuhubH/MDf2H+bHf2hx8oeXpl5Zvvn+lelXXbeuu2/fcOK50+O92+u71+e/3++53+d52Ot7rd/ZORaZH4ouDMdXRmDXqDPuIvxjZGCSCk4R/gncNw5C+Meo0DjQwsXGudg4GxthYyNsbIiJDjLRgXfRAvKSFgAmDq/Eo/Px6CwIFHsRsGMfxpYw0gV6fZrz0wLYsQ+B07VZBeNThKDSoIl3agvoXiQ7Iafl99ICnh0tIJLFd6/YvKTlXUdijpbVPWvjIL11lN6pZndrueN6sfp9Y7DSaat00syD+WLQ4oPm/vwie/E0c3GRvrhIP7u0n13aTy+sy3Pzsq1ftLTmqdSsy2eN1HlTPW9qFy3zrGm1munTutU8K5y/vvHsQ3uvf6L2gc+0PvrZ5x/7+bc//Ysf//SvfPLTv/ypT37hRz72C5/66Oc//cHPfvKNH/vQ2UeeNd86azxvNZ826q3qweHm9nZ5e7u4uVMEVIrrVjeSdDHlBFDRM5KWFhWDVUwGJKnTSZ1O6qSiESmdTOl4SsVSKpbSkKQKg6SS8aQCJRVISUSVRFRRwiklcqXFC+527dbCYA8Z7D6F3CXhOyR080rLhHM1FxIccrSg/kEqMuKAEeBRDhrmY6N8bPSFlrne4KMe951Xlqfetzj+vvnxH5of/6GFifcBKsCJ506P717fO9NZ7L/f53nQDzaPBWeGQrODodkBaHk4vjKCuEdQzzDuGyWDY3Rokg5NkoFJB8w7tXDQKNDCxoaY6MA1jgdTYbHuwvJSbek63HUZisw5iUVfJBKdg+KLKOGm2AAnRngpyktRVooICZhTUF7BeQXnU4TT5XckXFGR03Iik0xkEj9YC3gdxdEi20L3HrNuLe/V5Ze29fKOUdk1V/esjQNr89DePs5sH6evtBRPmsXTFnjI15qZxlmmfdZx0qECnFxkAJVnl/azc/OyrZ831XY92arL7UbioqletrTLpn7eNNoNs1G3Gs10+2n56Qd33/rEyQc/c/7Rn33jR3/pY5/59U/95G/8+M995ed//g++8NNf/txnv/i5z/72L/zU//H5T//yT3/ks5+6/Pib9ednJ5f10/bJ0fHuzvba5lZlY7tQ2coV19O5ipkp6emiBmLmkk70TEJLyylLTJpgs1xndQusSikalVBxRSMUjQCrbckUmkyhSiqupOIJBZaVmJSIinJYlsKJRCiZjKRSYSXhS8gdLZ0rX6hZoIVGH3S0xG7hkZtYZAKLTIDLhtDgKBIYAVpgbz/iG8CDg1RkhIuPCcgEWMHk42N8fIwOjpL+UdQ9BC0OhB/3+e5fd99+dWX6laWp9y1NvW9l+hXXrfd77lz33evx3+8NPOgLPRoACT7sDzzo89/v9d3rcd/rdd3pc93rd93rd9/v8z4cAEUmONMPtMCuYcw7QgRGqdAoaOip4AQZmMR945h3DCgCWnhoAmjhoFGghY0NXgOVBAgBZyKTVAjkJS0dMJGFd9USCs9A8UWM9LBCWExAkhIXExAvxxWt816xpFKiBsKIGgMY8AYvWqJkS4lMQsmmlKzy/1tLFxhWMdj3mkGu7JqAytoBeGvF3jqygZbjRr7WKAAwJ81irZGrNtIXl4WLy9zFZe78Int+kT276PQqwMnzp+lnl9bTM+OipbXryeZJ4qyeOG8oF031sqlfNs3zptE+teqnZrOZO3+++sZHjz/0E2ef/Lm3fvw/feJnfvenfuEPP//Lf/Yrv/2dL/3eP/7Rl/72//ztb//BF7/1R7/1jf/863/+lZ/8tV9488c+dvK8XT2rn7brx7WDnd2Nza3K+laxvJktrNnZsmEXVCufAtHSspOUJSZNobOkazDg1GawjCtpZEIlwXUAikYoKgq0KEkEaJETcTkRF+WIIIVlKZKQI0kllkpFFTmQkL2K6JH5ZZFdvNIy42gh4rc7WsJTaHgc6VxqN4oERmDPoKMF9Q8SoSEWGufhcUeLAI+zkVE6OIp7h+Hlodhsf/BRj+/+dc+d665b73fd/mHPnevee6/67/cGH/WGHg2EH/dHnwxHZwYjj4fCj/tDjwYCD3t893rc926s3O1buTuwcrevA6azPbkvtjgCLQ/CrmHMN0wERunwGBMZf1ctdHgCaOGhCaCFg4Y7WjgecrSAB3BpK/gE/T1o9CPRpUBwLhKcDQdmQEKBmXBwNhKai4bno7FFhg1TbAjBPTjlJ+gAw0eSOikqWNJi7UIyW9Zya0a6rCqWQEmoM4N8NQyTEpmkklUStixZPK8zrEqxKuWMvsAMWHevL9tCIi2+2Lysc4rBpyxRS4tGVu6iksiUlfyaWto0ylvm6p61um+sHZjrh9bWUXr7OL1TzexUM8eN/Em7VG+Xa43c/rG5d2Qcn2bqZ/lmK91sWWdnFmhULi7Sl2f25bn55uu5159lnl9Yl239oqme1RPtU7l9Krer8vmJ8qypv942n7ass4beqOrHR6laPd16Vn79o8cf/qmLH/+Vj3/+Kz/zn/70V371q7/2pb/7ylf+63/+g//+p3/0P7/259/7ztf/9R//5P/6zlf+5qu/85d/8qO/+PNnH37r+Ly5c3Swf7h3cLC3vlHu1uIUlkxJN7KKnkmotpQ0BbAlAhzUxqcoUWOAGVGjuCTOJhBGhkUFERVESqJSEpWTMPjXTZBjYCu6IEY5IcgJQU4ISGJIkgKy6JNEtyi4eG6Rp+dZcpYhnzD4Yxp9QKMPKOQ+Eb9Lxu4ALVh4ioxO4eEJNDgG+4dhz2DcPQC5+iF3LxwYxMJDFDTGoVOd7gUeZ6FRLjZOh8cI3wi83DnIIvi4P/Ban+f+de/D6/5HvcEnfaEnA5G5wcjsUGRuMDY/Ep0fiswOdfb2P7rhfXDDc79n6XbP0u2+5Tu9K3f73Pf7fK/1B54MgikyaHkwvjKEeAYx3zDuHyKDI2RwDGgBgzHCPwa0MJFxOjzCRjuSwd2UfHz4mjN3zLBR8EBSIQz3Oze6vFPLCzDB2XBwNhqej4bnI9EFig6STBCn/AwfodgQTvkZIYqSAVKI8QouqVQqLRj5hJZNSHpn/cSZEBMtUU4riUxCMkUAw6kt4Cd/gBZn44yjBcyc6lkRnL/6Qsu2/v1a7I6Wmn1Uz9VaxXq7WGvkDmv2QdWqNXKt82KrnWm1bYeK09mDqgIGYGf1ROtEatbEZk1snSTap8rThva0ZVw2zbO62TgxalW9Vk+3nq4++9jxx3/mjZ/+jc/8yn/5wm994zd/+9tf/Mo//P4f/tMf/+n/+uqfffebf/Gvf/21f/v7v/iXv/vj//btP/qHb/3H//2X2h96e+ekVtna2NjZ3j/c29pZr2wVShuZ/KqVKel2QXUC6gnYfiokKVbGGQmjRZRJ4KxCcEmcS+KsgtEyQkvxzkmIclxIwEICBk54KcqJEfDACxGWC7F8gBOCohAUhaAk+EXeI3Bujl3iqAWWnKXxJzTxmMZeA1pI+B4Zu0NEb+ORm3jkJhG+eaVl5IUWV3/cP4CGhsnYOItMiuhNEZ0UkAkuPsZDE2x0ggqMgcFYdH4A7K0MzfSHZvojc4PR+SFocQRaHIkvjcaXRqHFkdjCcHR+KDw7EHzS53+tB4BZudvzorA8HPA/HgjNDobnBmNLQ9DycHxlCHEPYb5hIjBMBseo0Pj3ty6jRGCUCo3T4bGXtIjIGB8fviaIsNO3gAdwxbGjxTlsPxpbDoUXoqG5aKhjJhKai4TmYpGFWGQhEl3ACR9KeBHcQ3NhkgkSdEBUEE6COQVlZZSRED5FJG0+lZbAYryz3uLMiUm2JOi8o6I77wXmJS1JUwBajJxk5mUzL9tFpdOxbBqVHeNKi7F+aHa01Oydmn14mq02cyfNfLWePTwxj06tk1a2fVFwpr8uL180KmAGzKkqrROpURUaVaF+zLdPlXY9dV7Xz5vGecM6q5utunVatxrtfPvZ2vOPVz/9+Q/+wpd++je+9mtf+s7vfulvv/yH//UP/uSf/+wvv/fNr/3rt/7yX//m6//291//7j/+xT///Tf+5b994cu/9fqnPnF41qrsbm3s7ewdHW7tb5c3isX1bK5ip4uGldfMnAqipRXVTqQsOaELksoJSYZLUKxMkiKCiTAIIUCkGKckmJLjwAwnQSCsGGOFKMNHuM5DiOaCDOdnOD/L+1nez/NejnNxzApDL9DUPEk8IfDHJPaIQh/RyCMKfkjGH1DQ3RdgQlNYcBIJjMZ9w7BnKO4e7GjxDcHBISI6xsATPHaTx24KyBQPg31lk3R4gvCPoa4ReHmkQ2JxBPxFB40HmNqCXaPQ8nBsaSi6OBie7w/N9QVmevxPbvgf93of9XkfDlx1LIOh2eHI/HB0YdjpW1BPp3UhA+NkYJwKTjkjMcw7gvtHiMAoGRxxtIhI5xUdAR65JkoImBBz2n3nOhfnvH1HSyS6BEUWYuH5WHg+GpqLhudjkQUouhiPLcXhFYL0w5g7Bi+jhJegA3ISLa1pKYNRTEZMkayMckkcvJWlWIJTW8AkMqdzvCEKpsCpLyaLu4V0r9+/qxaw5JI0BdUW9IxkFRKdLfqlZLaSLKxrHS37xrtq2a9Zh6fp49PM0UkaaDlt51rnedDWX15mnj7NPn+afv40/ezSfnrRmQE7byjtU7lZEwGV+jHfridbjVS7rrXq2lndbDfsVjPTauXPn66dv771xifrn/nCR37x937uN7/6a7/7V1/88l9/6U//6Y+/9i9//o3vff1r3/3GX37v29/8t7/7+vf+4av/82++8c//+Mu//zsf+Y8/0fzAmzunxxuHe5v7u6X1cnEtn19NZ0qmldf0TFJLK07eqYVJkDgfh7kYxEQgJoJxUVKM0zLCJFBKhGgpzopxVoyxYowRogwfobkwCNjmR9F+ivFSjJdiPAzjoukVmlykiAWSmMWxJxj6iEAeUegjCn74khYiehsLTqKBCdg/EvcNx92DQEvU3Q95B+OBYTw8TscnWeQmh045Wrj4BBudosMTpG8C94xh7nHUNQa7RgESAMYx43wZWxqKLAwAM8GZ/uDMQHBmKDgzFJwZAFRiiyPQ0qgj7Wo5cpTwT5CBTmHBvGOoZxRxD6HeIdw/QgSG6fAIExl1tEjouIiMvqeWq60u/u4b9mLQSjyyHI8sQ+ElKLwUiyxB0eV4bAWGXDgREESYF2GWh1geotmoZrD7xxVRwUSVEJIEl8AkndZzsllIadkEmP/t1sLpAqdz79TSWYW0he7uxdkI073VH5QX1Ra0tAicgF36udVUcUMvb5lXWvSOlmNzu2oBLXtVc69qHtQMEFBbmme584vs5WUGOAFUnp2bz87Np239spUCWto1vlXlWlWuURVajWSjkWqeqo2G1m6YYBtl67x48Xyj/cbWW5+o/8QXPvpLX/m5X/+zX/3iN774+3/zla//rz/7q+9+9Zvf+9o3v/v1b/3rd77z//zdN7/7d3/2P779F//9b37x937zYz/zE2cffmunXl073K3sbmQr2Xwlmy1bdkHXM0nVTiRNCUTW+BdIJOLqOHYY55E4A0WpUJQKwVyMkFEmgTIJlBI65YWW4kALzUcoLozTAZwOEHQAbJDFKTdOunByBSeXMGIRx+cwbBZDH6PIayjyGhZ/QMAPyPgDArpPQPfJ2D0iehdoQQMTiH8c9o1BnpG4exByDUCugZhnEPIOQf4hJDSKR8fA21fgPXguPsHFJ7jYTTY6RYdukoFJwj8FdnmhnlHYNRxfGQKBXcOIewQEfA8tD8aWBqKL/dHFwejCcGQeZCi6MNKhsjwGAq+MI+4x1AN6+kkwcYx5x8B/CnYNOl1NtxYZm5CxCQkde8+RGNjqAu51AVo6a5TRFTjaMQOcIHE3EneTVEhJEobF2xnJtAVBQhJJYnXT1ixOywiqLaQsXstKdillFVUtm1AyUiItipbYBeaFlnfudnlJiwOm+6hL8JZ/yuK1tJgpp0CyFTW/pv67WsDbkftVfb+qH56Yx3X7pJVttLNAS/cY7OmZcdnWL5rJ84YChmHdWpp15bSRrNfVRkNrNdPts+z5ReHssnz2dK35fOP1j9Y+/fMf/Nnf+Mn/7cs/92v/5Ve//K3f+dr/+OO/+pc//c53v/at7/3lt7/3re/8299+8//+2z//p29/9Z/++pf+4Lc//rM/efbRt7ebtY3qwWZ1r7K3lq1kMiXTzKmqnVAMMaELssYDKv8vZ+/1JMme3feNAgzsne7y3nvvq7K8yczKyvLeZZY37X13edc9M/fuArurBbAEVwKEBYMCoEAwliSClPigByJIQSb4sIIgCTKkHhR6ASX+F3r4VefUnTv3aqGIExXZ2RXzMvOZ7/Gn3MwX69l89fUqTg7FckiiiCFZOJIKxjJhrIika3iulshWsXQRyZRQoDAUKul8GAPbq/fmTaSgRNKF4U4Md2C4LZEwY5gJi+vjqC6O6hKIDkc0SViNx1R4TJWMKpNRZTIqT0blABXUx4chLqAFhdiwlw172bCfgwa5WJifjPJTMUEqxkvFeNkYPwcL8jFRPibJRSSZkCQdlIJye9IvTHj5AA+qUQWoAXhPsYS42HvBAS6c4yMt4AE8A2ZAXf8QOdTN+iYtlYS4iotqSXEVF35rlA9oObxHCcJ9DPZgsAcwA1BJxL2JuDeVDhVLaKWGtzqF3qBSqmDZfIzsFgYn9cF5s3fSaA+rnZN6/5zonhLEoNoc1eqDSrVfPQCmVGgVimThMH0MVKXWL4OFRt8EhkLlkBaiVxpeEMBGlyRww87vOpePnc/R0nlYdRa74WzTn607FCqbd4Pd+8EnBfuvPnS+fCG/fCFBEgz4YM+L/G6e281zm3lhva4tt83Njti9tF7eDd5/GAFaXr682Hx1+eVPpr/z86/+3h//h7/7p7/183/2B//oL/7hn//Vf/7L//Nf/m///pf/67//y//hb375l3/zV3/17/6X//H//t//63/z3//pv/inf+8/+8OvfvaT6Zfb++3sbjU5f7wcnPd74057QDY79SpRrjRL5UYRWKleKNby4CpOKo/jWQzLxuN5NJqJhvFQNBXBikiqmshUEskiihdiySKcKsZSxVimEEvno6lcKJkNorgvnvRjKR+W8iVSEJb0oAkHgtlRzIbEzfG4EUUNKKpDEC2KaOMxDRZTYRElFlFgEQUeUeARRSIsTYSlrwe6eDAEruG90gJxYT8HCXDQIBcNsuMhDhZiYSFWKsxJR7iZqCAbFWfDYooWgArFAwbxAC2ULLw6UZ+oDRc4aa/BPS9m58bsXNjBR5wCxAmkRhh3CxEXF0gT7GQhLiagJRXkZsJcipZaEpjoWzPIaBwCtACdAbRgCR+GQgkEwmBPHPHEEReGuhNxD5aA8KQPBC2ZfLjWSGXzMTwVrDSSZSJVaWXBNAsxKA8u2qOrbv+8RYzrzWGjNqiVu+VSp1JslwutUpEs7estzUyeyJSIbKmdb/TKjWG10StXeyWqV7/Uzlda+Wr7m7Tkm90i0S9SPbnjK2IftNx3D2m5mX6k5WnZWb87Wb4MFtveYttZPfe274e7D6OXLwcfPvS++tD+iMr79odn4sMz8bKuPa+q20V5My+tZ/nVNLeZ5Faz4mpVX2yI9XN7+677/sPo3Zcn7786f/fV5cuXV9v3V+9+8/E3f7r96qe7558sf+P3vv/7v/jZP/rzP/mv/vq//Ou/+eX//O/+8l//H//tf/Nv/rtf/l9/9df/z7/9x//qn//Hv/gHP/n7/9EPfvZbi69218vH8d1Fc9AenPZ7406nTzTatSpRBpCU6oX9rbViCs8nsGwcScFwMhbDo2gOiaYi4Ig5XkDSZSxVimO5GJaLJPJRPBfF85FULprMhvFMKJEOIgkfivvjST+WCmBJbxyHEMwJx20waoVRC4qaEESPIHoY1iCwJh7ToBFFPKyIh+XxsDwRlifCciwkwUKSr9PCQTwscCkShrh7f8zHRnxs1M9BAyzMz8KDnGSImw4LM5E9LcATAwF9zMGO2llROwN2skCkngoI8AA/6ecn/LyEn4f5uNS5Y3CCAnZxY04eJSlRGzdm5wGDHXyQWEOdfMTBiTmYwBAXE4P2cUsmzM9FhUVEVMGktaS0npLVktI3uQKczccyuWg6G0llwsl0CE8FE8lAPOHDcH8iGcBwPxKHwPFuGHGDQAVD3WjcjaAOBHWgmD2OO8FYS7ESK9bgYhUtVJB8Gc2UkRKRLrZytU6xOaq1z4jOWbt92iLHRL1fq/XqlU610qlWOrVyu1ogStl6br/fqJkFU19gAqzSyoPnWquwJ6RNQZKpkllQkQTTYES/2B5VWsNy/6x2ck2e33XObtuntwTYjX9+T1w+tm6mnafFYLoezDbD2aY/X/eXu/7qebDe7RsowSjLy65A7oUAACAASURBVPvO97/sfvWe+PBMfPlCAh/s3baxXVZWs+J6Xt4uq7tV7Xldf17XX1bN53VzvSZW69Zy215tu9uXwcuH0/dfXn/4wf16d7HcXW7f3X/44eqrH20//Gjzw59+9dM//O0/+ed//PM/+/nP/+znv/jzX/yr/+kv/vW//eW/+Mu/+Cf/8r/4+//kT/7uH/3eVz/90fL7z4/b+dXkbnh13hn1+sNOp0eSrXqtUa7WS9V6qdwoVZplPI8nC8lUMYUVcDiDRlNwNAXH0nAsGY4lg0g6jGYiiWwMz8GpApoqoHgOfrVoIhvDMuF4OoQlw3E8giUi8UQQxQIwCsUQcBHegSfcWNweixrDYU0ooAoHldGwGo2qkbAcDkiiPlHML8ZCskRYHg+KYZ8g5uHBEB+G+IhXEIcEKMRF3Dyw2xt2M2MuRszFQDwszMdNhcTZsBREI9RESgISYx4R6hKiLiHiFMAOPojUMYiHB/ipkCAVEiQjwkxElIqKUlERHhaA/FsiKMECUtQnRryimFuIuIWwU4S4xCEzJ2zhRi2cmJUbs3EQKwtY3MFCXg11MeNuFoj194WXmKSAyEpxRRlTljHlm3wRAcAAWgAqAJJEMgB+RDFvDHHHEDeMejAUwjEfnvSBhWMY7kykXcmsJ5WDcqVAsRYt1qIgaszXsCKRLDYzxVau2isR43rnrN0973TO2q0Tsjkk6v1Grbe3ardealXyzUK5+ZlhYyos+dzgcabWyu1paWcpWjrjcv+sBiKW01sC2NkdefFAXj2176ddihaQB9vPsexp6WzfdZ9fuu/edb583/ryXfP9c/3DSwPkwV429e2ysllUtsvqbtV4Xjf3tiK3K2K5IBZLYr5qLdbt1ba/eR5v353v3l/t3t1uX+5275++/I3Vlz/YfPj++vs/fv/jn/3oN3/vx1/+3g9/4/d//NM//tkf/tkf/9E/+9M/+MV/+rM/+v2f/8N/8Dt/8LvPP/zycT27fLo9vbs8uboYX5yQ7QbZqjeJarVWLJZzxXKuVC9WmuVMOZMupRPFJJKNg9XpkRQMZ5BIIhjF/LFEAMaDaCqMZaKAGfAJLJGNxdMRNBVGkiEEDSJoGEGDCBpE4n4k7kVRLxp3xyK2SNgUCuoCfnUooImENEjMkEB0cEgW84sjXmHUJ4oHpVhIhgZEMS91xY4X8/Coi6qwm426OYiLCTsZMQdzX1z3iVIByT7D+9pgDwiJ2vgRiyBiEUSsPJDdinu4CT8vGeTjYQEIe9KwMBkT4VEhFuajQR4WkqABCewVx9zCiFMYdggiNmHEJgyZeCETL2ziRMzsmJkFW5iolYVaGaididqZsJ35NVq83FRAkAmJslFJHpYVUUUpriwmVG+oFFYmF6VooVBJpkOAFhj1IHEIxbyJuDeZ8CdT/mTKiychPOVOZj3pvDdT8BWr4UoTKTf2GclCPVFpZ/L1VIHMVnul5qhGnjSAA1bv14gR2Rg06/1Gvd+o95u1XqPSqRXJ0nfQQg2xHHpfh7Ts73G/9oaBouTJNfmqKq3Lxw7Y1Pow6x3SstgMAC2v/fl7Wl5e2u9fiPfP9XfbBmiUfL9rPq/r22X1eV1/2TReNsTLhnhZt55X5G5JbFfEYt6cL5rTBTFdELNle7HuLzaj5fZ09+5283y7eXl4/jDdvZttnifbD8t3v7lb/mC1/NF295N3737ny/c//cGXv/ODD7/9/Q+/9dVv/yd/94e/++PdD95PVrPrx9vz28vzm4vzm4t2l+j2yE6XaBLVSq1YrhaqRKXZaeRr+Uw5gxXwaAr2x0Pg/lksDUcSwVgicEgLnoOTeQRgAwzLRAEqMB5E4wCYIIwEYog3hnhiMXcMdgT9Rr9P6/OqvJDC71WGAqpoWItGtVG/LOIVhSFBxCuEfSLEL4Z9oigkiLq5UTc34uJEXK8HIsHRCDcHcbFjDmbUzoraWTEHG0TeURsnauOAdFbEygmZOQEjy29gerVMr5YJ6owRKxtxgVFHXjIiTEVF6Zg4A0vSiDQZEyciQiwkwgLiuF8Ce0QxJz9s5QXNvKCRHzDwQgZ+0MAJ61khPT2ip8dMdMTCBLQgNhrsoMMOOuJkULQkA7x0SJCJiHIxSRGVl+KKYkL5plBCP6EFw/0Y7k+mQ8AxA7QAVOIJH6UteBJK4B6KlkojViOQegurt7BKIwGGwPKNRLGZKrXz9UGFGNebo1pjWK31qrVe9VVb6oCWer/53bRQA5KH/JSbYM1SrtEpNDoFipbOuAraKEeXzdFlc3RVP7lpXjy0ryc90Bv2OO9PlsPpejDfjpbb4XIL9lT0KVrApsnn59bLrvFuV3vZ1Cl7Xtd3q9q7bfP9jni/a73bku82bUDLZtlcLghAy2ROgoXi0+VwuhwuNxfLzcVic7PY3Cw2t/PV3WzzOH+eLL5crH5jvf3Rbvuj3eoH29X3N+sfbLc/2C0/rNfv16uXzWyzuJ3cn12fD89Gw/GgN2gPhp3+oE22G5VasVTJV5rlRrueq+YoWgLxkBcJ+OOhUCIcRH0hBAohUBj1RuI+ipl4OkIZhUosEUjgUSwRQeOhGOwPR93BsD0QsPr8Jr9X7/NqII/K7ZJ5nDLILfNBiqBXGoLEIY8g5BGEPPwoJIhCgoiHH/HwASphJzvkYO0PRL7S8kmFJGxhhS2soAksO2ZQaynd6iO3iuaQHzvkxy4lHdIwAkZGzM5FIW7Cz0tGRKmoKANLs4gsjUhTMRkekSTC0kRQlvBJUI8oahcEzTy/nu3TcXwadkDH9Ws5AQ3Tr6YFNccRPR02sVArC7ExEBstZqd9jRYfqPfz02Hh3hnDZEVc/nlP7JAWELfAqAfFvBjup2hJprzJlDeZ9qRyULboJzqJRiteI+M1Ml5t4qVaPF2CsXy40EiW2lmwmbsxrDaG1eaw8Rq3VKvdWrVbq/XqtV693K5+Ny2HwFBrX0DQAmgBC18ALfsTqq+0nN4SV0/d29ngfjG4XwyeFoNDWla70bfR8rxtfMIJUJX3u9b7Xev9tvN+2wHasl0014vGakkuVy1wwmUyb0/m7cliMFkMZsvT+epstrqara7m65vl9m6+fZhs7ibPD0/PD5OXyd52T5PddLadXj5c3jxe301ubx6vz28uRifDbr/T7ra6/VanR5LtRrVeyhXSqXwyXUjlytlUMZUqpvA8DmfQIBb2wn4o5vPCPiji8oYdUMgOhey+iDMIeyJxXywRQFNhygAqUcwfifviWBiNh2AkEIl6AyGH12+GIKMH0ntcardL4XLKnQ6J0yZ2OcRup8TrFPucwoBLEHAJAi5eyMkLOrghFzfk4oadwNhhJzvmYoHzXYiHA9K7URsnbGEFTYyAkeE30P0GuldHB/ta3SqaU3HkkL+1y76wy46skiOr5MguO3Ipj316RsTKQdy8uJeHh8TJiCgdlWVi8gyiSMPKZFSeDMtSQXnSJ4u7JTG7IGTi+bUcr5rjU7L9Ko5PxfQpGF75sV91HNLSYD0TNrFiFlrMchS1HcfstD0tXvYrLdx0hJ+DRcW4tJyQlpKyN9l87JtRPvDBwHM84YNRTwxxI3EIw/045kvhgXQmmM740xl/JufLlQKFSqjZxhqteJVAK02kXMdKtXi+huXqWLaK5YlUuZMrd/YllFqvSo6JWq9a7VYqnSpFy3drS6mRoV5SS5LA9j2QB6NoaQ3L3ZMapS3jK2J83Ti7I6+eunfz4eNq9LgaTZZDipbVbrR+HoOtLq9zxZ3NS2e7a+925PO28W7beLdtvGzqu1Vtt6q9bBrvd8S7LQlU5d2m/bJu7ZbEdtFcL4j1qv01Wmbdp3l/shhMFyeL9fl8fTlfX69297v3k/W76Wxzf7+4uptf3s2v7xc3D8vb+8XN7fTm5vHqfnp383h9fnN2djEen47Gp6PRyXB8OuoN2u0uUW9WSpV8pphO5ZPJHJ7M4YlcAs/jiVwCSSGAFk/U641AQdgbiLn9UZcv4gzE3GHUC+QFxoMwHgScUKiEUW8o7AmFPcGQ2x9w+gI2yGeBICPkNdgscptFarNIbVaxwypx2SVuh9TrlHpsPJ+D53fy/U6+38b1WVl+Gzvo5ATt7LCTG3FxYh4e4uEAg11c2MGL2blRGwesA/fpaUBJPJpjt/rIqTiyy76wSb9nk761Sd/apMdW8bFNQrPLaC4l3atlhsysmJOHeviJoAQPiVMRaSYmf223kSfDipRfjnulcac4ZhUG9TyfhutTsr0KlkfG9MgYkIwByWg+BS2gpkW1zKiBGTXRY5ajiPUoajuGHfT4QcklFeRmooI8Iixhkgouq6QVbzK5KEAF0EIZlRxD4lAUdkVhFxKH4gkfiFtS6cAntNRJlOgkmh28SqDFKlpt4r3T+sXjoHva6F4QnfNmc1QptbPFVgZE/K/aUqn1qo1BszFo1nr1crvy3bRQ76l1lcANa3aLzW7xkBYw/gXiltNb4vy+dT3p3c2HT+vx03oMaJlthvPtaP083rycbN+PD2kBG/IBLS+7xrtn4nnb2K5r23XtZUt+eOns1uRuTT5vWs+b1m7dBstaV/PmckEuFu3JvP00a4FrYU/z/tO8P5mP56uz+fpyujxfbm+fP0xWL49Py6vbyfn97PJxcf24uL6fXd88XVw9nN3cnz3N7m7uL84uxieng9Oz4dn56PRsODrpd/uteqtWqOazpUy2lMmVs+lCCs8mErlEIpeIZ+LRRDQAB7wRrzfi9cd8kXggjPqDsDcQg0KIL5YIxdOxRBaJJUKxRAjGw+ABfC2E+Hx+h8/v8PqtkM/i8ZrdkMnt1rs9OqtZZjVLrGaJzSq2W8QOq8Rpk7ptYpeFB1l5PrvAa+d6LWzIzPBZWQE7J2BjhRycmIeH+oQJvwDz8VGIC7u4MTs3ZudFbdywhRs0sX16BqRheNR0l/LYqTiyy45s0rdWyRdWyZFNemyX0RwyhkPGcMqZbhXLq2UGTeyInQu7uHG/KBGUJMOyVESeiqmSUSUeUeBBBe6VYi5J3CaOGnlBLcenZENyllvKcIkYLhHNLaZDUqZPwfIrmUE1O6RlRIyMqPk4YqFFrfRDWlJBbjrEy8b4xbi4gstqKVk1I3+TyoQBKp8YUBgM98OoJxJzRmJOGPXEEz4UdmMolMC9eBLCk1Ay7Unnvdmiv06inUG6N8432oliFSU62fv52fd/a7f9arb6ajp9ub+YjAEz5Emje9ECsX69X2sM6sSIJEZkvd+odivUHspv0nIoL4ebXQ9pAcOS3ZMaFeWf3rTO7kgQtNzOBpPNyWRzMl2NpqvRbDNc7MYULdv3w09o2eyI7XY/M/yyawJa3u1aX73vbVcEsN2a3K5amyW5XhCLOTGft2Yz8mnWepySj5P246T9OOs9znoPk8F0cTJZnD1Mx9Pl5fr5fra5vXk6ubk/eZxezld3s+Xt3ePF5c348mZ8fXd6ejEcnnQHw85o3Ds9G45P+u1Os1ov1chqrpzF0vF4Ck3m8EwxnczhaBJJFpKJXAJOwiE05I14oTDkj/lDaMgXhrxhlyfocAfsUMjpj3oi8QAFCbAoFozEAyHEF4S9gaDLH3B6/VaP1+x0G+xOnc2mslqVLofaaVc5bEq7VWYzS6wmocUosur5ThMfsgp8dpHXxodMHLeR4bWw/Ta238IKOTgwxMcC4mRQlPALvk4LH9DiNzABLcD7+hQVOd2l4LgUHJeC5VGzvVo2oCXm5KE+IRYQ4yFpKiIHPQR4WIkHFZhLgtlFsFkQ1vP8Kg4kZ7mlLJeYbefRnQKmW8T2yNg+OdunZAdUHL+aETEyI0Za2EyPWumwfZ8TA0FLJszPwaISJqkm5fW0vJ5TfvTEvqkwwA0DxRbKEnEvhkJYAgKHKzDciWfc2aK/0ojly8FU3pcrh6pNvEYksxUUyQSytXi2kSi20tVeHtzfIsZVYlztXrRap83GoF7rVQEzjUG93t8P/dVaBYqHcjNLxS2H616B5auJcjMNnDFq93FruB8t3jtj1w0qbrmedG5nvclyuNierl5OVy+ny+1wsRl8fb/e6z2JZ/LlhXx+Jna75mZTX68bB0as18Rm3T6wzmbdmc3I6bT1NO0AVJ6mncdZ72nev33oPkwGT/PT2epivr6cry+fVpeTxcXT9BzY4+Ts/vHs9v7k+ubk6np8eTW6uByenQ/HJ73+qN3uNZtkrd6sVIlKvpZPFpJ4Hk8VU8lCEkkh4XgYTsRy5Wwyh7t8TrvHFo1HYljU6XU4vXa33+kNeQJRXwgOhJEgsHgKgRPRaDwMfgzBAX/E6w27PJDV6Ta4IZMvYHNDJrNVZbEo3G690642GcQ6Dd+oF1mNUrNBaNQKzVq+w8h3GLg2HdumYzp1LI+R7bNyAnZO0MYJO7kULXhAiPm4KAQ8MV7EytujoqW5VTQgLE7FkUN+bJcd2WU0gIpDTnfK2S4Fx61ke9RsSMMKGFlRBw/1CClhycSUqZgqEZajfikCiTGXBLWKwnqeX80CqDhFLLuAZeUx9iZkOEUsp5QFyTleBcuvpgW0RwEDAIYJ25mwkwU7GemQIBPmZ2PCAioqJ6S1lKKWVbyhxAR4X1TcAlJkVPoYFFtg1IPC7ljEEY3ZsYQbRPnJrCdb9CeznlItQnST7UGG6GRrRLLaytR7+VwdyxPJcidb6xcALY1huT4oNYZVYlxvnZDkmKCYaQ4b36QFKMzh0rDDkkuhhv+taPm2nNjm3eibUf7uufPy0ga0bLeNzaYJbLslNhtysyEpVNar1nrVXq+6i0V3Pu+AM5R7Wwymi9HdY+f+qf8wHT/NTyeLs6f56f387HF29jQ9n0zOH55O7x9Pbu9Pbu7Gh7Scng2GJ93ugCQ79QZRrTTLFfIjLeAT0IImkXQhhaXjnoDb5XOGkVAEDXsCbm/I4wtDFCoRNBSNh6PxMJyIRtBQMOYPRH2BqM8f8UJBtztg90BWl8fohkyQz+J0G0wWpdksdzq1TrvaZJDotUKjXmTSiQ0agUEjtOqFdoPArufYdGyrluXUcdwGjtfM9du4ITs34uIhXhFFS9zLoWiJ2rghMwekvzxqultFAwrjVjFcSjqY6HIqGC4l06VguZVsj4oDaTjAE4s6eHFIAGhJRxUfaQlIEEiMOkQxEz+o5UByJkDFxmeauAwzm27k0E1chonPsApZNgnLIeO45EyvkuZTHft1tJCRGbGwYjYW7OTATta+ez8kyMaEBVRSTkgracVnonxguQKcyUUpeQGogOokHHUCWlJpXzrrzRR8hUqI7OLD08L5TePkstrq5YtVNF2CU2U4U4WzzTjQlvqgWOsXKt18qZ0td3LkSa1/1eldtolRs9arNgb11gkJaAFrwj/Jg316pJLIlZtZMGe2T4u9LkFuDctgFv8wyr987NzOBrez3i24hjftPi66k1V/sRl8W05snxZ7bu125HZLAAMLwsHpoldU2qtla7VsrZad5bK3WPSn89503pvOB9P5YLoYzZbj+6fu/VP3btK/m/TvnoZ3T8ObyfDuafw0PX96Oru/H9/cDK5u+pfXvaub4dXN8PxqeHY5GJ91u2OS6DZqZKXcKBZr+TJRztbzeCmFFfBD7wvBYQSHw0jIE3B7vE5fwOMPQr6AB8AQiPqCMf8hMGEkGIj6fGEICrqhoNsTcDm9djtkBrQ43QaXx2hzaI1mhdEot1rVdovabJAbtBKDTqRXizQKrkEjdphkVq3AqmFb1CyLhunQsl16NmTieC3siJMf8whQn5jyxAAtyGug/3r0iw6ifKq6QmGznxlWsj0qjlfL9ek4fj0bRPmvtEjSUVkWVqRhJR6RoQER4hXFrPyIgQupmA4pzSaiWwR0I5emYx/rWXQdm65j03UchpHHMglZFjHHJmG55AxIQYfUdL+OFTKyoxYO2Ku0X3nh3wNTjIuLuPRNsRwvluOg6kJ1wWRyUUBLMh36hJZkwo9jvmTKn8kGMtlAOuvNl4M1AqkRSLUJVwmU7KUGJ9XBSZXoF0tkKlOFcwRW7mTrgyIxrjRH5fqgVOsXa/0ieVLrXrS6Fy1yTDSHDWLUbJ+2yH4VjMt+snL/EweMYqnUSH1MIoM9QN+g5eSmCWi5mfYBLQ+z3uO8/7TsTdeD+boPqpOHtIDq5PNLF6ACaAEPz8+dl5fubtsFtKxXrdWytVyQywW5mLcWi/583pvOe5NZdzLrT+eDyXw4XYwep/2HSe9u0r996t0+Dm4fB9dPg7un4dP07OHh5PZ2eHndO7/snF92Lq76F9eDs8vB6KIHOvPrrWqZKBVr+Vw1WyTL2Xo+WU4nikkQ1sfwWAgNhZGQNwS5fE6n1+F022wOs8NlhXwuoBu+MOQNeQ51BqDiCbjcfqfb73R67XaP1eI0uT2Wfbji0JqtKkCLyaSwmVVmg9yok+o1Yo2Cr5Ry9GqRy6w0q3kWNcesYlvULLuaDeTFY2RHXaKYR4B4RXG/CA8IKVpQNw90BL8mkZl+A92nP7gB9gqMR033qJluFQvScHw6DhjwCplZUQcbhbiJoCgZEWVi8hyizCCKZFSOBkQwJAxbuAEd161g2iU0i4Bu5NH1HJqGRVMz6cCULLqaw9TymHoB2yBi2sUMl4TmkjM8SoZfxwqbeFEbf9/q7+LGvTw8wE+HhXlEnMekb8rVRLmaKFUwMJoCgAEGYv1PaIkjnmTCn82F84VwOuNPZaBSLdIdZgYn+e4wQ/ZSrX4a7BFtdPMlMlVoYqVOqj7Mt84q3YsmsM55gxhXm6NKfVCpDyqNYbU5qhHjOjGuH+wrKX0yu/JZWg77xMAeIGorEqAF5MQALaA6eTfvPy0Gs/V4vh3Nt69zxZ/rfHl519s+k9tncrMjNjtis21td+3dc2/33AMXjtabzmrdXq5aiyU5n7fm89Zs1p1N+0/T3uOk+zjpPk17T7PB02wwmQ8n8+HDbHg/HQCFuZn27yejx8np/cPo+rZ/cdU5u2ifXrbPrjrn193Ti+7grNUZEY1etdIq5pu5fC2XqWULRCnbKCQrGayYRHNYLI1EsEgIDQVjAZfP6XBZnW6b02W12ox2hxnyufwRny/shYIeT8DtCbi9IcgX9vojPn/E5w1Bbr/L5XMCxmxuq9lhdDiNDpfeateYLEqTRWm2qsxmpcmksJqUJr3MoJXp1BK1TKAQc3VKsdOkMqn4ZhX7kBaXnu02sCJOYdTNhyEh4hVgPj7m209QYhAPDHiBGiU4WRw0McIWdsjMChgZPj3j49E8DcOtYkAaFhCWgJERMjMjDgbsZmJBfjIizCKyfFyRjctTMVk8KIQhYcjM8ek4TgXDKj42C+kGPl3LpitZdDnjWMagA5MzGXIOQ8ljafh0k4BmExxbhTSHlO5WMH0adtDI/Thx6eZhPn4qJMzFJPm4/A2FSqGEUmXKdDYCHkB1Mp7wgUJ+POGDo04MhVLpQDYXTKV9qQxUbcKDk/zjrDdbjaar8flNo9rEk9kgno9kqmiujubJRKmTqg1yzVGZGFfIkyp5UiVPavVBCbTfV3slgE19UAG0fALMN5n5pJZ/2CcGksjtUQnQAvrEKFquJ527eX+yHM43J4vdeL4dTZfdyaIDbrMAWrbvutt3+0V7FCrrbXO9Idcb8pUTcK+4vVy1AC2LRXs+78xm3elkj8repn2KlqfF+HE+epyPHmbDu/nwfjp4eDoBtFxed8+uOsBOrjrD83bvjCSHjWq3UiQL+WYu18hnm/lcs5htFFLVLFZMItl4JBkLx8MhNBSI+j0Bt8tjB7Q4nBa3x+71uwMhry/s9YYgYL6wl6IFCnr2WuR1OCC71WUxO4xWm85q15itKr1RZjQrbA6tw6GzWFRWk9KglWhVYq1KrJELVVK+ViGy6eVGJc+s5FpUPKuG69BwnDqOS891G1hBGy/k4ERcvJiHg0LcuJcDjJpI+Tj2aGWD491AakC90qdnAPOo6V4tM2DgBE3skJkZtjKiTibsZmBBXjIizKGyAqbIYYoULImH+DDED5jYkIblkDFMomMD/1jDpSlZxzLGsZROEzNoYjpdTKdLGAwJiyHjsOQcmoFLN3OOjNwjM//IJqK75ExIw/Lr2SEzJ2LlRB1c1MPHA8JMRJxFZG8qNbxSwyltoWIY8AyAAcVKkCjLpsMpPIAnfZlsIJsL5ovBcj1KdvEagfRG2ZPLav+kUCOSxSpaIdOtcSXfiOcILEdghRZebCdLnVSlm6v28uRJrXVaJ09qxLgKavxAYVqD2meB+bYo/yMqrRw44ULR0jutUhnk8/vWxUP76qkLtAVE+ZNVf7LqTxadb9Kye7/fSQloWW/I1ZpYrprLVXO5IlfrFoBkb8vOYtFeLNqLRXc+782m/cls8DTtP4GH2WAyHwJmwG7yyXL0OB/czYd3k/7dw+juYXRzN7i+7V/c9M6vu2D95OCs1TlpNgb1crdcaBXyZD5P5vNkEdCSruWwYhLOoGE8GkJDITQEYPB4nXanZY+Kz+X1uyGfy+13eQJuKOgB34GCHvDs9rucXofdY7N7bDa31ewwGW16k0VptioMJqlWLzJZlC6PEYLMDofOYlTp1BK1QqhViXVKsUYu1MjFRpXEpBSYlVyrmm/T8lw6nkvPdRt4bgPLZ2b7rcygnR12MmE3G4XYcS8b83FwHy/h5WIQJ+7hvs48gm58FiU1rwPDrLCF69OxgkYu6KqM2jgxBxN2M1GIhQV5ySg/F5cUcXk+oUgjkniIB0Ncr57hUjMskmM9/wst5wsl662c8VZ8/IWUThPT6SIaQ0iniRh0EYshZjNlbLqOTTcw3+pYb/XsL0y8Y5uI7lQw3Kr9BoyQlRVzcuKQIBkUpSLSNw0iU2+ma40UYIYKYA77x9LZSCYXzeZjuQLcaudL5XgqHcjmwqVyrFyBi5VIsRIplMPFSqRURyrNeI1IVpt4sYplykijX6j3srVu1/ZgygAAIABJREFUrtpJVzvZSjdX7+Vr/ULrtD64bp8+DE7u+92LFnnSaJ02uxctQAsABgQwFC2fzSD/LWlp3837t7Pu/az9eqm4NVl0pqs2uDzxupbygJZde7Pd37xfLIn5orlYEosleWjLZefVeotFfzEfTucDcNALRPkgJ/Yw6T3NBpPlaLoYPc4H99PB7VPv7nFw9zC6vR/e3A0ub/vn193xZXt00eqfkhQtRZJaXVDMEYVsM5+pZRNFHM4gESwcQoNBJOjyOaGgxw05LDajxWrwQA6f3+2GHHanxea2OiC7y+d0+13A9XJ6HSB1Bjixua0Wp9lkNxotWoNJbrLI9UaJRic0WZSQz+L329xuo8Wo0qrEShlfqxLrNVKgMBq50KgSmNUCq1Zg1/Edep7bwHMbOB4DCzLSvWZ60MKM2FkxFwvxcOJeDubjUvNb1NgWWEYBPqM2TsTKjljZoMMyZueFjOyohQc69hEXF/FwEB8nHuDGQzw8KsyhshKuKiZUGViKBfkwJPRoWXY5Sy+kqblHCvZbGfOtkPYF7+gLEYMuZNIFdIaAzuCz6AI2Q8hhStlMFZuhYR6rGV9omG917COTgGaTMBxyukfN9GqZASMrbGMjbkHCJ8JD0jdNMksBU64mgD+WyUUBKlRCmSpiAp3JFeBSBSuU4VQ2mM6FwLqQUhWtNfE6kQTglauJSiNZI9Jfu0bULTS7RXA2tT2uDS7I8XVneNPpXZLkSa0xLO87vjoFigFgr1dd92xUyWy5mS41UtSbw736YPcx6Ng/u20DWkAD8u28fTsnwZnip2Vnsm5PV+3ZujXftBe79ualt3s/eP7Q373vgfvdq213uenMV63pgpjMm5N5EzQXTxetz9ps2Z0t+sBArP8xgJn2nqb9h0nvcdJ7mPTun7r3T/2b+97Nfe9VW7pnV+2Ti9bwnOyfku1xgxhUa/1yo1etdivldqlIFnKNbLqaSpUSiTyK5ZB4OhZLhMJIMBT1+UMeyOtwuix2h3lvTovTbbN7bA7IDjwu4HQ5ILvNbbW6LHtIbAZgZpteo5VqtWKdTqLXS41Guc2mgSBzMOhQq4UyGUcu52q1Yq1WrFDw1Aq+QSvRqfh6Nd+s5dsNApeJ7zXz/RZe0MzxmxgBMyNsYUVtHNjJQd28OCTCvGJwH+Kjvd5UoUbnwfDWfkjYzk84hQmnEHOJMI8I8wqxgDAREWJREQ5Lkog0iyoLcXUR0WRDSswjilqFdhnPIOQp2SwxgyakHwuZdD6LzmXSmMdHDPoxg37MZNA4DDqXyeAyGTwmTcpiyJkMBYuuYjO0bLqBSzfxGVYhzSljuBV0r4YBKjxxSISH5N9KS64Ag3oLYKNYjgN4wHvgmAGQcgW41kjli0i5mqg1UvVmulpPlquJSg2v1pPVZrraTNeITI3Y193BlonWqNo9bQwvW+PrzuC63T5rNIblSjcPqvL7vq8DbKgfwZtaKwf2X75e5NvTcrD+uNg7rR7GLRcP7cvH1s2MuJk17ufNxyX5tGpN1h9RWT53tu/6zx+GgJbnl+7uubfadpeb/cnvVx7a30HLdNEBtm8Sm3YenloPT63XMKb3id0+9G8f+rf3w0NaRmdE74RoD+vNfqXRKzd61Xq3UuuUK61imcwVGun9tHAOjqcjsUQohPgALV6f0+W2OpwWu8PscFoc304LQMXsMBltBoNVD8xk1ak1Eo1GpFYLVSqBUslXq4UGg8xsVprNSq1WrFYLwadUypZK2UolX63kalRco5pr0XMcBq7HyPWaOAEzM2BkBE2vtIDjEJA4DompyxCfGEXLocVdAtwlSrpFCY8o4RXG/YJERJiIiROIJBmXpePyPKYuYroyos8GlJhdFDIIrWKhlieUsThCOoNPo/MYDC6TwWLSabQjOv2YTj9mMGgsJp3NYnCZDB6DIWIxxEyGlLUHRs+jm7gMi4DulLJccgakYvoNzKiNj3pEiaDsTZPMAmAALcVynKIFJMRSmXC5mqjWk/kikkgGgLwAigAt2XysWk8Wy/FKDa830+CPqtaTe2umPwLTyoEVE61BBWhL/5wYXrZ6l2T7rNEcVaq9Atkvk/0y0SsBo+ABO7CJXoni51B89kS9XjMm+kVyUKCaX8bXDZBEvnggr6fkzYwAtEzW7emms9h2FtvO8rmzfgeEZfjy5eD5Q5+iZbXtL9ZdAAxl30bLvkNs1nqckoCT+0fy/pF8PU3cpQzQcvc4uHsc3D70b+57Vze988v2+JwcnRFgkwHwRRu9cqNXrnXK1Xap1imWiGyulkyV4oCWKBYMIb5gxAtocXv2Ub7TZXWCFJnb5vLY3ZDDDTn2aQC3ze602Bxmq91kthpMFj0ws01vMCqNRrnRKNfpJBqNSKMR6XQSUHIxGGRarVijEalUApmMI5WyFQqeUs5WKdh6JduoZls1bJeeDRnZPiP9E1oQJx/1iH4VWqhbK0Bzkl5J0ivBvRLcL8ZD4mRMnESkqbg0m1DmcFUpqSvjhjKiT/vksJkHqdgmAU/N4UsYLAGNzjumcel0DoPOZNA+oWWvLQyGkEkXMehiBk3GOFay6FrOsZFDN/GO7WKGU0b3KBk+PSNs4SJuIRaQviFaOaKVa5LZejMNPCjgg+WLyKG2FEoo0BYM9+OpYL6INIhMk8yWq4l8ESmUUEAUoIUSq1ojVWmkKo3UN2mptLL1bqE1qvbOmr1LsntBtM8a5Eltf6NnUAF4UAaWxhO90iEh4H7lJ7S8OmMFkEQeXjSGlzVQoLx4IK8mxPW0SdEy23aXu+7qubd+6W/e9wEtlLY8v/TXu8Fq219uegAYyr6Nlj0nE+L+qXn3QBxY6+6hdf/YAUYxc/80vH8a3j0OKFqAtoADLIe01LuVarv0TW05pMXnd0Feh9tjd7ltwAAqlDndNofLCgwAY7EZKbM6jBaLxmpV22wai0VlMimMRrnZrLRa1Xq9FKiKSiUABkBSyFhKOVsrZ+uVTIua5dSxICPbbwTzKgyQ7IrZuYiTj7iFqEdETUd+Yh+3sXhECUiMeyVJnzTll6X8shQ4sBoSJ2PiNCJNY7JMQl5IaUopTSWpryYMpZg26RaHtAyn+FjDZclYHOExnXd0zKHR2HQak0Fj0I8PafnoiTEYAgZNSKeJ6MdS+pGCSdOwjwxsmpF7ZBPR7ZJjl5zm1dFDZg7sEqA+8ZtWp9DqFMh2vklmQawPkmPgExQowShlKhMGwGRy0Wo92RtUBqMa2c4Dxqr1JHDDmmQWELgXma9rC/DEDmkBTcqgT7l1ur86AuwQG/DZ7BY/oeXQT3tVlRI5KJGDAgj0+2e1wUUVjLh81JYZ+bhoTzed+a63n5p8NwBLXoBt3/WfX/q75956N1jvRuvdaLUdLjeDxbo/X/Xmqx7lcX1iT7MWQOX2oX5z17i5a9zeN2/vm4CWu4f2J/bwOHx4HN4/DO7u+9d33Yvr1ulla3xODE4a3WH1VV3LzW651ilWWvlcLZkuY3gBwXL7mUfQQRwIQ/6Qxx9we31OyOv0QA63x+722D+hBUBid1oOgQFmd1rsLrPJpLJYVFar2mxWGgwynU4CYhgKEqWSr1IJtFqxXi/V66UKKeeVFrZFzXHqOF4jL2jmgOmukJkJQnbYwYNdAvhz7hYVrlC0UKikA/JUUIqHpMmwDI9IUrAkhcoyCXkWV5RSmmJSXcY0JUSTDSpQG8+reGvh/bqSRRfTmfxjGveAFvrnaOExGDwGg08/FtCOAS1yxrGa9VbPOjZyj6xCGqAF0tJCZk7MyUd94jedXqnTK7W7xUNgQIwOwphUJoxiXhTzpjJh4KeBFBmIUqgv15tpICxEKwcIBHq1j1iITP01RgcbjIjBPnTpnxOUsDRHlc6oRgFD0QJU5ZN4BrQeUw3IRG+/VB8sC28Ni+BsC0XL2R15+di6mbVAlP+07ABawP4KQAt1CWz93N3uutvdnpbN83jzPF7vRhQw30HL45S8e2zc3NcoWu4eiPvH9v3jnpDb+9btfevmjry5I+8fevcPA4qWy5v2+WX79LI1PG32RjXwHwTYjF5tF8pkjkIlno2CsUcYDwNaAmEoEATAuAAwHshxSAsQFuCAfYIKoMXhNJvNakpb9HqpWi1UKHhyOVeh4KnVQo1GpFTylUo+cNKUSr5CylFIOWoJSytnm5SsV1p4QRP7kJaYnRtz8mOvl7o+a4faAmhJBmTJsAyPyPCIJBmVJhFpOi7P4ooCrswnlHlUlY8qs0EF7hKF9Syn+O8YWL8mZxwL6Qzu0TH7+JhNp7GYdMZ30iKk/220pT+s9odVsDLvEJhqPQl0JpuPgUoLiPUrNZxSmEIJLZRQICwg+GkQGbKdBwSS7Xy9mW60co1Wrk5m6+TXpoLb41rnpN47awJagLAQ4+pnhYXslwEVIENwaCC8oXYfU+uPwT2w/lkN0DK+bpzft66e2nfz3t2i87hoT1bd6bo32/QX295y1wddletdDxwDW+06m21ns+2ud4PN83j7crJ9Odk8j1fb4XfTMpm3KVqub+s3d427BwLELYAWwMn1LXF107y6ad7ddym7vesBYC6ugbzUO4MK2S0CCQXrwLNVPFWKJ/LwN7UF0BIIevwBDwUMUBhgLrcNJABsdpPNbrLajFab0WI1WKwGq81os5vsDpPRqLRYNDabzmrVGo1KjUaiVAoVCoFUylWrxVqtVKkUKpVCtVqsVArFYrZMzJGK2EoRSyVmGmQsu5rt0fMCJm7QxA6ZWWCQeJ8RduxXFn3WqI2ScbcQeGK4V4L7pXhEhkUlWFSSiO1pyScUBVyZRWTZqCwVkGBuIWzh+FTHNv6vaZj/gZR+xKfRecc0Do3GZTLYLAaTSWcwaMf0IxrjW2kBcQtFCyi8OKQ0t4Lu1dHDFi7sEsT9kjeDUW0wqvWH1W6/3O4WiVaOCjlATAK8Mqrk3+4Wwa/qzTTZzgOnq9UpANeLoqXbLwNamu18s50HwBymgA+1pXdJgtCle0F8FhWKltZgLz5AfygnrTWotIdVsFEf2EdhOa8DWi4e2teTzv2if7/sPi07H2nZDMC6vdXzAOSLF+v2YtNarVvrTQcIC6Bl+3IC5OU7aAHycv/UpLQF0PI46T48de4fO7f3LYDK5XXj4qp+e9e5vetQtNzcdq9uO1e3ndNzcnjaoGiptUALabrYzIAQP5GHE9kYoCWM+gEtwRCQF4/Pv1eYQ1RA9A84MVv0ZoveZNYBM1v0gBmFXKTRSAwGhdGo1OvlGo1EpRIplUKhkKlQCAAkSqUQUCQScsQCtljAlvGZCiFdJ2FYlUyXluMzsD9LS9TB/VVooUL8hE8Sj0jRqBjQgsOybFyeTyiLCVU2KksHpQmPCLbxwnqWR35k4f8dNfPXxIwjLp0OfDA2i8FmM1ksBpNJ/ywtAjpDxPhVo/y4X/Km2y8DKQDW6hQaRKZaTwKdqdaTAJJKDSdaOfDlJpkFHQCADfBNsp1vdQqf+HWUtuwVBtzm7pXIfrneLTT7JSpuAcD0LsnuuE7dTDwE5tsoOvTWgLCAZeEUKqPLJkiInd+3Lh7Iy0fyeko+zDugpXK26c9Wvdmqt34ZLnf9+aozW5LzVWu17T6/DN5/GG+ex5vd6Xp7QtlqM15txvPlYL4cHNZVwKQkyImBQB/kxB6eWo+TNsggPzx1gbxQ2nJ7Q9zeEDfX5PUVcXlFXFw2zy+Is0vi/LJ9ckaAg/ftfpnoFGpEplhPZqs42KCXLKJgdQuMh8OoP4oEwzF/KOwNhqBQ2BcMeYHCBIKQz+/2QA6H00IpicVq0BvUOr1Ko1Wo1DJgGq1Cq1Nq1DKVUqKQi2RSgVwmVCrEapVUq5FLxDyVUqLVyLUauU6r0OuUapVUIuZJhTyJgCsXsBRCplbMNMuZDjUL0jG9OrrfQA+ZmfugxcGLOXlRB5gG+4xRqBzmxDCvOBGTYzE5DitwWJaKycD2/lRInA7Jkj5p3CkOm3iQimkTHxl5v65hf49//JZNp7Fox3TaEZ12BPCgM2k0xjGNccxg0AAtHAadS6fzaXRQ2pcw6XImDWSQLXyWVciwCI5t4iO3gu7TMyJWHuwSIF7Rm9FJA2gLsE6vBOSFaOU6vRL4FdAcEL4DeMCaY4AH0JBWp9Dtlwej2vi0OTpp9AYVsp1vEBngg4HQhWoWbnaL36Slf9XqX7UoWg7V4/+TFupmy7fRAoaNz+8JipbJqg82JM3X/fm6v9wOF9t94muxbgNaXl7G693oEBXKFqvhYjX8BJjJrAs2V3xtdnI/FtYDtAB5Ac7Y9S1xd0ve3hC3N62baxLQcnFJXlySZxet8WmzP6x2BuVWr0TRUqilKGBSBTSRjSHJSCQeiCLBUNQHtCUY8lKQAEmx2U0Wq8Fo0gJItDqlVqfUaBVqjVytkQNawLNSIVbIRXKZUCYVUMColBK5TKjXKS1mnUGvAj9KxDwBny0R8CUCvozHlgsYGtHXaPHpaUETA+TE/n/TgoVk8YgUiyiSUTkekSWCkoRPlPAK424h7OCHzXyvlm2X0o38t1r29+SM7/Fob6kkGI12RGMc05lfo2VfnaTT+TQ6n0antAXQouPSTFyGmU+zCI7tkmO3gu43MCNWHuIWoj7xm/PL9uk5eXJGgH/l/WEVyEunVxqdNMBvwUuynW93i/eP48vr7vi0ORzXh+P6YFQDgJHtfLdfHp00wJ8G0mX114QYsK/1C3cLjV6RHFY6J3WKlsF1u3fS6J00KHmhCPk2Wg6NOgZ2SMvwogHqLae3xNld8+KBuHpqge17YC5/sRkBYObr/mLdXW56q21/vRtsd73dbvhttCzXo+V6BIABzOxnWqjS5Ly9n8vfG2i17N0/dqjo5eaOvLsl729IwMwnCjM+qwMPudUrEp18jUgX68liPZ2rJTOVxCEtUSwYjvmDES+I8oEnBnmdLrfNZjVaLQaLWW8yag16tVajUKtkSoVErZKpVTKNWq5Ry9UqmUopVSmlSoUEQPJNk0r4ep3SatHrdUqZVCAScoQCNp/Hkgj4Yj5PxuPIBSyNkG2SsewqlkfLgjSMj7SAxhYnJ+pgf5sndphNpoowcUiE+MVoQJIIKfCQPBmQJSAx4uTHrNyggeXTsdwqlk1GNwpoGvZbOeN7IvpbDv2IouWYfnTEPD5m0Y5ZtCPmd9EiYdKBJ0ZF+VYhzSGleZSMgJEFqpNxv+TN1U3v8rpLMTMY1drdYpPMDsd1wE+3XwaO1uikcXXT++GPd7uXx9v74XBc7/bL3X65N6j0BhUQvYC0MpAj4Mh9lpZGpwBoATXKznmzd0kOrtvDmw64yksBc5hQ/hVpeZWX6kd5uaq/AtMA8nI3+bjZdb4eztfDyaIzW/UW6y5AZb0bbLbdzaYP/K5DTja7083uFLz/BJjZov+1GObAQ6NoAfJCZcYebluHtACFubwizi+I07PGYFTrDSqdQbnVKzZa2WozVWpkQBIZ1FuAJxaJB0At3+d3eX1Or88FVMXuMFvMemBmk85o0Oi0SkCLQi5WKiQqpRRgo1RI5DKRTCqUSviUqgBIJGKeRMwT8FkKuUijlikVYuq9UMAR8wUiHl/K4cp4bLWAZZSwbQq2W8P0qOle3fH+bv0rLTEn59syyN9GC+wRoV4Z7lMkA3LcK0cdorCJ49cxnPK3NumxWXykExyruMdy1pGI/pZPP2LTaSAJdkw/esv4Gi1HzM/QImYyxEwGoAVE+XrWsYHzFsQtXjUraGLDDmEcEmMB6Zvr2z4oip1dtChaGkQGRP/AoSJaud6gcnXTmy0un6Zn55ftVqcACizAYQNfA4ljoEIg6K8305QbVntt9KI8MUBLa1RtnzV6l+TwpjO67YJz7xQwnzDzWVqowj/IIL/G+pWP8nJZA8CMr2tAXm6f2g+z3n5P0rI/Xfaf5u3psrtY91fbIaBlve6tVt3VZrzanK42p+vt2Xp7ttmdAwMvl+uTxWo8X47my9FsMZwt+mDj3mzZBQ1jgJbHSZuq5QNUKFrub4n7W+Lumri7Jm6um9dXjavL5tVl8+KyeXZeH55U+6Nyb1ABWZNGK1usp7NVPFlEsVwsno4gyRCoTgbCkC/ohrwOt8cGYnq7w2yxGkxGrdmkM5t0lLa8aohQLhMBZgAqUolAIubLZaJDk0mFEjFfIuYL+GyRkAtMJhWqlFKZVMjncURcoZAjkLA5Ui5bxWcbxCybgu1SUdrCpPrEwH7Xb6tOHtb1D96LEJc47pHjkBL3yOJOaczE96sZHjnNLPiekf9Wx32r4h5LWUdiJl3AoHEYdCpKoWg5YtGOfgVa5EzaobY4JEww7hK2cBGnKOGT4iH5m5u7wdVN7+KqA2gZjutAFkBMArRidNI4u2jd3A0enk72f21EhvoOSIiBBACI76lcGdnOf0LLYdzS6BVB6AJoGd12T+77w3NycEYAZihgQGH7s7RQqFC0vMpL5SMwF9XBRXV4WRte1s7umuf3zZvH1v20+wCGKGedh2mbomW5Gay2/dW2v173Vqv+cj1ark8Oadk+X2yfL5brk09Qmc4H03kPBPoAmNeuyvbDU+v+sU1VJwEnwBm7u2ne3TRvr5o3l43rq8bVZf3yonF50Ti/aJye1Q5paXUKFC14AYlnQfp4vwDJF3RDftD2YnG6rAAVo0lr0Kv1OpVep9JplRq1XKWUKuRigMGhAVTEIp5CLqa+IJUIwHvwK5GQy+ex+DyWRMxXyMUiIZdBPxZyBAI2X8ziSjgsJY+lF7GscpZTyfRqmX4DPWRmxezgUL0gDgnikODbOl++lRaHJO6Qxx3yuE0cMwn9apZLemQTfKFn/7qW/T01662cdSTet06y2EwWRctbxq9Ei4TFlLCYVJ8YFbc4pSyPkhXQcSNWHuoS435ZMqzY0wKcsbOLFnC9QIjS7hZB4H56Tp5dtE7PSRB3AjD6w+ropEF9/zCx1u4WAUJEK/fdcUuzXyKHldb/y9l9Rkl2lvein3MN0nR31a6cc+hQOecc9q5daVfOOeeqTpM0o6wZpZmRhDDY4IQwtjE4YPsYH46PuTaOIDDBSCJJQkK2MNgIBNiGc+z74e3eKkaCs9Zd679mzbTmAx/4zfM+b3h2L9cYl9uzWm/ZbA1Kt4ABZn6GFvwuGXg1eYuWei/TGKQBmOYwAxZjk2Vptl+ZH1Rn+5XZqjhdFg7O1Q/PN44v1M9dbJy/VD9/qX7xYv3ixeZP03LuQgdQOTrXAlQOjhoHR7Xlfnl1eDrT9bgOblXOl8XZojRblECvgmcyK84m+ek4Nx3nJqPseJAd9TPDQWbQT/f62XYn1Whi9Uay2khU6vFiOZYtRlKFaCwLw0k/0OINnww3Mtv0RotWp1dqdQqNVqFS7+4p5Ns7km25eEcqkosFUiFPIuCK+RwRjy3isYVcloDD5LMZPBYdD5/NAFR4XCbgwWbROGw6h01nMalsFo3JoNBpJCaDwmHTGXQyRNxiUhhMCoNNonLIFCGNJGeRlHySTgQmF0MuFdWnYwRNzLCFHQI5vXT8llnXAj6x4lVx/Uq+d4/rktOtIoqes6Wi37ZD/jkJ8W1i4m0CaIMDbTIhAo1EJpEoJBKFSIKIJMIm6UTLxs/UwjzVwqeQRBRISiPvMCCwJ6bnU0xiin2b7lYzgkYebBMgLtGZ+aI2nVUm0/J4UhmCXctWplKPt7qZaiNRrKDFarTWwsBWZqmWrNSwQimazUdyJbRSwxqdbKuTa3SyhUqsVEtUGli1mao0sFItkSuhmQKSziOpHAyC5ZE3Lt7XEnijD7R05vXestkalZvDUmtQagyKjV6h3i/Uu/laL19pZcrtTLmZLrXS4FLmW2oBI8NxLetgQJHpzfL9eWG8KE5X5emqPFmWJovieJ4D67Gj8zUczMWL9UuXWucutM5d6gIwOJXLd47WVl8nVPYP6/uH1dWqsDosHR1VDs9Vj45qq4PKalWaLQqzaWEyA78WZ9Mi+HU2LQAnk1F2PMyM+plhLz3opwf9dLuTaraStXqiWouXa7FSNZovouk8nClFk7lIJBkAg/F9sMMbsLt9VrNNazBrdHqlRrun1uye7IDJxYpt6a5MvK5FIuBKhTyghceicxhUDoPKZdKAFjGfw+exeCw6k0Fh0cgMOpnDoLJZNDqZyGRQOAwqnUZiUkngv9LJJCaVxiRT2SQyl0wS0ElSNknJJ6lFkGWHYtujuDQ0n4EZNLPCNhZsZ8M2bsjCDr9FmOACf9DEDJqYASMDaAnoWF4F07PHcm7TrSKKgUtQ0m/fJr1NTPg54dbbeYTb2cQNBnGLChFJRIgIkYkQGd8B2yJunpyxkAhE0iaRuEWENihEApW4ySAQmYQt1haRtbXFI4HCQpJQSds0koJJVrEpai5ZLySbpGTbDtWjYQZMnJCdj7hEZ8bjxGgUH41S41FuPCz1B6 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Term
What are corneal pigmentations? |
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Definition
Pigment dusting of the endothelium
Common again change
Can develop into Krukenberg's spindle--pigment in TM that blocks outflow (check IOPs) |
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Term
Where is Ferry's (iron) line? |
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Definition
In front of a filtering bleb (last resort for glc pts) |
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Term
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Definition
Advancing edge of pterygium |
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Term
Where is Hudson Stahli's line? |
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Definition
Where the lids meet (normal aging) |
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Term
Where is Fleisher's ring? |
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Definition
at the base of the keratoconic ring |
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Term
Describe Kayser-Fleischer Copper Ring |
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Definition
Peripheral copper deposits in Descemet's
Green-brown band in corneal periphery
seconday to Wilson's hepatolenticular degeneration
Tx: determine if they have copper metabolism issues, refer to internist
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Term
What is Coat's White Ring? |
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Definition
small corneal opacity that is residue of previous injury by metallic foreign body |
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Term
Describe corneal dystrophies |
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Definition
Begins in 10-20 year olds
Bilateral symmetrical, slowly progressive
Effects central cornea more than peripheral
Located in one cornea layer
Avascular
No associated systemic disorders
Eye is otherwise normal |
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Term
What is Meesman's dystrophy? |
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Definition
Begins at 6 months old
Epithelial vesicles
Asymptomatic until adulthood, then irritation, photophobia, lacrimation
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Term
Epithelial basement membrane dystrophy? |
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Definition
Occurs between 40-70 years of age
More common in females
Disorder of the basal lamina
Also called map-dot-blot-fingerprint dystrophy
Most pts asymptomatic--but epi erosions and decreased VA can occur |
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Term
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Definition
For epi erosion: cyclo, antibiotic, pressure patch
After epi is healed, use hyperosmotic drop
Use soft water CL to discourage erosion
Can use RGP to increase VAs |
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Term
What is Reis-Buckler's Dystrophy? |
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Definition
Bilateral, symmertic symptoms begin at 5 years old
Recurring attacks of erosion produce photophobia, FBS, injection, and pain
VA's deteriorate at 20 years old
Fine opacificatios of Bowman's-- corneal clouding with opacities
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Term
What is anterior membrane dystrophy of Grayson Willbrandt? |
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Definition
Onset 10-11 years old
Moundlike opacities with gray-like, macular appearance
VA variable 20/20--20/200
possible of Reis-buckler but has a later onset, infrequent erosions |
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Term
What is honeycomb dystrophy of Theil and Behnke? |
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Definition
bilateral, begins in childhood
progressive course of honeycomb-shaped erosion and decreased VA
VA beomce 20/100 in 40-60 years old
Corneal erosions cease b/w 30-50 years old
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Term
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Definition
apparent in 1st decade of life
Small, demarcated gray-white opacities separated by clear tissue
VA is fine, no discomfort
As it advances, lesions become larger, increase in number and coalese into stroma
Looks like a Christmas tree
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Term
What is lattice dystrophy? |
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Definition
bilateral, VA impaired gradually
requires corneal transplants by 20s-30s
appear as fine lines, dots, ovals of opacities in subepi
may appear as haze in anterior stroma
opacities coalese
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Term
How do you treat lattice dystrophy? |
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Definition
cyclo, antibiotics and pressure patch for epithelial erosion
then use hyperostmotic drop (after healing)
thick CL will discourage erosions and mask irregular astigmatism |
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Term
What is macular dystrophy?
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Definition
Progressive vision loss, irritation and photophobia
Recurrent erosions may occur
VA severly impaired by 20s- 30s, opacification involves entire corneal thickness by teens
clinical manifestation between 3 and 9 (diffuse clouding in central cornea)
with time clouding extends peripherally and deepens
opacities have distinct borders and protrude anteriorly (causes irregular epithelial surface) |
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Term
What is gelatinous droplike dystrophy? |
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Definition
rare form of primary famililal amyloidosis of cornea
appear in 10s and 20s,
redness, irritation, photophobia, lacrimation, decreased VAs
bilateral, central, raised multinodular supebi mounds of amyloid
start white, become yelloe
late stages = cornea has mulberry appearance, profound VA loss |
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Term
What is Fleck's dystrophy? |
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Definition
no VA loss
some photophobia
semiopaque flat opacities, oval or comma shapped
appears in 10s, bilateral, asymetric, or unilateral
associated with: keratoconus, limbal dermoids, cetnral dystrophy etc |
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Term
What is central crystallie dystrophy of Schnyder? |
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Definition
VA not affected
bilateral, ring shaped opacities that has needle shaped crystals
centra cornea (ant stroma)
may be due to hyperlipidemia
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Term
Describe pre-Descemet's dystrophies |
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Definition
resemble corneal farinata, but larger and more polymorphous
consistes of six types of tiny, deep, stromal opacities
dendritic, stellate, boomerang, circular, dot, comma, linear, axial |
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Term
What is anterior keratoconus? |
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Definition
congenital, appear in 30-40s
scissor reflex, muson's sign and fleisher's ring
apex of cornea thins in proportion to disease progression
Vogt's striae
fine stromal scars at cone apex (rupture of Bowman's)
corneal hydrops
Tx: glasses, RGP CLs, penetrating keratoplasty |
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Term
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Definition
rare, bilateral, globular cornea
highly myopic and astigmatic
stroma thinned
acute hydrops
no CLs (risk of perforation), keratoplasty difficult |
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Term
What is posterior keratoconus? |
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Definition
rare, focal increase in curvature of posterior corneal, normal anterior
present at birth, nonprogressive |
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Term
What is Fuch's dystrophy? |
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Definition
Loss of endothelial cells, corneal guttata, stromal edema, epi edema, corneal scarring
guttata: dewdrop like endothelial excrescence
endo cell's function lost |
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Term
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Definition
Hyperosmotic drops
Hair dryer to dry out eyes for 5-10 mins
bandage CL relieves pain
PKP when VA is resuced |
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Term
What is congenital hereditary endothelial dystrophy? |
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Definition
recessive form present at birth
dominant form associated with deafness
bilateral diffuse corneal edema
corneal thickness 3x greater
opacity staionary, progresses slowly
Tx: penetrating ketaoplasty |
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Term
What is posterior polymorphous dystrophy? |
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Definition
bilateral, asymmetric (rarely unilateral)
deep corneal lesions of various shapes
gray white opacities that are thickening of Descemet's, borad bads with white scalloped margins
some are congenital
normal VA
Tx: PKP if corneal edema, otherwise nothing
[image] |
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