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CV
CV
198
Medical
Professional
12/11/2011

Additional Medical Flashcards

 


 

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Term
Cardiogenesis: 3rd wk
Definition

Cardiogenic region: Horse-shoe shaped encocardial tubes

Embryo folds both cranially and medially

 

[image]

Term
Cardiogenesis: Wk4
Definition

Endocardial tubes fuse: 1 tube, 5 regions

-> Begins to elongate, loop, fold

Heart starts to beat+blood starts to circulate (Day22)

[image][image][image]

Term
Cardiogenesis: Endocardial tube (wk4)
Definition

Bulbis cordis (yello): RV, aorta + pulm outflow tracts

[image]

1o ventricle (red): LV

[image]

1o atrium (blue): LA+RA ant parts

[image]

Sinus venosus, R/L horns (green): Sup VC, part of RA

[image]

Term
Cardiogenesis: Wk 4 Endocardial tube folding
Definition

Bulbis cordis (RV, aorta, pulm trunk): Inf + Ant + R

1o ventricle (LV): L

1o atrium(ant LA+RA), Sinus venosus(SupVC+RA): Sup+Post

[image]

Term
Cardiogenesis: Week4 Interatrial septum devo
Definition

 

1 Septum primum grows -> Endocard cushions, forms Ostium Primum

2 Ostium Secundum forms in septum 1o

3 Septum secundum grows->Endocard cush, forms Foramen Ovale

4 Ostium Secundum grows; Upper part Septum 1o degen, leaving flap over Foramen Ovale

5 Fossa ovalis forms


[image] [image] [image] [image] [image] [image]

Term
Cardiogenesis: Wk4-8 Atrioventricular canal
Definition

 

 

1. Muscular Vent Septum grows from floor towards fused endocard cush

2 Intervent Formamen forms

3 Conotruncal ridges form on wall of Truncus Arteriosus

4 Aorticopulm septum forms, sep Truncus Arteriosus -> Aortic + Pulm trunks, fuses + musc Vent Septum, forms Memb Ven Septum

 

[image] [image] [image] [image] [image] [image][image]

 

 

Term
Cardiogenesis wk4: Atrioventricular canal
Definition

1 Common ventricle + common atrium

2 Endocardial cushions grow together -> shift R

3 Sup + inf endo cush fuse -> Form R/L AV canals

 

[image] [image]

Term
Cardiogenesis: Wk5 pericardium devo
Definition

1 Pleuropericardial fold grow -> Midline

Root/fold migrates -> Ventrally, brining phrenic nerves

2 Pleuropericardial folds fuse -> Partition thoracic cavity:

Pericardial cavity + 2 pleural cavities

[image] [image] [image] [image] [image]

 

Term
Cardiogenesis: Aortic arch vessles, Wk5-7
Definition

Day29: [image] Wk7:[image]

Arch 1: Art head, neck, trunk; Regress - Maxillary; 2 "; Regress - Stapedial

3: Common carotid art

4: R: R subclavian art; L: Aortic arch

6: R: R pulm art; L: L pulm art + Ductus arteriosus

7: R+L subclavian art

Dorsal aorta: R subclav art + Desc thoracic art

Aortic sac: Asc aorta + Brachiocephalic art

Term
Fetal v Postnatal ciruclation
Definition

 

 

 

[image] [image]

Fetal: Blood-O2 placenta -> Umb vein; Ductus venosus: Byx liver; FO shunt RA->LA; Ductus arteriosus: Byx pulm; Umb art: Blood-deO2->Placenta

 

Post-fetal: ^P(O2)alveolar-> Pulm vasodil

Spont: Umb vein->Ligamentum teres; Umb art -> Medial umb ligaments

10-15h>birth: DA->Lig art; DV->Lig ven; FO closes, forms Fossa Ovalis

 

 

 

Term
Heart: Anterior
Definition
Term
Heart: Anterior BV
Definition
Term
Pericardium
Definition

15-20mL lubricating fluid = Ultra filtrate of plasma

Pdt of epicardium

Term
Pericardial sinuses
Definition

Transverse [image]

 

Oblique

Term
Pericardium: Blood supply
Definition

Pericardiophrenic artery [image]

Phrenic nerve, C3,4,5 [image]

Term
Heart size
Definition

Male: 325g +/-100

Fem: 275g +/-100

Term
Heart: Right Atrium
Definition
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
Term
Heart: Right Ventricle
Definition
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
Term
Heart: Left Atrium
Definition
Term
Heart: Right Ventricle
Definition
Term
Heart: Valves
Definition
Term
Tricuspid valve
Definition

BF: RA->RV during diastole

S1 sound: Tricuspid + mitral valves close

 

Stenosis: Diastolic Decrescendo,crescendo(click), ^CVP

Regurgitation: Holosystic systolic, ^JVD

Term

Mitral valve

 

Definition

BF: LA->LV diastolic

S1: Closing mitral, tricuspid valves

Stenosis: Dec-cres(click) diastolic, Pulm HTN [image]

 

Regurg: Holosystic systolic,L-sided hypertophy <img 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

Term
Pulmonary valve
Definition

BF: RV->Pulm artery, systolic

S2: Closing pulm, aortic valves

 

Stenosis: Systloic Cres-Decres: ^RV P, RVH -> RAD

Regurg: Diastolic Decres: RVH, RAH -> RAD

Term
Aortic valve
Definition

BF: LV->Aorta, systolic

S2: Closing aorta, pulm valve after ejection

 

Stenosis: Systolic cres-decres, Large dP: ^Afterload [image]

LVH, paradosical S2 split(expir), vPP, L-sided HF

Regurg: Diastolid decres, ^dParterial, ^PP, ^MAP, LVH, louder on expiration

 

Term
LV hypertrophy
Definition

LAD (Lead aVF-QRS, Lead I:+QRS) [image]

Causes: Aortic stenosis, HTN, pregnancy

Po line: Shift L+up

vVent compliance: Fo line shift up

 

-> LAH, pulm venous edema, pulmPcap, pulm edema, ^Pwave

Term

Murmur sounds

 

Definition

Louder during inspiration: ^VR -> R heart

Louder @expiration: ^VR -> L heart

 

Aortic/Pulm stenosis: Sys cres/descres

Aortic/Pulm regurg: Diastolic dec

Mitral/Tricuspid sten: Diast descre-presys cres click

Mitral/Tricusp regurg: Holosystolic

Term
Heart: Blood flow
Definition
Term
Coronary artery BF during diastole
Definition

Opposite of most arteries in body: Backflow due to elastic recoil -> Cor art fills when myocardium relaxed

Term
Cardiac cycle
Definition
[image]
Term

Body fluid distribution

 

Definition
[image]
Term
Body fluid disturbances
Definition
Term
Cardiophysiology: Equations
Definition

MAP = CO*TPR

CO=HR*SV

SV=EDV-ESV

PP=SP-DP (Prop to SV)

EF=SV/EDV

BF organ = MAP-RAP/R organ

O2 uptake in organ = BF*(A-V)O2

Fick: CO = Syst O2 consumption/(A-V)O2

Term

Diastole

 

Definition

Ventricular relaxation: Vent fill with blood from atria

Between S2,S1 sounds

ECG: PR segment (post P: Atrial depol, pre-QRS)

 

Term
Systole
Definition

Ventricular contraction (Depol)

BF: RV->Pulm art; LV->Aorta

Sounds: Between S1, S2

ECG: Start @QRS, lasts through ST segment

Term
Heart: Skeleton
Definition
Term

Heart: Coronary arteries

 

Definition
Term
Heart: Coronary Veins
Definition
Term
Active hyperemia
Definition

1. Myogenic response:^MAP->^Arteriolar stretch -> ^AP freq, vasc SM -> Ca2+ channels open -> Ca2+ influx -> Contraction

 

2. Metab resp: ^[Metab vasodilator]: Pdt>BF rate

Fcn: v[Ca2+] vasc SM -> SM rexlas -> ^Art rad -> vVasc rest -> Organ BF

Metabs: Adenosine, K+, Lactic acid, Katp channels

 

Fcn: ^Coronary BF to compensate for ^O2 consumption

Example: Exercise

Term
Coronary BF @Systole
Definition

Systole ^BF for most organs @Psystolic

 

Left coronary BF (80%) @Pdiastole

LV systole: Vessel compression->^Vasc resistance, vBF

Term
Myocardial energetics
Definition

O2 demand:

1. Inotropy: ^100% ->^200% O2 consump

2. Intraventricular P, HR: ^100%->^100% O2 consump

3. EVD: ^100% -> ^5% O2 consump


O2 carrying capacity:

Term

Coronary arteries: Right

 

Definition

Len: 2-3cm

Start: R sinus @ R cusp along AV sulcus

Dominance: 70%, RCA -> Posterior intervent artery

<img 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

Term
Coronary arteries: Left
Definition

Size: 1cm

Start: L aortic sinus

Dom: 20%: LCA (CLX) -> PIA

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

Term
Pulmonary circulation
Definition
Term
Pulmonary v Systemic circulation
Definition

PBF = CO

BF greatest @ base of lungs

Pulm vasc resistance, P LOW = 1/5 systemic resistance

Not regulated by: Symp, vasodil metab, autoreg

Tissue hypoxia -> Pulm artery constriction

2 blood supplies: Pulm art (heart) + Bronchial art(+O2)

Term
Pulmonary Arterioles: Function
Definition

v[O2] local: Local pulm arterioles constrict -> vBF

 

v[O2] all lung (^Altitude, edema)

-> All pulm arterioles constrict

-> ^P pulm art

-> ^Afterload

-> RV hypertrophy/ heart failure

[image]

Term
Skeletal muscle BF
Definition

 

 

 

[image]

Term
GI circulation (words)
Definition

 

Portal circulation: Splanchnic bed: Stomach + Spleen + Int + Panc

Portal = 1 cap bed -> Another cap bed


Blood supply: 1: Hepatic artery+O2, 20% supply, 2 Portal vein, 80%


Regulation: Symp (NE/a1 rec) ^Art constric, vBF; Psymp: ^BF

Term
GI circulation (pic)
Definition
Term
Cirrhosis: Impact on BF
Definition
Term
Resting BF: Regional
Definition
Term
Regional circulation: Blood flow calculation
Definition

BF organ = (MAP-RAP)/R organ

 

Varc resistance change = Change BF in diff organce

Psymp: B2 rec/Epi -> SM arterioles contract

Symp density: SM arterioles relax

Term
Maximal BF
Definition

Skeletal muscle: Max >20*Rest

Heart: 5*

Kidney: ^16%

Term
Vascular tone
Definition

 

Greatest control: Brain, Heart

Term
Regional O2 uptake
Definition

Organ O2 uptake: BF*(A-V)O2

 

Extraction occurs in capillaries

Det by #open sphincters (total surface area)

 

Compare to Fick eq: CO = Systemic O2 consump/(A-V)O2

Term
O2 extraction: Regional O2 averages
Definition

Arterial blood: 20mL O2/ 100mL blood

Venous: 15/100mL

Coronary sinus: 5/100mL (75% O2 extraction heart @rest)

 

Term
Fick equation
Definition

CO = Systemic O2 consumption/ (A-V)O2

 

[image]

Term
O2 uptake: Heart v Systemic
Definition

Heart @rest: All pre-cap sphincters open; Max O2 uptake 75%

^O2 uptake -> ^BF

 

Systemic organ @rest: Max O2 extraction

^O2 uptake -> ^# pre-cap sphincters open

 

[image]

Term
Autoregulation
Definition

Where: Brain + Heart

Why: No SNS innervation

MoA: Myogenic + Metabolic responses

Range: MAP=60-180 mmHg

 

MAP>100 -> ^Pcap -> Local arteriolar const

MAP<100 -> Vasoconstriction -> ^TPR

Term
Autoregulation: MoA
Definition

MAP>100 -> ^Pcap -> Local arteriolar constriction

MAP<70 -> ^TRP -> Vasoconstriction

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

Term
Vasodilator: Adenosine
Definition

Freely diffuses out of cell

Fcn: Potent vasodilator

^ When ^ATP

Term
Vasodilator: K+
Definition

^K+ -> Faster phase 3 repol -> ^AP freq ->^EC [K+]

->Local hyperkalemia -> Hyperpol arterioles -> vCa2+ influx -> Slower phase 0 pol -> Vasc SM relax

Term
Vasodilator: Lactic acid
Definition

^ECF lactic acid: O2 demand > Supply (Glycolytic metab)

^H+, CO2

Term
Vasodilator metabolites
Definition

MoA: v[Ca2+] within vasc SM

-> SM relax

->Arteriolar vasodil

->vVasc rest wi organ

-> ^Organ BF

 

vATP activates Katp channels -> ^K+ efflux -> Local hyperkalemia

 

Metabolites: Adenosine, K+, Lactic acid, H+, CO2

Term
Skeletal muscles + Exercise: Active hyperemia
Definition

^Metab rate -> v[O2] in tissue -> Synth vasodil metab -> Vasodil Skel Musc arterioles -> vTPR -> ^BF to skel musc

 

Initially: vTPR -> vDP

 

Compensation: vTPR -> vMAP -> vBarorec firing -> ^SNS -> Venoconstriction + ^Inotropy ^HR -> ^CO -> ^DP

Term

Reactive hyperemia

 

Definition

Transient ischemia (No ROS pdt) -> ^BF when restored

Ex: BP cuff occludes BF = 0

 

MoA: Myogenic + metab response

Term

Brain circulation: Exterior (Image)

 

Definition
Term
Brain circulation: Arteries
Definition
Term
Brain circulation: Arteries (words)
Definition

2% body mass, but 14% O2 supply

^Vulnerability to ischemia

-Mins: Loss consciouness

 

4 sources: 2 internal carotid + 2 vertebral art = Basilar art

Circle of Willis: Basilar art + Carotid art

-Mult blood supplies

-Protective x damage

Term
CNS ischemic reflex
Definition

CSF: Formed in ventricles, v[Prot]

 

Rigid skull: ^P poorly tolerated

Cushing rxn: ^IntracranialP -> ^VenousP -> Edema

 

vPerfusion medulla -> Large C1 (symp discharge)

 

Tx: Relieve IntracranialP

Term
Cerebral autoregulation
Definition

No arteriolar constriction: No vBF -> Brain

 

Focal active hyperemia: Resp to localized O2 demand

Term
Cerebral BF: pO2, pCO2
Definition

O2 extraction: @pO2=50, 16mL O2/100mL blood

Hypoxia: pO2<50 -> Arteriolar dil -> ^BF


^CO2 -> ^BF: ^Sens to d[CO2]

Term
Factors affecting cerebral BF
Definition
Term
Cardiomyocytes
Definition

ICD elect + mech btw cells (see ICD)

Sarcomeres

T tubules (Diads, T+SR)

SR: Ca2+ reservoir

PF: Cardiomyocytes optimized for AP conductance

Term
Intercalated disks
Definition

Connections btw cardiomyoctes

Mech: Fascia adherens: ZA (actin, a/B integrin) + MA (desmosomes, Intermed fil)

Electrical jcn: Gap jcn, permit H2O flow


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

Term
Purkinje fibers
Definition

Cardiomyocyte optimized for AP conductance

SA node -> AV node -> Bundle of His -> PFs/ Ventricles

 

[image] <img 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

Term
Sarcomere
Definition

Thin: Actin, Thick: Myosin

Term
Sarcomere: Actin/Myosin interaction
Definition
Term
Cardiomyocyte sarcomere MoA
Definition
Term
Cardiomyocyte: Synchronous beating btw cells
Definition
Term
Major arteries (images)
Definition
<img 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0/vmupam9lmhwGLwoYEhqytrPV09rDo+RpV433HB4N9g089vFq0LaCYOHIORXesCwkMycIRi3jF/j4BhlMDg8pIACXYzDaxqMZOms1sM+pMJ0enk2OTk2OTU+NTM1Ozc9NzA70DE6MT4yPjE6MTf+A2NTY+OT48MTY0OjY4PTUyNdE7N9KVBQNhEiNgoU8D3B9JJZUD/W3imrLWpnLjySBgHluYl0iqs+sVvIeOn4OiAzicnIEB9epqz+pz7fqSen1RWV2SXkRLaFXQdTuDp3v9x3vtZcVYSQ0fBAp09bh72/FKQJjv+FT31u5kaRnaZBw0nI6ZDSv7r5ZQmekuro8c6EmBkjz40UT7Yrv8ycf/Gnv/8yERO+DyexJSakshsU9cuDXVuvN8YGhI+enn7/z9W3/14PFlYTmjo1VcJym4d/uXVz/7cZOqWH80HxF0n1eAfDatrSwl5hET2IyUcgEOluQRF/XoYGfkxWpvPi01hxAjLMEuzWt9n17KSPFX1LKJ2HgmJbWnQzgxIh4fEU2MVna2FYYFX2tvLNbtzdJJyXhk5PJMB5uaoahmkLAxrLzkiiLs7FgDERUlYONGexq6tLKRrqaRrkZiZqJGzqurpZfzMwtoCXUScr2UplHkSypzJSJiV2uhTExMiHbsbCp7tT4xNdwWHeoDBUeBkyMgsU8RMa4VOTBRdqqCSZIyqbICegEuHZEYDZhPAMBmNOrtHrM/tXyjG+333vXixQsKhbKysmI/tfv6LBaLyWQymUz2EjY2Nu7fv//FF194eHi4ubm5ubl1dnbCYDAymWy1WkUiUUxMzNjYmKOjY0BAgKur6y9+8YuRkZGsrKy7d++CQKCrV6/29vb29vbevn2bw+EEBASIxWKz2UwgEDAYTFdX171792JiYlxdXeFw+MjIiJub2+DgoKenZ1NTE5vNfvjwIQQC+fDDD/l8vlAojImJ0el0NBoNBAJZLJbq6uqIiIjT01Or1Xp0dPRtz+EPlNevJzMAmAHAYgVsJgAwGc37x3vrUb7uGXHhdFyKz5OHnp7uHk99A0PiEkARHY3lVv3UwrPq8RFRT1flb379o3QEJI+WHRDmGx7j2dZdPjcn5bEju5qp82MVbFqstoEJWGaPD4ayCYn371x96nWPyUV1DGmJrNzqerG8WdLaU2W0jen186bTF8+mhn2fero4P3Ro5+cmPb6y0SbvKGXcf/cf5TkZ7WzSxe86DJYxdtrlDWz8Qrf05WJ3Z5vIx/fLH/zwry5c+Ic0aNjOxsTSXDscGnDv9i/Z9HT90TyFBAn0uTHQLR7uk+ZmxWGRIWRSfCErLTLk7sSw/GBnLCb8UQ4hJiPFe3xIkpHiffniD+XiAucHnzo/+E21kNTVxpdLstta8jdWm9jMJIWYMjOiLuPi8MjIpjpBU53A3+Pa1YtvsfKSu5pLZ8casjHRAjZOWsm68pufYVITManx6eDQskICERWFR4bWVBDrJQylmLW51Kut42rrWVXlmU0NdCopoqaCtLHYNzHYCk2KhyQlswr4lUU8VRmnhootwSTUUtGV5MzyPAwLk+Zx72a9VGwz6a1mPfC/xMX/h5N2lm6z2d4g7cxRbnegm0wms9ms0+mamprKyspKS0sFAoFAIFhaWpqamlpeXrZYLGtra729vRaLZWxsrKioSKlUdnV1nZ6enp6eyuXyioqK2dlZq9W6t7dXX1/f39/f39+/trZmNpsnJiYmJiZsNtvCwkJFRUVFRYVOpzs+Pm5ubt7Y2BgeHt7d3dXpdHK5XC6X9/f3Ly8vb25uDgwMnJ6eLiws2Cudn5/v6+szm81Go9Fi+c/Opry2+XbSvvLxm63HFv1+ET3nzmcf4FNAuVhUUiIkITHlqU94fGwwhwGx6Ect5j6LYWp5odPf57Gj45079277h/qERntExD5iF0CXZhVdTWyZEF9AjX2+VK8/GbaaJisriB/+6ofw9OjnL8bH5kbjYNCHbk43H1xt7661ArO6kzmr8aW0pvTzSx/T6DkOo1X5HEhQbRbM+5N3UU/vn/ZpthrFXQWEvTapbaJ9Qs6XF2K2n3WsLXXR6WlvvfOda1ffqygh72yOtWhKgnxue7peJmeDbcbnKjnn4d1f5hBAQ7210moqFhnCLYA3KJnQpCdkEshmXCwrxj5x+vDmtbdatXyVgnH54g9lYsZH73//+9910NRzOlq4rU0Fi88Uk2PVKIQPJj1gckgpq6ImRDmLSkjFBeinzp9deOevuppLR3qrZsfqaypIOdg4rbL43vWP3vvx33s+ugEKdecxMgUcFDotGBzrrBSzCumopjqBgIMSFMJZ1Kg6KZGaE1JVhh3rl430t2Zn5yQlZYaFI6ID4+N9A7loeAkmrhgbV8fDkFMjGKhkSGRQiK/3y41VwKYHrH80m/YfM1xfL+SsqDdIOxO7WbNPr53hZz03+WbPYDab7SlvNOYsm33i6/Dw8Gxm7KzwszacTZQZjcbT01O7UbVarQAAGAyGMzN7VqzdgtnvOrvRaDRaz71E/mPy2jf7mjTAZraZjQaj6dhqOAQAw2Rvs+/jW7lYTEI81PWJT0BITDzIn8OKtRoHTKbOw73+/d25pflxqVTR3tnW3NPk5X/fO+B6R1sZYHm+NtdSmo/oaysCgAmDbsBgGFLI84KCbsfGe7v5PHD1dvfwDyOz6Jl4OJ2B1J1OnB7PHu09IxBgjo+uUpnZDnO13O2W2iYamg8OXauvNA00mvo0K7VF/QVEYLx1RsZvK89rrKToD6YqyogoTBQWFYNICZkcbGhtLGNSUj1dLyfGui3NtUtEtKuX3g4LvDvQLWaQk5lUCLcAXisi+Xt/AU16svNiYGFW6+d15YnTh+UCzNxkfVyUk0RE8/G4+tH7/7NcgJubktdWESbHqlu0BdAkp1tfvN2m4Y8PSP09L+fgYnNwscXszKcun5bxUGP9NaN9tS1qXhkXo1XyqVkwz0c3Pn7vn4K87qLTwvmsDEU1A5UaSMLEkzCJWmWxto4rKIS3aOhDvYKI4MtVZXj9wdzm2mx3/0A8JDMFQUfD8XF+gZmRwRRwsJiKVPCIsBD33/zkH3PQ6UF+3pvrazbA8p/XgDP5k5J2ptDWr2zaGWlviH2a2y72me6zCWK76hsMhrPmHR4e2suxzzKfzUTb7d4ZaXaizF+J9SuWdDrdWaK9ap1Od3Jyctbgs2bodLr/5OP9LWkWALACViNgMhiNxlOL7nBlepidjQl2ve/92BmSmBoHgqYhMOWl1I11FQBMmkzdEyO1/T2KpflxDAYTnxR75c5nj55cLuCnALbFyeHaDg2/ScYETLMmw7BJP2nUz4pF5M8u/jg2LjAqPpSSz8TmUGISYlF4GIMB15+MGk5mns10ZmYmRcWHpiDADgcdisNO5V6LxNineVFXcdxSa+vXyBGggtAnJ601x311r4brW6qor9Z7KksJXD4ai4oK93esry1o05YvzbUzKalwaMD2xrBQkH310tuhAXcGusUCLrqylMCiQYm4CCIuwt/7i4HuqqmxOt+nlwN9roDjXXZe9Emq8sqLCeXFBMfbP/fx/Gx0qAqN9G3Rsva2e0qK4P6eF9s0nMXpBmiCKzTeraIIKyzGNanYLepCjYI+1l8zPlibhQrDIcLKeURsevTH7/19kNetbHSsopomLCIycqFRQY/YVORYn2L1WWsWOoDPjq+TEkn4gL72csC8vn+4sbCxkYLOjoXhIOA0WGxMgq87IsyjkoZprGAlh3j+89/8RWyof3hE8OrGqsFqtgJ/8t7j12E4j80b8m2knQ/IsGv2WQfyG4s9u2oymexo2S+dGaLzGYxGo/3grCKTyWSHzQ7zWY3249PT0zPA7JS+UeZ5LM/S/ygP83Uf0gbYTIDZaDEaT/dfbvi63n945SICFB7k7glNSGXSC1PSke2dNQAwZjR0m4y9xwcjz2Y6M9IS/Px84sGRadg4Fh+xc9Q5Oips1xaszKqa5PTTvf7jwx7j6YxJ/5xbSMzNzRib6n+xv7W4/hybmxeTGBkc7jw1UW88GTSeziw965qe7WcJ2LVqscOqvGRFJjD2NBy1yparuUC/Zq2Gt1ZTaGiXrtUU7rRVvxpRtlSRe5oFz6Y1sfHO8SBXcIxbfW0BYNmoriDbO5BLc+18Njoi2PH65XcEXPT0WAOTCqksJbBokGohMTr8boMi/3h/Ahz/JCrsDjjeZWFWc7Q3PtwnrRWR3Zw+drz97uiQuLQIwWUn645Gutr46VCPrhbe3lYvDhmEgPkKi3FpYE9RKU6jYIrLce2N/NkxJZsGI2FjJEIqIyclyOtWmN9tEjZGWIwDx7giYP4kDKiAklZATRnrr4mLvIOEu5QXpUlEhFcbI4Bxd2S0Lwme8TQkHJSWDoVByJjU9AjfyhyUlJUrKaCgY8Pf/bu/cbt/m07NNZlMZqvNbP2jkfZtRP0RSTsvZ3p8vgFnvcczdbdfOlN0e37jV3KWzWAwWL7qc1oslrOrZ6Wd1aLT6XQ63Vkb7LfYyzxP1xvtfKOp/2F5PVSzAIANMBstVrN+9dnMzc8+LMzB83Kw8Li4AE9/P+/AGFBiRkbM/KIMsE2aDMPG05mj/bngwCfePm7JqXE1qrJiIXFlSzM6Wn5y0AmYx5uVVGp22OnRoEk3v7M1zuWQJ8dH1dpGTHaWh6+/h29gcFigRMIDLEuAYciqn6kozV1em27p78vNpzoctys2lOWWXo21T23sUFi7FJYO+bqYbe6QGDskR31S3ay2pSq3VVVwsDtEyI7iFMC5+Rnc/MypUXV1BdnT9fLdm7+QiGj1UnYWJvr9n/33tGTf7jYhLjOUQQa7PvqgSc2pFhLxqLCdFwOUnITI0C+xyCAmNcmif3b4anS4vzY6/C6HBZOKSR0t/Lbmws5WXltzYTrUTVGTtbfV3dnMFxZjhMUYJ8f36Lnx9Nz4ga7yga7y3c2u2TFlf0elVERJh/grxQwSNqqQkSqrzqVmx7PIYIWYwiKDyVnR44NVJbyUyrK02kp8CRcx0q0c6mpBozMxpNzA2Ej/hDBQfFBM0ANcYhAzLV6WT+FhUeiYyEhPJ1Cw3+rKgsViMZoBs9Vm+WOw9oZW/V7595L2dT7PTm02m72nd35UZj3nQbF8FXx4lm4ymc6CHt/Iaafr/EDu/JDPYDDYU853jO3ZzlLON/XssfxRMLOekWYG7LMagM10ur+dEO7v/eBWaqR/WT6DQ2fFx8aHhEXEJQZWVuM3N9rWVrTrK52nR/PCcoaTy5ePXL68cf+ST/DtgqKk2TkRYO05PWipE6OK2cmGk4nFuaaXm8MVJVxwItz1iVdEXFwCFO4fEhMcEjg/2wdYFgBz38ayprAQ3dHfEpIIfuju4XDQLDF0qyy9GkuvytajsnYpDtXCQ3W5pVNq6pIe9Un1803z3aK6mrz1lXYEKrCYj+IVINOS/dOS/Xs7xDHhTj/+578M9vuyTVuOSg9JArm5O3/a3SbksTMyUnxDA282qTniyuyEGKfh/tp6Wf6Tx7+OCL5TK8rd3x7W1BccvhrWNuQP9FSKyrFDfZV0cpywNLO/u5SICRSVITdXmpdmVRVFaBI2goSNkIhIjcp8iYj46kXPqxc9EhEJleZPzU6UVVH7OyoLmTAiOkJQmIHNCKaREqrKsijEuEImbHywioQPKiuClXDTZdXkke76Sn5BUkICAkVAEUjRyVA0IoWJg9LSQQE3Py7CpKh4DJC7EyTIu6aYbzMZTQajxWKzWoHf//d+i5wfjJ294O29Kfv+67076781fefLOTu2/k6PyBvDvzPAzoU3/RY5ey3nL71Ry2v1PXfJfnyGme1ccPAbhXzbMznPsF3+WJhZz0iznVk2E2A1PBvr835wKy3CHwdN4DGp2Tjc3XsPsoiZa5ujRt3C1npHSyN3akL5YnO4q1clVVbFQmIfOF8t4GVazDMbz5Uzo8JiVlx1KQowLzQ1cF9s9FeUcMJCQIlJcDKT3dTRHx6THIzQ084AACAASURBVBQcMD/bszynmhxib6w0FHIRSFwKDEuIjEt20HXWGXsajL31xl7lprxIS0harmK+ahDsq0uAEZVxvMG41DrXI1LUZI+N1qajA2trKVn4KD47k5wN1tTxnR/85u/+1uHa5+88m24WcNG0XHBEsCM3P2N6vD408DaPDZ+brLeT1tlSur89eufGz/72rx2IuKjhfnFXWzFgW5ybkqvrmGwmpKOFzy2A0cmxc9NSlTyXlhs+PlRpPB5dnK4v4yEFhRmCwoxaYXZyvFO9lPLqRVeDnIZK822qL6RmxzfIGfVSChEd1qjMx2YEO9/7Za0wR1SKK2QmTwyLmtWMEl5KROAtWRVVJmKPdLZkpKSBQNBECOKpX0SQj4+ES4H6Pbz2o78uxiSpuDk8HBwS5N3dUA8YDBa90Ww0/Q4v/3mj8XX1sieedyTYbLazQYsdNutXBNq9dtavzMsbsJ0n9ryr8A8kzfr7nDFv2Lpvu/Eby3mj3q8/im98a5wv7ffC8++S16HJNvvsvxWw6QHzCWA5FhaQwUHuKHAkOMoPBo7DEQjJMEhldenkRBtgWXq+qJmaEvP5CA4fT6YTL9+86e3nubA0BljWp0erZ0aqB9oKuYyk7c2eqgrii43eHCIyFYak0QsjYqEpCEJ4TPLduze1jRVjg8LJoXz9cQ+XB7/z6AoEhUlDkhyMfRpDb4O+p25NWVQc5yNJj9iqK7YN1O+qS4/aRTudVUcz6r2FZm09q71VEBX/iJAVDYV4quQFvAKUTMzIzUr46P3vf/T+97X1RTIxLSLYkZYL5hUg+7tEJHw0mwGV11JWl1r8vK7Iaij726PgOPe//WuH93/+3zT1BevPW/e2++anFQ1KuqQ6m8NKHuwV8jiwtRXN/JQ0MfbLjma2nbQCKmSgU1QrzMnBRRdQIUUF8L2t3s7mYjjEc+t5d0lhZkURWlZNKmTCNIp8Z8cPbl/5qVREmRiU1Qqzy3gZVeXoqnJ0SpJbARWaDgncXZ1mUUhQaEpUNJjBKk1JSM6Mi4H4uX7x4/9RQoQ3CGh58MTgJ49qSgSA2WIyGO19oW+T30HamT7ZQWpsbOzr6zMYDPZe2ZkdW1lZ2d/fn5+fFwgEOzs7Xx+9WM75x88sye8m7dvkT6HW/wXlq1BjuwfSZidtb3MxHRRKR4AlRTREUqjroy9BIJBfYEBMQlwqLHJmUmE1je/tt6jUNJ+ga+7e95IzUqJiI5Kh8UQcpLOpBNDPD7QWkfERI4PV3ALY6nMtnZYOgcRAoMkRIIhfcJSgQurq7hQa/lhSnfXqhQqwTMokFEIOEoxAuXmHOIyXM8bLGebhxpX6olZqur5bauyTG/vkxx3ig/bKhQbeTHOx/kVvCT9DIqWQGUnZ2bFQiKe0mpoK8eMVoBoUhe/++Dvv/vg7mjq+qCw7I8UfDvNLS/Zt1RajMoKeOH3IZkCNpzOyGgoWGcIgJ5OzE6989tZPf/SXXW0lz2aV3R1F8zOy1iaOSkFDwr3VdUw8JkBaQ9hY1kiqMONDlTbj9M56p7auQCVlahT5BVQohwFtbuC8XOuYm6iDgJwZuUkVRdhyfmYhM1laldOoZAd53/jove/FhTu3a0qa6gvF5QQeC1pVjk5Jcs0lRInLSFsr/UtzQ+1tTTFRiQxWOSoFnYdAtVRXsJBJDWWsunIWKysDm5aUmQrb29s71etOjAaj5ZuHEF+3OecvvdFP8/PzI5PJZ444u/vh6OgoKCiorq7ujLQ3HIb2vb0Ei8ViMBjOOmz/AdL+D5HXz9wCABbArDu1WXWATVddVnj/8odCGq6Mhi1hYsL83QMC/PwCgqISkuLjA+jkWItpyGju1Bl7OQKoh9/NZERSFCgsKjosyPcJNj0a0K2sTDbwGMllgvThwdLh4dJsUuT27uih7uXks8UEKDwkJsnTzy07D9KoKRgdEOhPRkeHZUQScnFzq7hS7LCqqnheX75SV3raX/+smr2hFBh7lbvackOPTN8r22gRrnRVAfsTdRKyXEpNy/DPzU5IS/ZViln1UjafjZaIaB9c+J+erpel1XRNHTcjxd/d+dO7N3/eqi0uLULHRNyjkxPWlltHB6UpYK8cfHwhC3Hv9i/8vK7wOelrK9rhAeH6c21rE0fAS0fCfUXleGEpWliaaTVMzE6I62U5L9fb9IcTL1d7GhWFUhGlUVEoKiGQs2IHuoRbq50cBrSACmWRwfjMYDYdzGOlFFChWZkRP//Rdx7e/tXcuJrHSmtSsUWlOHxmsI/7xVx8TEkhuqVB8Hy+v7utbmF+lsHiCItLS2hUKTdfwqHWcOjKcn57vURRXZ6cGDe/sGADgGODTmcwfKPH7BtJs+NxhtPZ+Cc0NJTD4SwuLubk5ISFhbm4uEilUq1We+HChaCgoI6Ojpqamrm5ORKJFBMT4+bmRiAQIBDI48ePy8vLzWZzZWWlv7+/v78/mUw+m+T9M2lfl992TY0AYATMOoNRfwxY9M31Ndd//bMkf+dQ19sxPvfra8sl0moWuyAUBEpICORxYBbT0P6RZnWzbnmzsaOvdnCqZ3ltlkbPiY3wiQt3BU4XAeP8cHcZm5VgMUzJJHlMWoru9LnVZuQLqh+6BARFwJhsTlpmXGtruf5kuLuDxy1MHhqp0wMHi1srDsvqir3euhpc0qsu2Wp96XqdwDrYYOiRGXpkhj754aDyYFIN7E9M9FcrJNTEJDc4zA8O9mnXlDUoCiODH6wt9cChAZ6ulz1dL6vkBXnEBHfnT6989lZpEXp+Sh0beR+NCBwZqFHJWSR8rLSazs3P5OZn5NNh/MK0Z7PyZ7Py9VXNzKRMwEtvUDIry3Dy2ryUZJfZidqmBmoZP3VrtVV/OLH1vFtSSW5W8XPxoMRop1x8TIu68OVaV72UppIy6yWM5gZOkyqfw4AmRD1GpQYGel2HxLrNjauyMZEt6kJZNRmbEQwKf+DjdgkB8xeVEHV7s6U8Yk52Bjw9mYBKYxHROfDkvLRkXDIElZxMQiNyiCg2hzm7uGC0Weyk2Xt9dlNznrfzf7D1KytnNBoNBsPZ8mf71djYWC6Xq1arP/jgAz6fT6PRrl69KpVKHR0dsVhsTU2Nm5ubRCK5cOFCamoqmUx+++23cTgcgUC4detWX18fGAwWiUQ1NTUXL160h0f9mbRvE5vNBgA2wAIARsBqsFjNesB4ApgO44M83K7/Oj3alwALJ6JhMbFhfsH+kMx0/6DHstosk7H/8Fi9d9S8c9TZ0S9+tjFZXJafmpYYE+GRiwcBxgXAMDPcXVJYkGDRzxHxcempYdtbc0VFghgQIjgcHg8hwTKwN+5e5fGJALA0PFyeBr93bBiaWtGk4hMdesupxun2ve76oz6Vvl9jGlDvaauBYY2uS6bvlutGNIttlXtzrZN9NUUFGUp5fuDTm8GeN7m09NpK6uN7v15f7u1sFhKxICIWVCdl9bSLrnz21pXP3kKm+U+P15fwkfExD1UKxuigtLgQlYOPxyIiClnpEcF3IkNvNWkYzY3MFi1rdamphI8UV2ZLxbmicqyn20cVxYjl+bomFXOkt/Lg5XBTPe/+zfcx8LDE6Cc5uNgCakqLmjc7Vt/bVl5Xy6wqzRZwkJUl2EZlPgkbkRD1uIyHKuMhlbV5ZTwkNRtUVZaVT4ah00IR0OAXywNaZTEGGoJNDmHnods0su4GibqisDY/l5YSlxzs4/PQMcTDJQedTshEQJLAcmmtQXdi0OnOgiTe8L+/4QOwWCz2WeCzwAt7gBIAALGxsUVFRWq12tnZ2WKxrK+vOzs7d3R0hIeHa7VarVYbEBAgkUhu3769tbW1tbXl4uKyvr6+uLjo7Oy8tLRUWVmZnp4OAoE+/PDDP5P2u+W1R8QM2PSAzQhYzUbAqN9enU8K8spJjslLTUiL9kuMCgoM8nb3cUVmZ2hbK3XHQ7qTvuXntXsHvTsHoxhCipPHk08vffLwkSMkIaC3rRQwzQKmSR4LpFblAMBmb0dteRG1pIjp6e5WwC6iMgRBEbBsMpvCYgeFeLW2imqqKcODNacnC1mkFCf3hw4rLVWSvNTuYrIQGf9SW2vs09gGG62DDXWYhCzPWxtNlcNydpuY3qXhFxVkzM1ocRkRWekRMiF1qFcaG+Hc2SzcWh2g50KDfG7Laxg97aIQ/9vQRE9kmv/EsHx8SJIIelxVQTh8NQpLesqmp2MREZEh9yKC74QF3yBg/ddWNKvL6oPdgSY1h82AlvCRYlEWiRDKIMe+etEhKkMNdleYjme6Wyp+9IO/uPjBP8qq6AXUlDC/28VshJ00AQdFyUqAJbiTs6LTwO7qOiYjL66jiYdD+tHzolgUkKyapK3joFIDQ3zuykRsmYgNBfnLiiiZEV7x3k7C/JwqVpYwD64owIvJGdUMQrj7o0//9e2Hlz/JzoBzqNTUhHgiBnGwu3Nmo+yOxLM/9Txp9mgJex6r1bqwsFBaWorD4TY3NwEACA8Pz8/PV6vVLi4uZrN5dnbWTlpAQIBWq+3t7XVxcZFIJK6urltbW7Ozs48fP15fXx8dHXV2dpZIJG5ublwul8vlXr9+fXl52fpn0r5dXsdkGQGbHrDqgePDI8BsWJkdCXd/lJ0UHe583/XGJQoxMzoulFFIqu8QA8A2YJnWHQ/09fHF4jy+IC8kPOTji7dcn3jx+dzx4aaJoWrAMg1YRvgF0VubqsXp+sXJdomQm01AeHo4x8VHhkVHZ9EK/MPjWXwRBAqjUvEEXMrKwhBgOeUWMMPDwx3ywaHRdz4F3f7s1/+PgxgO1ndqTF1qYKCpOSfj1vf/cqKGoykm9tVzJ/prsjGRczPaVIgPISNsY7FruL82LuoRh5k6PqRQyQsSYlzktbSpURUuMxyNCA0NuNPRXNbdVh4aeDsLG3m4O5VLSGLTEcnx3pHBDx7e+SAjxT+flrq23CGryVua185N1s9NKVVKikpJqRJixOW4pdm6/s4yWTXp4OXw0owWEuv2o390WJxqFpUQc/EgZErAi5We2bEGSlaSl8tlFDK4ua1YUJJZWoJQ1+WjMoKCfa9SSTGVpQRNHReZEhkZ4i2pKCmk0ZNjYkXFxVnQ5MSn7r/8u+9CAlzykiOoyUGqAoI0D6XhUJipYGYqmAZLYCBSBLQ8CgaVEh+XhURYDKcWvd5sNJhfR/TZXn/k4vVXD2yA1QYAgP5INzU+pVKqoFAoFArlcrkqlerk5MROWl5enkQiefLkiZ20e/fujYyMBAQEpKam1tTU+Pn51dbWurq6rq+vz87OPnz4cGFhYXR09Msvv+Tz+VeuXKmpqcFgMG+99RaNRrP+mbRvF/vCGZsRsBkA86nFcHIK6HWA6Yifi4twuRfn6+V040ZmekZoZExMHAiBSqeSMw62+wHL0snRxOhIQyY6MROLSISkMfPZ9SrlSL+2s6X0ZLdf96q9VZW7s66urcDl5ya3KEufjffk4tNEQs7y6vzz7Rd+4eFpGJyzx6MnnjfwuHhMZuTp4cru1lx3q9qBmxy1oq7p4tJv/uC7nu/+aKW6bKW6zNihMXQ1NuYiX3YpVnqlL+eaVxeaGWRwX1/1tS/ejg67NzpYu/68NS76Xlz0vdWlltWllsx0/4TYR1NjdSwaNNjvVqDPDWFJVkdzWRYmOjTgTk9bTXlR7o3LFxxv/crt8SVfjxu5BIiH83WhIEcmpslqKCsLjT2dAokYWyVEqevpOGRAb5tgY7lZUAifm6h7/qwpCxXm6/G5sJggKiEWFSCT49wbFTzr6XJaks/Hv/j+zS/fVXXyy2rwjIIEONynSkguK8InxTnzOOjcnBRMZkoeKa9GKIWA4A21TdQsFi4ZRYTA3b+4BPN/FOb46ZV/+auSjLhGRpaWQarJytQwc1XM7MJMSCU9K97fOweFJmVm4DIgVv2xyXh6fHxosVktNsBi++oTFxYrYDZPDY2W84vRacgUMKyAxW5tbd3Y2LB9FTNxcnJiX40yMTFh93Ds7u4KBIKVlRWNRkMikQYHB0tLS6enp7lc7vb29ubmJofDsXcj+Xz+q1evyGSyn58flUrFYDB/Ju13C2AFbEbAZrRaTWbAYrWcngKGk5XpwWx4EgmewKfmYdOQ4aFx/mHgoCBQsH94eJCnsoYGmFYB86bVvI0lpIREBASGhfoG+Hr7eAQFuJYWZ00O1wqLU6aHyq3HA3vrrbUVuP21QeBwfbRLOTPZrDNu1TVL0/CpEclR0ckBwdH30LgwWIpHnYIFmFYWJ9sdTofbT4fbd9vVlYiUpOtX6jPTV6rL9O3qw2blcZfKMNkhyUdmpfivLjRXC0kN6sKH9z/IhAdPDMu31juQcG88OujlRvezmYZaEYlBSezvEk2OKJBpgcF+t1LAXsi0wI7mMk/XS5o6fldrha/HjZQkv5SkgIdffpKLT4kJ9SxkouenGnGo4OODgRYtq7AgIQXyRF3HxiFCulqKzKdTs+Py2TGl/nCijIcq56MjgxwLGfCiAqRURGnXlFlPlwsoacE+t9/96f9bXkUUlGEEJZlpsABNffn0aDM5G1xZTktPi2zRKhVSZVhwNI3CvXH10Y2rTklRsITQ6OSQQA4eGnLv01/9jUPw1fcaaMgmVpYmP0fFzFbSsPmpoKzEYDoyxe3uzfWZcXhilExUDgA2/enxa75swOHB8dz0jKisIjUpKTURwmMVqGX1h7sHgPW3H06zflOg09kEwNcPvi7noy6+3nH9M2lfF3uMiNUI2MwW04nBcmqynJ6WFjKvf/x+JYcsE5ayafl4AoXGrcwi0aNj4/y9nErZmK3VobFhzehws1RRFhLhl0MliWrK0dgUX+8HgX5f7qx3Tw2JelvyLcfds2NVRHzY2mKf6Xh7ZrybwUTjSemhIN+wWN9YcMjy2sDgSC0hK/rp0y+YLNT+0XMul+Lwqluz06l+1dF41NMmhCaNFbKMHVpdW4O+UzNUTBPiwUXZiaCA2+ODtXwuUqliFxdjkenBkyMKAFjisJI5rORnMw3PZhq620sZlERNPef0YFLARQf53owOe0DCx44OyvGoiNRkr44Wvt/Ta36etx5++cmHF36YkhiOhiekgoNWF9twKP98VtTxYY9CRkxN9hSV5mnkbB4L2tnMN59O6Q8n9IcTvW3lkUF32jUlAg6qQ1taU55bW0GZHdVQspJiQx9Fhz0YGaoVV+VSyUmxke6pkMip0fZ6RVE+Hc0pIAwPdcLh8AphDZnGxRBYaZn0J0+C3v6Xd9wf3K3lk0lJAem+NyU5YHkeuJmD1xRmN7CzGtj4FJ978BBnEZPw6NpvtFLhzspsdLD/y41VAABOTk5mZ+crKkWZSDQUDKHm5HW1te6+2DLrDGfrNWznYppsNpvlqzWOZ5Nj5/eWr1Zz2f5toMYZZnY4rf928c7/1qR94zvF9kebVQesNsBmA0wmk0lvtuisFr2xpbHh01/9ay42GQuHOd9/7OkdfPGW011nN/9wfxwGujrTqa0rpVMzh4ebKTSsoLxgaKK3s08dFunu4nQ5OsKpq7m0t5U/2MU16zqGBorHJ2R6w4a4pjIiJtDJ446Tx51bjz5PTgvf3B43mRZMximttjgk1KlKJkDlYTz9vRy6i+h7PY1HvS1LyhohNGmEzdC3N9pJ226SgJ2ulmQn9WtK+tuExYXI+nr29ITa3fWzWlGunbQgvy+G+qp2t/oFPERs5H1NPWdqrE5SRQn0uQGOc58YVo70yzhM+Kcffa+jhctmpPg9vfHOP//1xQ9/evPyhymJ4Te/eE9dxy7mpgYF/Gagt3hitCoi2DEVHNIg4wT5XA7yuTw3oRjprZoclk4OyYnoCDjYp4KPZ+RCeMz0jOQASlaSVs5LT/ITl2QraygVRVhJZS46I9zpwWf1ysL21lJqHpRBgXM5pIx0cENjQwIMhiIyaFxptbwdnpn16UcfZSHAMl5uE59YhIiQ5iY1cQlqDkHNIXCRMQlPrmUl+FQzcPEBrnc++2B3ZbYkn1HEZgE2W2V5RRoMnpdLUanUh/v7gNkCWMyA1WYyGG1mm9UKAJbfTi6f8fNGBO153bKdiyc8j9b50zdutP6ZtN8lgBkALDbAYDaZjRbrKQAAwPHOyxAPJ2RiaLjPUxIuJzY+1ckvMhqSwCgkjo2qAcvy/svx4iJSk1YWFR3mG+Dr5OZ8/cYnzi5Xbl1/j8fOWJrRKKqJi9M1ZkNn/0Dlq6MVdbPWyz/WKyjCPzKirLqyvLrk5ctngHlz78UgoJ8wHy+TiegYUHxIPDwiAeUAdbq119O4UFdNCHzax6EviASnrWp779Ew0MRKCirNThrSlG4vdWEzgiPD7w0PyH7x8/+elx03N6XsaivOJUZKxbm7W/1MahKTmkTERU2N1TUo2ImxrnhURJ2UJamiaFW8hNgH0hrc9mYXm5F25/ovf/Iv/+Nf3/qen8eDa5fejQp1VNfTi3nggd6S/Z3e3KwEeHJEf7vY8caP3/oHh3opZe9F//SIbGe9m4gO4+fDRSWEuIiHjNwkcRmpVpj3crlHqyhkkRJVYkqDmK6WMjWK/OysGAYtQSbNAic5d3eIaFR4FhHqF/zE8cndoDjwXY9oLFVQUdfsHxISFuSlLMvnZIJSvG4r6DAFM0PGQMhZyEJUNBcTw0FHQ/zv13BJwa6OeFjidF83Fp66u7HxbHZua2PL7hQxmUxmowmwmoHXi1ZsZqvNYvk3FuksEtc+B3BmwexKcTYv90Y38syOnZ2+VqL/RDTW/wlis3/DGLCaAKsJMFtNVsAInL7cRycnh7o7YSFhsNiojFRUWDTk07tOXhE+/ZMKK7CoPxnUnU7l5EKv37iYDEvx9Q/+4vptZxfHciGFx8lcmFUB1md9HXxKTsDRUZNEya5vaQ6Ly8iiy2EYTmZeYX1TNzEvj5KLFpfkVBRkaMRZgy2S+dEJb69YBr8lPavGITvEkwOOSHd7QAh8OldVethcDwx0LlcVL1YXmweaWzlEbmZUaS5suleSlvA0OuzBQLeYSUth0aDiyuy5yXp4iqe3x8WBnkr7UC05wa1BkT891iAqy06IcWFSYDIxTVpNldXksehx25tdo4NSODTgJz/8zoPbv7nwzvevXXrX6f7HWlVhFi6YgAkeHaytkxTk4qH97WIIyPnvvuuATPXRHYzPjimPd4dHequmRxTTIwoOPUVcTmxWcct4qK7G0pfLPUiIBwriSkjzErBgXVreUH8FFuUzPFja0yHsbpfAU8MamypGpps2D6cOLMf17cNPI5LyK6UsbrG7i7OwgCphErmIeAULrSzAypkoGQMtYxEai/PUgjwmAiQpJNVwqPcvfVzBYiDAScM9PYDNZjZaDHqTxWIzGo0mg9Fk0Ntez2bbLDb7dM43xM7bvha8+3UtsX0tePL8/usF/m9K2jeG2nxjyNt/SACLDTADgBEAbGYbYLRVFuTf+tVPmIj4zMgnvLysjFTUQxc/n7iU7Py8uGTP+Wdq40n/8XH/+stmFC4mLinMydUlNj41IiKiiEs9PVrSH08CloW+DkEW2u/ooHdsrE4iLw0IDS0UyNKweQHx4KfB0QlQZGx0FCTaf3O+9flE1eJ4w+nusp+PT0RcKjgt22GnUz1UwWnnUF91abeb67fV0uNW9WJ18Rifsdcs226TTSiLhusFbTI2Iyvxy+vvtjaW9PfWpEG9BTzEi9VObGYAFhnE56QbTqbspCUnuPW0i5rVRX5Pr5XwMB3NZVhkWJ2U1tZc2NbM29nqIeKirl56OybMJSbsSaDXXaf7nxSyEDmEmM8+/oe4qEejA8qUpABUanBdLfXCT/7vIJ8r7Y389kZ+ozL/5VpXNiacw4CKywk5+MgyHhKHDOpsKpkdqy+kxgW6X6DhA6QVGLWMtDQnYVDCG5TZMjGtVsSDp4ad6J9ZgOUTYPLQ9uLAbIHhs3OLK8vECpfHbjgYrJZFrczDSvOJUiaugU8qwkB52BQyNPLBJz+lpYNo6aCafHJaZEjIE1cKFqutq7OazIAVMBktVivweh2k1WTHwAoABovVYLJ83c/xhi58PeXMcXI+z9npmd17I7T/22L5/0gq+yeR8/HTb6zH+yPBBlitgMkGnFoBg95kPT6BBHukBzp2VuRU5SZIihhMKjsxBRuFIMKzUPEQL0ltNgDMWWx9BqDj+XYzngwOCPP39IqEQTPiY6K1DSL98SRgXhIKUGlg9/4uoYCHWF1qCQ11CwgNjoWC3cMDPUOiAyJTs0nUxJjwV+t95sPWsR7B6d6YtrECT0J4eDo7vGyvN0/27nQ27nQ2HnRqV6RCQ1eTpa+ll0VqykaYR9u2OuWrXYr5HjmLAPZxuwJL8h4eUOTTUrvaSl6sdrKZEHeXX6cme648a+psFeQQYkIDbzeri4QlWUwKrISHKeFhsMgwWJLHUF9VZRlmYa6Ox4bDYV5waACHgUSkhKHTo9EZkeRs8Gcf//MvL3xXLKTk4BN93C73tZdHBt+GJT5R1lDaG/n5lCTT8VR7I18loy/NaHLwkWxacleLYHywtkNb1CDN41CiOZTYisI0rYzSIM1rayxIiLmjkHLyWRREJvRAt6MH9o6AzT3rcfvw1JUHbnRBlahK5vnYiQhNVLJyqrLTpXRkfT5WwydImTg+Du59/dN/cnD4/J0fUOAgEYNUw2GmREZQ8bjKkhKz0WTS/3YppNVqtX9rxGA2AV8tjLL+23HaeQ2zH399cPI7fI9v6tG58jc3N8lksp208+O3bxv5/Lsg/B2tPZ/+bafWb1l1Zvlqnd4b8vXgmz+weW8YRsBqBaxmiw0wAoDJYKwSFLvd+ISU6NtSQmktoechkIH+sV4BIEefMAQeiUCErS03z05WLi8rDcDE9uF0S6+2rbs7OQUXGRmZAY+VVFEA6zRgmZ+bUIQEXGfSoXVyzspiX3OTfHl1oW+0s3u8NZtGunvvnSbnRQAAIABJREFUQVR4YGZq7OnexMaygs9JN1u29daj3snRa7evO2x3qIYqONsdqp1OdQud2E4jGHu0tsGW7YbqHiZ+oiL/ZYd8e0CzP9/dVV8CCnOKCXfaWO0vLyZIqnMmR2WTo5LUZE8iLkJUjp8eV/LYGYhUP0Uts7+rul6WLxbmpYC9mBQYLOlpZSlhoKdisK+0Sc1qUrNyCDEcRoZExELAItDp0fXSwseOv4kMfpCDj2dRU3zcLvW1l9cKsz2df62soQz1iEZ6q3Y3u0wnExXFmd2txRoFnU0HV5VhhQLUxFDN9IikRogrK0xvUbKUlTkj3aI2DRebGSCqZNGY1FwGo6ahMYdTwKrioxnMyw88YtPwUm03HoO/c/Hj8hx0AwMtJiZXZydq2Jn1BQgpC8PDwb2vff5PDg4/cHAA+TzCg6NkvAIWAYeEgIvZHLPRZNSZjIbfwmaxmkwmk9lqMZqt9rH42UDr2zTmDcX9Oh6/A5j/j703DWsrO9NFfe/pe7rv6eF23+pOJ53bSXeS6iSVVGpIypWqVKVcVR4xtsHGzIgZMYpRCE2AQEISEhIIgSSQhEACSSCEAAkNIECMYp4HMw/GYEYzo2Fr3x/bVihXku5zOrndz3N7PetHsYe1t1zr3d9a3/d+73fZ7//s2TMGg7G8vOwE5GsovXy705hALlDHqzTQ117s8gwGvip693VoXc6+c24p7b8tn/XywdcyYp072MtI+z0WHvgqhl97EOiwg8C5A7RbQQAE7bkk/MMvPpDQ0Wmwx1I6Nco/HImiBkWnfvbI28PXfXxQc348vraimZhs2D6cXlyfxZOo3rBwd4/AoBBvOPzWk2klaB+wnQ0Z9cXBQddyqNH7u/NtLepKCX94tIvOwueykeFR7r7etzIxERWlWUf7o4cv+vVGSedAB79aFpCYev2e65V5tUxXQNowNtgmzW2F1KrUmPMug2OwbbNBqsTE9BRTRqWcJ1rpSq96vq/p/pfvXv/kRxtrg8gEz9hIl7ZmvrlbIirFR0fcopLgfC46MdatkJEkraC06ssUUkZvh1zIy+Rz8MSM8LRkr4Od/lJuikySLa8k4tNgeFQIg5JaXpJbwadWimgMSkoGJuSh6wfFBRhuQZqgOK2zpezB7bfqa/KGeuVba10jZhkILI72V+eR4XJxdgk7RVaRpWtgNWuKVueNtVVUZSVVWZFTW04e6a4d6qmRiDMyMqO45UWZNAa5uCqVwvWKw0XhmEUyY13LIJMjunfbBQ0P0QlY+iKigopU5aXqinBaLq6enVlbTCVEBf/D/37lW//tituv389JilGVlXApOdj4eKlIZDm/AKyA1WK/BDYH+HKOOiw2wG7/Dcxemy5/kOacc3a7fXd3l06nQ8qNr+HBCUgnAJyz2faquhLwKvDgRNTL7eYlwL/23K//HOdS0Hn26zxsp2od8DWwga/E6l77jZDD9rVPz2VcAa++C6+RUUEHlJbmAAAAtJ/NTw1GBj50v/5eLMwrKwXt7xmakpobEJbkHxMPj4owNFadH81azsYmpxqrG1iZZFRkIuKmq/tP3v44KNi/rbnq+MWI7dy8u9lm1BcravKJlKTne6u5LBoSn3bf+6FvqM+nt37xxY33kxN8TQahppa+tdZhtz0xDxh8g4M9giPdgxOS8aQrm+3qDWPDWnPddpdmRS2tREU9a5JDSNtsrLT0tYxKOcZS2qRBuj3TJeaSEqMeC0qIukZeaOC1DKz/5GidtpGdiYPxuWhtIzsx1i0rPQTmcw2d4odO8evtkBt1Qh4bMz5UHwL7rKmhoKQ4GY/2rpFS8WmwZISPm8sv5eL8TEyEXELvbpcxqAmfffw9mM8XSMTjm9e+NzumTolziw2/VV9D21rr6GoVqpWMnnZRBR/XpGJk4XyycD7TI3WaOqbZVLkyb5KXkYpp8TXl1Maa4tWF9iJOQkjUXYaAgqEzWyf2JYalgurJfNkAprDOxSfmn/7lJ4nRkY0ijpbPMBST9MVZWjZeV4TTsFMbOZnVxTkZMQFvvvGnf/8nV4Lcbjz49VUZr7CKx0mLRzTU1NgsVpvFDs3ky4oaDocD2ovb7V/J2vwjwQyaqevr63Q6fWVlxX5JltQJ78uz02azHR4eHh4eOif6ZTN49jJj4cJp8V673Tn7nXtFu91+fHwMAMDJyYntlWyW8xqnDIkTGGdnZ68ZUpvNBmn7QPc6tSLtr6KOrzmTHK/W0vZL8cnXgOdwKhmDoMNuBe0nR3vLBq3sX374d4EwXzSKgEKR4THpCaiswFgEoyA/Hh60ONtpPZ+srWd0DEk9Am9FJEcGR8fcvOsFh8NLiimbaz2WE/PcTN38nGZuvotAwZDZNK/osLiM9HhC1l0fr6DoEGW9SKMq7jBwZ0ckluPR3d3haEQYjpibRmSFJpI9wxKvrBqUK/razXb1dpfmoFP7olNz1KHZVMu21DJbr87eZ+ziUflpUYeTHcDm9GSv5sHN94MCbg321opK8fl0xNK8YXK0PhMHy6NGK2S5otIMOjkmPtqtQpBNJcVIynKMOmFxQdpAT3UhMyEE9lmrgVdSjGrVC/IoCXJxfgY6IinW1+3uVVEp4WB7lEFNgPl8kYkNExbj/Tw+mh1r4rGQHvffrZYQR8yyEbOssiydzUCMDdS0GTimZm4uKahJxZgerdXU0lfn9XJhejE9Bg673tUi62yVFHGSiLT4TDoGm1vAV/SFIEtgSIFHbN4v3aPe/OD62z//JTEzo15cohGytFyynkPSc7J1RbgqIry2ECfn5FSxc1BwX5eP3iOlxKeEBjAy0OzcnLTEeJ26EQRB8FW4y2Gzg7aXfwBWG2gHAQAEgd8ExOx/MH/aV5rTJuzv79Pp9IWFBfBSIOHrhqi3txcOh7u5uQUEBGg0Gug4ZAqg95ydnZVIJJeXf5eXjq/Ynq9+KQBAaUTQNXw+32w2A5eWtZCZmpmZAQBAqVQ2NTVdfvnLy9HDw8OSkpL+/n6BQDA4OOi0To6vBjycL+x8CpQEaPuqvNdvkAa9qd0iEXKiQz19vG7DAh/EJ8S5u/tHR2O8/eNvuHo9hMGwOGR8hNfztb6jg8GRMc3e2RKJQYxOSQuNTo1NIGAwmEA/F7Op3HFhnpmWo9FuJHJcUKT3py6fM0V8dG5eCpn+yb1HkShsg0HV2Vs3Nqoc6CsBgNnt7ZE0FCIpBUOmcj29E2MTCFeWdYqxauFYtbCngvW0ufagS/NMVz1Slj9Wlm83Gy569EuqCgEqSl9CBTanS/Kw3/uH/+79+DMaFSEoxdVIqRx28sXJVIuWBw+5LirFm4zlobAvQmHXKwTZqpoCLCpgYljNoCYUMpImR+tDYJ+16DgkQgg+zV/Iyypi4jPQEUG+NzKxYamJj9tbRE9XushZUfHRbo01LHkFWV5Bnptsio+6W8ZDdxoF+1tmtZKBS/VoM3CUcuLMmKJCkJqFf7w4q1qaUU4MlvMLY0J9fnH/xo8IOHijqnh0TNlskrFFjNi0DDiS9Vff/QKWWsqu7WM3mGrb+5JxmS63b5GwySpBQXU+Xs0l6njE5lJCQeIjITm+pixXzqdnJIcbFGJiSiIxJTEvE00l4NHIpMF+s/P/5suJYLGBNitwYQUurKANdJZ6gb7rfzykQfPMibTL5uI1IwDVBE1OTlar1RgM5qOPPpqdnb1sDUAQlEgkvr6+Ozs7kMICNIOPj4+daeBQmsLe3t7e3h4EttPT0+3t7e3tbS8vLz6fD4Lg8fExxPa02+1NTU2+vr7b29uRkZFEIvHk5OTk5MT5xM3NzaOjI4fDsbe35+XlpVAoFArFZaQBAHB4eAg9yGKx7O7uOhyO/f39/f19aISLrzbo+wJRTKF6V7azU9B+7uV2y8v9c2EpXVbD9w+EFXErKLk8b//4xwERniGwZCS8ojTz9GBka6Ott6+exCCy+aJqTQ8ui+3hHePt7R0Mu92qZ4P2XnFFAgrjSsiB43KS/SODojFoOCbjTnAkhllCFdbcC/AtV3IWNtp7BouPzoYvrEu7z5eQCSkRgXHIWGImLv/Ksk6x06WfUIh0bGIzi/hUX30xYDw01Z93N513aqzmluctymdGVZ+UszlsZGYgfvaDv/nFe98WlmbTqLFN9UVpKY8Ptofnpw3FrFQqKcpkLC9kJMVE3GNQE8aHGrGogK62ysHe2hwCfGW+jcdO47FTW7Slwf5fhAfdQSXCMCkhBGxUBiYkNtJVIiI+XelSypnx0W7ZuNBGRX5uduTO057c7Ah/z6vzU5qlWW1fpzgx9o5SltNmKFpd0A6Zy3nsuL4u/ulOJ2gZPNgwqquJIT4f+3h8zClEdnSUtpmkOqMyK4eaQeIWChpLakxp1LI7gYnxuFypUotB4+Aw70oWtSQzri4f31pKbOFlK5gpsnxMjZBeI8xPiYYNt+lPN9aJKclwPw9MEiInK+NgbwcAAGiVCABOhrEVcoyAVgdUzMX+1cqxf4wGLcY2NzdpNNrm5qbTpgGvPu3QBSAIms3md999V61WQ3NUIBCsr6+XlZUpFAq73a7VasvKyhoaGj788ENfX18XFxe5XG632zs6Ory8vNzd3dFo9MHBgUqlCg4O9vT0vH79ent7+/HxsVAodHV1DQ4OvnHjRmVl5cLCgp+f3+3bt1NSUra3t1Eo1A9+8AMej4fH469du+bp6enp6Qlp8YvFYm9vb29vb5VK5UQah8MZHh5ubGyUSqUOh2NwcLCwsHBqaioyMjI4OPjLL78kk8mRkZF37txpaGiAkgAvy0g6Lfnp6enJ0antwgHagbX5mQ9+8v2rP/lHOOwelRhPyUYhExGKmgZKLi8SgcSSSVqD3HI8aj+dPdqbzMpCu7h5PfaPTcsqSUqjPXwcdOf2tTxKrOVowHZs6mxn5heEtneLnzwdLKksEcqrS2uqc0p5npFRPJkiKiWKV0ZcXm9df6o6PB48OJi2XeyMDPc31Gny6bwEBPbKTpd+r8dwOtw+VS96Ul9+Pmi8GDAedTRe9GjPOtTHJs3zFuXpYNv+YMukXr4+1p4S7fnWv/xNcSEWk+YHIU1akWM5fTI/baCSogxNJeX8zPt33smjIJRypseDD7CogN3NYVSSd0Mte2XehEX5lfOzkuI8QgJuoBL9b3/xbh45xevhr+7d/ul9l7eN+hIQfKqU593+/M3yUnxudoShsaiCn37js+92tPA3lltX55uJ6f6RIdfqFeTnT9tWFzTlfCSPHbO/YXjxTHvwrHlxuk4ixBYVJPCKEzicWFZ+8thIm6CUg0ZlaPQmr2D4r108GYK6hwGxbIGsprbey921mIQtJSDi739Ujgk1cAiaEkJVPq6AmFgtzMci4UPtzeCFBTw7SUNEJMZENKgUNpvl7OIC4vL/Bmkg+HIXbgNBOwhYf8Or+iN5RJxmZ3NzE8rQIRKJ2dnZBAKBQCBwOJzFxUVoCQeZJjQa/aMf/cjDw4NIJE5PT4MgGBcXRyaTHQ5HWVlZQkKCTCZ75513RCIRk8n8/PPP+/r6vLy8cDicyWRydXUtLy9nsVjvvvuuQqGIjY2FwWDt7e3Xrl0TCoUcDucHP/gBn8+Hw+FwOFyv13t4eJBIJJFIdP36dbPZjEQiP/zww5qaGk9Pz/j4eLPZfPv2bZFIVF5efuvWrbGxMeiuoKAgtVpNoVAiIyNBENRoNF5eXiqV6p133qFQKGQy+Vvf+lZZWRkGg3nw4MHR0dFrPk9oPflSc9IBggC4Mr+YkhAdCfMoyE6Oht2SCzNryqmYxEBvD7eQEMRdd8/EDLy2udJ2PmA5ndlcHydkkrJzhGJZV3xaUVR8Bj2/gJWfsTjTAAJjwz1F5cK4/ILgBl3ByFJrbZPs6OJifHmWWsrwivBnlLDvP/6SX5Y+PV17dmo6Pho8OJje3ZuvlJZicajUNHRCQtKV7U7t844mCT4pPzbA893vidIiZxSCuVp+L4d82qk+7VTvGmt7eLSOUtp4Q8WoQVYjpLve+UVMpFtU1P1KEVkqzKGTYucnm7vaKtPTQwuYKQYNP5+SoFVxetqq8Gn+Ad6fDZmVqCRvek787uYoNjUwOvyeUSsK9rtJyohFIvxjwh8F+9187Hb10f1fKGR069mcTEwOh32RhYUZGovmJnR9HVK3Oz8hZQTqGvN1jflKWc5jt7d5hYnPn5pA68xgl8jQSJ8aqOozcgdMgo3F5sGeKmyaV052YBErVioijfcZhnta8Sgku4BVWibqHZ4bmH7+KCiJWaYkFQh+9fnNEnapiMXBRISJqITGEkZDCbWKmYUMelyYhWFm4fuNzeDFBWi17ywvJ0VFT46O2CzW0/MzEAQBENqdgzaL/StIu0RfhAR2/hhIc2p3X1xcLC8vt7a2tra2Go3GlpaW5uZmk8m0u7sLiSycnZ2dnp4eHByMjo4SicT79+9/8sknfX19aDQaQlp5eTmEtKioKAAATk5OPD09sVjs1atXcTgcl8t1dXXNzMzE4/FYLBYEQZVKFRQUxOVyvb29QRA8OTmBwWB4PN7LywvCsEKhCAwMVKvVXl5ep6ensbGxdDodBEGZTIZAIMhk8q1bt+h0OpFIvHXrllQqDQoKggDc1NREoVAwGAwAABqNJiQkpKmpKTw8/OzsQq9rhgUEAQBgMBgePHiwv/8CBMGzs7Pt7W1NU6OoXFhbWysWiyViWaWkRiZRSMurSwqL+WyGlJ+vqWJX8wih7j+vYGdWl7Oz09MRibjI+ES/8ID09Ni1hVbL6ZNnG4O9fcaY+IRsCuuxf+zNO+4ZWQQ2M2NpuuFst6ehCqeSZY0NSh3g8uR8a7GASSCTw+Li/ULh6TkE/xAvQnbUgFl0+qL3/LjXfr64vDDGFxSGx4T4BgfGojDYrKwrO1369lJmfmwgMy7g83/8q7tv/u2Ugr/ToZqrE66qy+1DzY7BZnaYh+s//3W3hDWkqVBXFiQiPOn0ZEEZSSwky0rJnDxUd2vlQJ8SmxkaEeGilDOLGUgyPnRtvj0x3s3f51NuMZqYEf7Q9YPutmqxgEomxDWpSmMjPPCoMDwqLNjvJpUYT8mOxafBhCXp1rM5eWVOOOyaz6Ofd7aU2U6eWI6muQWpIf6f6BoZ5g6BuUNAyQqkEIIlAvzcpHphskGtoOiUeT3NAkM9q79Lcrg3WFOdg4i+lZ8Lz0LDqgW0JhlPLmBGBHtNTY2NTS3efRQZg2GUNvZ8cDfgll8ULALz+TUfr0chCTHx1fwSVSmroYRVTs4QUSmY6Ji+lhbw/Aw8s/YbuxQVskJGPmC1Wew2i93mAEEAdECCgq/qDAIgADhAu+Nr7Q+OtMtOhdee4nTrWSwWCJMmkwmDwTidH/fv3+fxeBgMhkKhgCBIJpOTk5NlMllSUhIAANvb256enllZWVevXiWTyVVVVenp6UVFRRDYHA6HUqkMCQmBkHZxcXF6eurl5UUkEt3d3QcHB0EQFAgEXl5etbW1Xl5ee3t7KSkpdDrd4XBIpVIIaTdu3JBIJBKJBA6HazSaqKgoCGlarZZKpUJI4/F4ENJ8fX33918oaxtgAUFHR0cQ0g4ODi0XtouLi+3trfIKQWFRnlgsEovFEnE1j1PJ50oq+JX8QraQTZeXMmpKyEJqwvW3/4qdFa+o4HKK2NnU/KhExEO/exkZ8avz5pkpQ726wAE+m1npiU4Iv3737i2XO2FhIS43f14lxAx1ijRy4mRfzeZSV01VHgYX5OHjEoaIcfeCZWYV0un01lZFjZQ8OsC1nfbZT8fspxvD/QPwqMjkDHQMFoMrZKNI2Ve2TJrSlMhnHZqNzsa2Uhri1oeFMX4ng4azAcNee+1+W+2L1tpxcSEr3KOnIr+/TrAwpGfQklEomLyGqZQzh0zViorcMm7GQJ8yPsXLx+dTVQ1ToywU8zLW5tspOXBOUVpK0uOaqrzwoDtkQtzqfE9UqFsGOoKanYhE+Bcx8VRiPJUYnxjrkUOAR4ffeTKpU8hy4UFfRoXeEHKwR9tjx7ujVWXEhGiX+en6jWXDxrKhpYmdlvSwgo+bm1SD9nm1gqIUZ+VlhXQ282dGG61ns2OjSkZuVHkpOgsNS4v16m9RmI3KJmVlXGwknVlUUCoVN3T6JpH/2zff+8Al/IsHcUgsPw1X8NgzGIVA1PJZdXxWOY0koOVG+MK6m1vr5QpBIQ+biKqXK4cHB202m8VuA0CHxWG1QzKn9kul8ewAxDb+D2xOF7zTNbeysnL16tWIiAi5XJ6env7RRx91dHTgcLgHDx6IRKIPP/wwJCRELpf/wz/8A41GS0pKun///tzcXGBgYFxcXF1dnbu7O6RigkAgbDZbbW3tgwcPzGbz/fv3aTQagUB44403xGJxSkqKu7s7j8dzcXEpLi7u6ur6+OOPDQZDXFxcZmam3W7ncrnBwcGtra03btwoKioqKiry9fUdHh729fUVi8UwGEwqlfJ4vPv370skkl//+teurq5KpfLu3bv7+y8qJfIbN27ZbDZIauX46PTi3AoAwEutOdD6MhwAgI5XBVZXpmfCvO9zSOhxvQwb+jAr2kfCysOh0OFhUUERcffc7sbG+9ZWs072Rlt0Rb39ooXl1r2T6b3Dtai42B//9Mc3bn4eDHOpLMMszzY6TkaOng/WVBVc/+K9f/6XbxByshLRmcmoHDQmH4fNKiqiUsmx48Miy0m/9XTo9GiJTs2l5OanEnIeB8e5hyYSmewr251aGQH5rEPzrEu912dooGPjb314PKCbV5W1FWZOS4umJCxwrAOc6prXVpqq2FM9DVViWlycu7wmr0ZKG2irZOcmEPEh21sDWqPAx+dXyISHqmr6RH9teSm+o728mI2KCLvVUMtm0ZHhQXf1jWUZ6IjUhICe9lpUIiw5zi8tKSAxxjMx1uOx29XH7r9QyvOeTDaVl+Inh1WF9ESTXgQCayYDPyH6dq2McHJgtp2NDHSL46PuSAT4471B0D4/1l+Zg/NJjb1dwcN0GSsmhhtGh+sYuVH6pgJxCT4+9G6/sXp6wLC1MlUm5MJj43Qd5qqm7mveiGueqcm5DRz5WEXjdFXDYE6ewN/XV1iUIxcUVPML6YRMAjozDh7ncuuezyPfxtr62hql3W6/sFltoMMKAjbQbgPs/wmR5mxOP57NZuvt7U1ISAgICIDAY7VaFxYWUlJSwsPDc3Nza2pqJiYmIAG8pKSk3t5eEATn5ubS09MDAwO5XO7h4aFer9fr9VardXp6WiQS2Wy2xsbGmJgYJBJJIBCmpqa2t7fT09PDwsI4HM7FxcX+/j6VSpVIJDU1NUajEXKxVFVV2e12hUIREhKCQCC6u7uPjo7EYnFXV5dSqezr69ve3sZisXA4vKCgQCgUTk1NicXi7ee7M9PzJSV8m802Pj7OYrGODk8sFzabzWaxnEP5MYDDBgCAAwBBADx5AYB28PnK8t1r73/5s38WZCSUpCOrmXkiFu/BgwBsOhWJzeILCjRNRecno6cvelsMeSA4MTWjaukQVdVwMJnou/dvXr/5CSo1yKBlPX/aBoLzc1P6Ei7Zzf32J19+LqhUJGLIYXAcBlMkKJX6+3qiUoPW1ppAcOroqLteVXLnzp3QiITIxGzvEFQyoQSRRryy12NAuV2f08j2B1s3TOohKddYRDo0N0FIO+5q2G+pAYdaZ+W8seqSbmnx2qjRqBW5uryTQ4ZXV5EH2sRsGoKYHlSnZJgHqrnFqMry7PQ03+Fu2Yi5en21g5ITdevGjxpq2ZUi6tV3v+1292qDoiQTE9nTXlvCJlTwqWRCHJuBDg+68+H73wzw+VRVw9x/PlBekkEjRhEwsEJ68un+xN6zvvioW/HRXz5d1u4/73i61KytL8gjw7X1BfPj9bbjkZry9Htf/hMtO2Kgq6akCLu9NTDUJ5NXZSrEOfGhd2npMdMDBn1DZWOjjF9WAkfE0go5Cp2pfWi1pLoXTakmsDQckY5ZWBbkF8ChEaoFXL1CrlXI+ez8+7dulRTxetu6GLk0QSkfolxdADYbpCHiXDpCSLMBoA0A7f9hSPuti1VoOwcdhwLE9leKlJcj19Da0nEp2n6Z+AvVxbV9tSyTk8BxuWiT/VURw8vUDcel6LnTh+Fkh1xWxYSUkaD9rdOd6HCAVovDZgOcDEmLk1LisNns53bgzA5AARUQgDj8NoBGwP76ve8Sov1K8YjMiABGWoqmRoHJJEbExKRgkrs66yxnE+dHQ5aTwYvToWfPjBsbvRhsREpqtH+g/8e/ej8C/nhoWLX1rNlumQAs0+vrg0IROyYh9qGvPywiLigSgcYRU1H4/AK6r68LmZpos81fXCw+ez6UScCkp+dWK5rRGSz/sFRRjSEgIuLKgIR7/4ff7q0o3hswHvQbN1pVu52N+z3q1abK3TaFdUAPDBiUuLikL96fUvBHVILDpb75yWZUkmceI7a6itRnKtfWFwh46IJ8RP+ATFJBGDRLmZRoHgs5M6Gh5MDF5VmUHDiVFDXQoyguwAT7XWcz0JKyXImQbtRKKFkJGegwMiEOHuxy5/pPMKm+xazUkYHa7lYxAQNLjH7g7vKOXEwCLU+EXOQH7/6fE8NSwDKy/7xrbdFQQIuh50TMjalAcHFhvC7E+4PivAStipOMeNxvrgHBla2NNhY9Nj3Fl5oR1dde12OqJ5GQDeqqzn5jRjY2IytDIldJaltCEOQoTKm8sY8nqExHY/UKqamxsVoozsvGZ2Kie1p1GqVSUVm5trS4urx4Ybs4t1+cg1YHCNoub9L+syLN6TtxYsBmsx0fH0OzHzoFhbmckl6Qp8FJFoGm/unpKaSabr9UGw0aBGJ4OEEFDWK1Wg8ODqxW69bW1vHxMVTh6TXgnZ6eHh8fOysTQO8D1SuEmpOiZbVAhQpehtov15qyA1Y7cAGA5zb7uc1msdsdlgvQenp2cbQX6nWXmRldmB6Nhd3TbY10AAAgAElEQVTzv/FLciqiiEUvKi9NxCA8fG9+/Mtv6+op1tOh85PhuelGnbZwoF8dCYelpSZlZxO6OpvkNUyrbdJq63u+1XZ+MW1z7EjrZDR24drBScfQaEt3l1wpQ+FivXxv3HZ9R1BOtQJbpxfPGSzKPTfPwNBUGrMiKCINFpEIT072j/S+sqCRe7/3ZsRnPx+rFW0YG+Y1Vbudmp2OhtUm6RNF6V6r0jHYnO3+RX6g25ZROaYSKLnEMbOqUphVLSM3qpi6uvyZsXpzt0TAQ3eYygbN8nSMX0TgdX/Pj2cmtFnpIRIR0WQs16iKJ4bV5KyYYL/rwX43u9uqM9ARRq0kAx3hdvdqVOh9NhOFT4NFh99BI33klTlPF00lhZjYsLtxEXdjw28tTjdNj9aGwj6US/AO66j9fHxt0TDUK23VcXvbBPPj9cDRmEyAwyY9phFjKgTZ4nLi4pPmi9MxFg2REv2wgJykkrEPd56wCvBRUV4tptr5hb7GOn4ePZuSRw2PRyYSGUK5gsPnMmjZJHQcNjmxgMYu45Z0thk4+fnopCQmhQJenIGQq892cW6/sDjsVhB46ej/T7N6dEaroT8hdDlh5pymENicrktIPA+q3AkFf53AAADAZrNBYHPWQzs+PoY87BA4nXEtu90ODeLcKF5evr6mSwsh7eKVOLT1UsFEqGIodPbVLQAkQea80jmOHbBCYLMDF3YAqqIIAOfn4MURA4/0uf4hPSlCREQXZ+MIqcmeng994UEEMi4m1uet7/+ZuCTJejpwdj4wN619/mwYBM+qysXurvejIyMSEIH5+QnTU3UDg0K9tvjsbNHQrA6JjA+NTotKIadm0tIImXBEaEDoPe+ATx54/mh4os4OPu3qbg0LT8jLq8LiRFg8FxaenIzH+cC9UPjIK3s9hrFqYU7go/ZSpp5FntdULaqrDs26Na0s/ov3GrNTwOGWJiLyRWuddbR1uVWeHuG2Nm1cnNbRciMa6uiyisyZsfq1JWNPR3mHqWxjtZOVFy/g4TGpvjVVea36sqz0MFZecg4Bbu6SySW5rLxkYjqczUSxGeiVuW4BNzvI9wY2NZjNRPE5eHI23N/7V0xaHHA236oVxobdvf35mz//6V9xWUlHu31lJcmhsA9X5hvs56PHe2a5hFCcH9eqL9Y2MPX1zJUpdRE9voyLx6f5M/MSWg2lq4uGsf7aYN/PXb74KYeJnhlvbm+vFFfSJDX5M1NN/Z3CmQntwlKPsJpXpBCmElPE1Vx+KVWt4K4uzjU0tlZJlIRM0tX3Pgj09s5Eo2ynL0DbxenZoQ2w2kC7xWG3OOy/sWkvd+EACADQhuE/CdKc9KXLqLNarU5DBBW8hWa80x7avpq94kTL5ePAK+YX1JyhrctnLx+BQA58tea94xWNGGqQOXXW4HXWDYYE/wAAvDwmZJltNovNZrEDF4DDAjgsDtDuAO2g9bRDpwp0vfHww3cTHrvzCXhJUWFsdFRyWgo8FXH3wRfu9z4O8vqVuaXIdj6g1uaMjzZaTrZW5ua2n+5Rs8kP7t354Zt/k5R4b23VoNPRB/oUz55OwuFR+YXS4lItKqP8tnuQe4BPWlYig4MempFhiF/Orijt4BKFRkmIz9PqVuTVS7BQQgA8LoOensNJXl7qvgLly+x0NT/v0m936o8G2meUoq121YvuJqr/3Vy/u2ddjS9alOBg63GP5mikuTI3ddhYuTDRREgPqK+lt+g4vZ2V/d3StaW2xrqCi5MZuYTieuvt+Gg3Fh25MtdZwsaz6MgcAlyv4b3YGZNLKLScWJ9Hnwx0qxRSVk97DSkjGpsajIh057ExbGYyFuWnqmFurZoXp1poxJif//Svv/P3VxKiXY52+zbXjFk4L7kEv7qgXVvUdRpLPR78tDg/bmO5NRsDmx9pWhjXKaW5fC4ai/ZtrCtYXWxZXWzNxAXBvH6FRDzic/ANdUXNzWWSqlwmNWK4g9uiKVDKaUQqQtNdgyVG640SY3PF87XelcWJ2AQkIh7pFxAM8/H+x7/7vz5576cDpmbQcnpxegACNjtoc4Ag5Oh/WdXkZYe8X3bHH40X8vvb5dUjeImJ+xqb0WnlnFsy4KsJMs6tFHTKOZSzOZ94+Qh4idb89VeC8HM5OHE5uP/ayztecR1fLTVfaqXa7Q4oTwK60m63Aw4b4LA5QLsDtFptZ4DDAoLW1Sejfve++P5f/R+RrjfcPvyFMJeiqKyMS0mJiIvJzCVRKDhUfIC2tsh+ODo8IK2qyS7hkbIzcHGRUSVFnM52HTot4kf/8udd7QLQOtOiZT1/at58OhobA6fRik0d04zCul9+5vrI34/BprX3NFjBlb5h8fPdvuc7Qzw+LQGZiMmg8UVt/iGou48DY1HxvuF3KyV5V7Y7tWvNdSu6ukWdcq+75cDcsm5QbLQoDnu0c3XCkbL8I1Pdnl52aqq3j7Qc9Kn7ldw8bPDCmEYmIeVRo5W1eYcHoz1dleYuWT49oVFZNDfV/O5bb3z/n/6MRUcePB83aIQVAlKFIFtYkj493mRo4qajA3w8PlZI8xXS/N6Omh6TnJgOR0Q9YDORMjHZqOOLSjMWp1rAi2V1LeuTD775nb+/4vHgpzNjStA+19LELuMhJ4blE8Pyzlaex4O3fvGzP99Ybs0lwCs4WQvjur5OcVtzSU11Do+bWikmTk9qpFU5fl5XI8M+V8hylQpmT6e0uVlQzIw0aYhPn9Qyc2BUSkilijI8UScqzzzaH3ZYppn5eN/QIA8/v5xcWl4u8bvf+NNf/Og7Inae42QftBxdnBzabBYoUv2yQNerbgMdNtBhBe3/H9TF/q3tdwXxvh5ts18ibf3W78LXR/hdD71s/ZyYeW0c8LdVZvut7euvcekv8FUHAChu+ZJg6gAcNgdodYAXIGgFwbNeU/3PvvuXt979fuLje5/8+Af4pPiMLEJAHCIsHpFFJe0+X1qb6rQdLjwZ13Z2Vu6dTEqqSrw8fAkZmfdcbzz2uHb1gzc+++Sbz5+2WQ5HJvprjndH7eeLmgaZnx8sNTULT2DDY9PCEQnp2RkZRFSVnNvWXnN+sdqg5pZLSSNzDcExvh7+IXAE2ickEZWBQxNiQ0Jdrzxra1xvUS1oalZ09eu6hid10kExd7O1/tisByc7rQPNR6a6fUP1U1XZaY/6sE+91aemowI3Zlrb9IKwoOudJsnhwfj0pDafkuB2+x0COsh6upBDiPrm312Jj3o4OaJdW+wuzEsVlRIycTCdumh9ub2QkSQWEjMwIeZOhagk+8lECzEdXshIoZJijDrhkFmZQwgvLyFsrnTPjGoe3H7ry0//8Rc/+0sKIXhmrH51vjmXGFKvoG6uGTeWDTJx+o+//79p6wtMOkFuZszCuG5rraNcgFPUkLMyg5v1/N5uWb+55s6NH2JQnpm4oOoq6uITo0FXOtQt5tDC+oxcDi1CVZ1bXk4098ib6tjz4xrwfJbFyEhISfb08U7DYuprqoppOF4uIczznkrMB0GL7fTIcn5qt9sB0PGSk/WfBmm/p/1HmVngd2dP/67jv7t9BWmvTJndAdovIe1Ca6i5/dnbKaH36wVMhOeDaF8f38degeHRRVW11EJWJhFjt2yA57NPJjSbG+b1Z8MtXQ0VVUI4PAoeGV7IooYE33V1/aGAk2I5HNlb6+xpFpzujp7sjWuUQlWttIDJiIyOeujlCY+PTsOm4jOQbu6ftbdXvjgcI5FDFleNunYhhUmoN7QuPX2uMbbFJUcHht3n8wlXNtvVm+3qLZP2ucnw1NC4rlc9UVXudKh32utXmyoPTfX2fv1xm7IrP3NWzrFPtj/tUdFRgc217DZdWSz8fn19caep6ulqL5OM+Ls/v+J2+52NNfPYcNPPfvLGu2+9QcqInBzRlvOzNCq2gIfWNrKmxurFZZnisixE1ANRKaEoH/1komVhpj0qzOX6Z29KKyhDZuVgbw2FEK6uzZ8eqc9A+zy4/SM3lx+TMoKFHPTSjGFxuonNjN1cM26tt3YYi3w83uGyErZWe9h5qSxagl5TND3RUKfMzUwPNBj45h55bQ2DTIrEYfzSkr34XGyLtnTxibFdW1JEi64VZZrUrEJKDJOc0NIg6NKJtDWsFxt9ve2NycmJWCzax9crJjSAR8NXFdHgXq4+Lp8PdhisJwcOuxUEQbsDsAEOC/ASb1YQtICABQQsoM0KAn+Qutj/1b7aXkca4LDZAeurBaTVAV44wJOklFC/R5+pRCSVMK+MTiLhcLAQuG9YfFwGDZWZkYIMb9HyQOtQi76Qyohv7W6U1EnLpBXh0ZG+AY97+5r7+5VMZsT50YjlxZiYi1kcaTjbGRSXYEtYuN2tJ4BtO78wPTIuAEdC37hzDYtJSUzw7++r7O8vr1HgLMBUqTgLiYsfmJzqGuwtEXMi4/xCIu73mauubLY1bZm0W+36zTbdmLR8x6TbMTXtdmr2OxpXmyotfQZrn9bSrV6UcuZkHNuY8WDY0CTMifW/Pj+mz6MgKLmIp6u9T1d7TXrRW9/50zf+4gorHwnYVvJyE9KSfSJD7/SYpNvP+mQSUlsLl8WIy8+LVSnybn35L/HRbgxqQp2cZdAIradLfA7e7e77bnfffzJp6O2UFjOT1bX5uxu9M2P1ucQwXQOrlI0mpYdXlGadv5hq0/N0jYyzw8HVBU0ZD4mMv8ctSB3orEUlPI6PcX260sHjpuKxME4xduGJqa1F0tZSERF2i5IdLRWR+ztlawutS7PaVj1bxEWP9EjTkd7pKb4FFERPS0VGqk9G6uPJEU2VvDgiMjwNT/XzDfH39sknZaUjQqN8H8aF+m2uLkJLIRvgsL2C2SuwAdb/Qtofsf12pL1azFsB8HxlfdIv8A4mMUAlpAnzyAmB8IQotF8QKjSOHJpAj03EpqTAkxIerS7WDY1UM3kYIgN/1+tReHwsi8eJiA1vNjb296kNeo7tZOZib4yRFXWwal6bNhHSwooZlInh8bpaKSkXc/f+rzx8P4+L901C+EkriIBtdMBcsbLc/GxrBImPRWKRxDzGTdcvb937yB923aDjrc81X5lQVGyZtJttuq12vSGfOiYt2+827HZqdjsbj/q05wPaF2019j6Ntath3yi3DukOh7Wd8nyE3/XhLkVdLSsp1ef4aGaoX7X3bCjE89O//csrv/ro/1laaOvsrOQWo+WVOQpZ7tpSG5+LYjGjmhqYmXgflYIWH+MaH33/019+h0FNqKvOX5pr7+2QhwXe/PY3rqSjA3tMlRplwcxY/fP1zuO9fl0DC4/yyskIwyYHVAkp85PN54cTukbG0V736mKjUVeQhfMqLUKtzpnkFeScrNBBs7y/T+rp8WFaWmClJG93Z7KtRZKBCykuSDO3SzXKgk5j6eiwzGAoSIxzNTSVLM0YKngYrZLZpuf1mIRxkdd6e0RbB+ZyecWjACSLo3jkFUnLoZQX5uRgEFEhnuMjvSBodzgckAAWhDeoQw7Jc9Bqean4+F/tD9suIc0BrScsduDi4uL07OzMajtzgGd7L5bhMe6hfrf0Uh6LQHrwpVdFWSuvwhydXBqK4MYmEMLDfeHwOyOjolPb1CG4Oro0HJGSiCTgKWwGNis9nYDLLyCsLXc6zhfAs4X9tf65YS03L6OYmcOmFSbFEoICwwJCvT19P0dhHxlbuDRy2NqSendL299bbrUsCcoKr376KYlOJ+bRc/LwmIygehUdBOefPdFfWWqq3elq3u5oXm9uqs3K6OUX73bo97r0x/0ts3WiDZ3U3q+19aovOlSH7Qpzac6mSTGg4uTjw9XVrL5eRREPNzvb0ljPnh1rGumqDvT+NCbKtauj8sLyhEGPY9JjZJJslYL2/FlHU2OevCpLXpVFzQmfHlcXMpIeu1197Ha1QpBdV52/vTFYzs/64tMffPsbVziFKIkgY2asfmut4/lT01CvVFCcyqIlYZMD48LdRdys8xdTXa386dGao73O8aEqITc5C+evkjO6jBXEjFAKMXL+iQGd6v+Nb1yJR3iPjuh2tsYppHh4sCs3H9fTUqFV5m2utj1db6OQwooKEjR1zP4OsZCLYjFipoZqaisyeIWJvd2SucW5BAyLUVztFRSfkpScg4kVsilBfg8gpAEAAIDgS5v20iHmsAF2G2C3OKw24I+S/fn/y3bZjn0daTabzXJ2fnJxcXFxcQyApw7wRXyKz5cf/7goK1XEKooJTwqPwKRTRPW6kZhk6oNHnskpoXkM1JlldnF9pLRSIKtvqFLpKIXFtz0e+gTBHnm6EYkpvV3V/Z2yMbNyf6NPU8vobpXOT/c8dn/IyBUSssnRyVHGVrnVMtXfWUUnRZ/uDU6OyCaGGy4sT0vLOCFRMexSQWxSyvBEj84g3FgzgRejox3CKztd+p0u/U6X8bmpRc/I1TMoy5ra5aaa3U5NtyBvXim09mmsPY0Os8ZiVs8qirc6a6cN5fhod1Tco/HRRiojXiqlmnukLBriYm+sRcMVl2cVMBNmZjV1SjqvKEleldVQl7s037Q032RqLW1U5eXnxeo1HIWMTsoMwyD9IaW6gR7FQI8iFn7f0/2Xb//4LxWVZLWSvjSrsRwP72x0NKnyczIiWLmpJHyUoCh9ZlSzudq2uWYEHVNb6y26Rjox3T8L5z/ap+hsragQEERCQpOa9+67f/f++98Sisibz0ZllSyY982bv/5pqM/nOmXe9EjdxrPOnu7yqiq8rDKjWVMokxD4pcjO5hJlOYGRHT7YWTU1NUEvVqKyij665ZGYksyiYoj4+PuunzXUyyCbZneANsCpz+Ow2V7Slyx2i/0PkWf9u3xx/1NehN/j1nNe8L/+iv+OZne87P9a+1eQdnFxenp2DDhsIGh7Mj+Sio748c/eCIO5MtNT+IUsGj0fn50bFJtCyGVgMzNzGdm5jLTJuZ7BybYsKhkehw2LwQZH4zKp7MLy8o+vf+7udT87B9nYwMmjxOJRPhIhtlaWMf9EW9/IC48IzqXz00lkPAUvk7OB86lOg6iIhjzfm9DUMfe2J7d2FrCZOA//oBRMBj6bEhbun89MOd4btOz1GBTZV7Y7tQsa+YKm9njIPFxVIUpLXlbXL2vq1pqUB53aZ01ye7/+sF0JDOqe1BSf9DbsddfP6SszIx9dfev/bqrnCMuJKJRvT680n45o0XAnhxqqyohEfEiFMGNuWltAiymgRfHY8RPDchCYfrHT82Knx6gtatYUzY6p2YyE2ipacqwbPtXP2FS6OmdqqitWShmh/l9SCKGKquyVOd3KfNPeZneTKr+iNJOUHo5D+jPJiFI2+mR/GLRNW08HLCf9i7NKNjOWmgXXNRTvbg6vzJtYecnDfapsQth7P/vbR+6/NHfXPV8fxiCDPnj7W299/y9EHKxCnLO/ZV6a1fR1lRh1hWU8lK4xv6OFCw+8xsiKGu6UG+rZQ8PNaQRUakZmAi6XXSwm4HPLSytgPr7BAf4z42MgCIKAw2ax2ixW0A7abaDdBtosoMMK2m0vdfn/F9rv8n3/Vlf4b/3vf8uNrz0R+Dfj7bWL/y13OX6bZx+4hLTL/RKWXu8OB+h4VdcC6gAAgDbQfnoBnl88fTJdRCG8/+bff/DmN5JCH3BohBI2Ozw49vFjeGZmfgwi1eXOfURUVIexEbRsgJYNURk5AOaVhMzglFazSmuDolPgyJToFIRPsHtRcYZMSq6WZs9NqUytPJ22YGNzWFxdUqNSwkLj/IMD7j38PCbS7XhnQCWlKGU554cTjcqihfneVlODH8znL//2G94+ASg09p7Ltejwe4dbfdbdHoMi+8qWSdNTVjjfVLPVbZypV5hKuecjg4c9HYddbYedhlmZYFbOsw8175nkxgL0Qbdiv6dhWV+lLCT43v2QSU7o6pL7B3zWN6jQ6rjFbOTOU7NeVZSDC0EiHg32yOTi7DIOUlCU2NqUf7zftbmmt58Pz04oChlRLU3sgW5xBR/32Uff+uyjb8vFpIOtoZkRbTYuVCllUAih6NSH7caStWX96qKhp7OsXIBTKfKC/D4N8vsUlexh7pa82Ou1W0bmnyg2N5rqlbm0nNiifJRMTB0yK1l5ySZjuclYlhDz4NYXP8qnpexvjZk7FWGBt7//nf/u4/GxQkxZndae7vSO9gtFvGRtAxMZ56qvzyPhArUKzv7GkK6BPTxagyd7owgJ5HxBWFT2w0doVn51dESSzyNfb3f3AVMHeHZqPzu2nR+DdhCwg4ANtFtAhwV0WEEQ+Pci7bV8bcclfdXXDr5i2r5+3Hm7M5blZIoAr0LDl22v41IpnK+/1eWg2eULnGO+BvvfH6+zOwAraPtqByB2G0Rwe73bX5aCtEPqci+D3SAkCG7b3kkM8P74n/4eF+imyEs3luZVl/KIuQUxsZll/BZETGZoIDwtIRmfHDfRbQAdO5btybkxtbpOTCLT3B4HZ+UJWELZp3fv3np4yyfEZWauJTc3tLGerKnPZjDCF1ebde01UnXt1NJSS5eZzWUEBd5MS/Y6et6vlGfNTEtPT8ZFZTSttrJCWlxRJfzlJ59yudypiZEHLr9+6PKLp0+at+bqlyakV540VLVyaINS/ouh7iVd41yjqgKDIvp7jVeWAcO9T+TCdkbGWVfj0ybhubn+xKw67G3c6WncHWsjJMHIeHhXhzSPkdCk5w4MKsoE6TOjmpOdUZ2yWK1gl7LR/Z1VDfJcEQ8p5CQ8mazpai8eNAvXFpukFXgC1vvZSmsFH5eCuP/Oj/88LuLO8qzx7GBaws+Oj3wgFWVXVmTk5UasLes319tXFvS+nh+QCCE6dRGnEAn1gx3z/k7n5lPDi33TyKAck+odEvB5V5vY0FSilOeZjOVKOY3PxSKiHhBw4ZIyyuKsiZgOf++nf/v97/x3LjNlpKvqYn/gaKd9bU69s9ExPawo4yRPDym1tUXs3ITyUmydMnd8TkEgIzNI9CplV3BUXh5LgUKRigp4wb4Bf/9Xf4ONT3ScnoKAFbiwQkwM4DcEyN+uRvxvNDVOnDhZTk5+MESkct4F0eGdp5xkjssEefsrmcdL5CYAeEW5eo0w5WQAv4ZMaEDoMkgr7jewuQSqy+B00iy/fhYAADtos4M2G2B91e02wP5yx2sDv96hQp9WB2izgwDoAADQYYNCKw6zWv3FT9+kJcJNlVw1N0/Dy9cr5Dm5eS4uj5BJ2RnY7EwcOjLocW0l82x7fGVcvzDaDJyuL8+NHxwc1tSpPWHwWCQ6Ii6OLyomU5IH+pS8opS9nUEyKYJbkq1rq41AwBGpaZlEkq7ZoG6ocL39QyY17GCnzdRecHLWOTSsKitjpyARyLQkVFqyr593fBwcj0H8+sMf8gqwT580T/eX7z5rurKsU8w1SjlJkfM61WqrLic08KM3/vqtP7nyq7/5H43kjBdt6nl5yaZGstkkOu5WnphVR2b14YBuf8JESIJFB7lkZYZ3dlYmpjzq6q7UqNmc/BT78ROdsphbkIZKeAwhbaRXnJvtL61Ab67pSzlxbYbCZystiMibM2PKmbF6PMrru9+88uF7b1AI4WcH092tlSWFmNIiVFMDEx56rV5JOX4xdPxiiM9FYVK962rodTV0cnY4pxBp0BZvbbQtzNWPDks2n7bGx9wOgX3abRIN9MqUcpqPx1V2fmJTfVEs/L7rzXfgwS5bawOTI1p4sMtnH38vJcbN2FA4O6YAHWMr8+rjFwMn+/0iXjIlE1ZTQeptLetuE9Srclef6Q9PlvaODrE5xcmkysgU2iNfeCGrlEnJ/flbb//1n/wZOiHxcHsLtF3Y7Od2wAqCjlcBnn99Ifca0pwT8TJn6nIqCqQeBdECobuga549e/bs2TMn0hyXJEagI9CMh5j4zkdAx61W69HREZfLbWlpgZ5ydnYGJcg4hzIYDGKx+OzsDAIqAABWqxWi/19G2vr6+sXFRV9fX3Fx8cnJCfCKFQkN5cwDeAldh83muID6K4qwFUp7gQzk17odcFjsDsACOKwgcAFYLJZz29kpeG7pVese/urjq9/9u3DXa00CRmNpYQ2nEA7zjYiBJyGTEhIRjQ3V6oYKbQPXdjayudLSYeBWCXNTEeEJcfD4hLhSoYCazwiPjnS9f59MxqrrS08PZrEov3pVSUSUt0pTF4tKw5No6TmMmLh4LCbl7o2f3fniW8vzNYuLkvYO2ovz1jIJubC4MCkllcsToNKQcXFhifFBn3z0/UoRdW7CMNYn3dvUj47yrxyYWzaMDXoWdVhePigXR17/XJiGlGXhkHdvoFy+HCsvtvTqeouJz5vEFrP6tLfhpFe90Fi+P9Y+oK0sZWISYtwlFSR2EbKnq1ImIaUlej5b7NTWFkXAbrLzknQN7A5DCTcf0aIpMOoKNteaW/WsyjLMs5WWzdW2NgNna62jpak42O/TD997A5vi01RXvLVq7jBU0IhwAQ+NR3tn4n3WV1o219uX5g0EfCAW5dOiLV2YbRGW4PBpvgYte2RQbmrlTY0rF+e05OyQ1CT3QbN80Cz38bj68dVv5lFiFVJGHiUhMuSuqIR09mLe3KnEpgbn5yAKSFGaWvrakvr0Rd/pi4H5iTp9Pa28GFlbkd3aWFglxGkbmPNzjXbbxshwj4d/EEuijkISPHwDfXz8EmMiQn0e/48rVx7euskgEYd7u0HQ4bBbHXYraLODVgdoA/89SHOaF6eIncPhSE5Ozs7OhubuyckJVFQeAAASiYRGoyFoPX369OnTp5AtgkbY2NiAJu/Gxsbu7i6EEyiZZXl5GcoE8/T0ZDKZ0IOOjo5sNtvh4SEk1QgAAJVK9fT0hJTeZmZmdnd3nchZXV1dXV11OBzr6+teXl4DAwMjIyO1tbXQb9nY2IBUgyD7dpmD77A72fcX0L+bw/77kAbp7AMAYAOg74jFfn4OnJ+Cp8cJgRGv7sMAACAASURBVP5h7i7oMJ+0cJ+mKp5KLMzLJocHhlZIZOmZaai00CdPWufnNC/2umem5ZXCzKdLwzMjQw9uuuWSqNGRYQEwr4SUaG/vuzFRvkEBd6orGG1aMT0ncaDfWMjLN/Z0x+MI6Tm5uOxsLDYpAxtx+/N/xiXfdliHR0YqnixqhmdUrZ0NjVpDUio6KRXl8diNRsGlJPp5PPj52Ytxs6l8bkq1OKvsN5deWW9RHZhbXvS1TdfLl1s0pZjkQbnYNjtyMtidHxFQGO5z0q05MtW9MFZbuhvOexqW6oVLTeJqWtqTLpWAkUbEh2Wlh+DTYWMjqokRVRkXX5AbPzFYz8pLJGWGkQgh0yN1NWJCaxOrVc9q1bNGB8RCbvLYoPT8aGRztW3ELHux3V9ein/3rb+4/un3Ar0/3VrtMTaVGhqL8GjvrAxYatIDXlHSxprx9HCYxYhLx/hFh99ZmG2pkVLf/9lfJ8a5bqyZTK2l87Pq1SXdoLkyyP8jEiHoaH+YTol6+8d/jkX50clxeZQEek58TLj7xspAT3sNMxdZXkKQlKZXCXHqOsr50cDZYf/cuEIpJUwNyMS8VLU8RybEdDaXdLTwj/enZqdMsAh/VlUVp7ICm5XOzKcScAkPb//6V++8CffzREbDk6Ojtp+tg3YLaLsAbTbQBoD/865HJ+ScvMTXkIbFYrOyshYWFpBIZEBAwLVr14hE4vj4+PXr199+++3p6enGxkYYDObh4ZGVlWWz2aqqqsLCwtzd3QkEQlxcnI+Pz8OHDyUSicViYTKZDx48gMFgDAbj7OwsMjJSIBA4Xinsd3Z2BgYGuru7IxCIvb09Pp+fnJy8vr6OxWLd3Nzc3Nxqa2vPzs74fH5AQEBAQEBhYaFYLP7e974Hh8O1Wq1IJDo6OoI0DlxcXCorK515pdD4NpsNsFkA27nDfnGpf92yXeIuv3SJOICXYi020HIOnh+CZwelNAI+LoiRHi8qIvM51AqRsIBdFhKCIFMKw+E+g6Oyg6OOg6Om/UO9RkuUVeW1aPXbTw/TknKjwuMpZAIM5u5675f5eckvdgeysEHXrv4TnZg0ZDasby5XNagMvX0RSFx8Gkog5q6u9D9baWGQYa1NOTvPTZVy0s7RzMBU+8rWKkdU5eEXEBINLyvnOIDnGhUbk/Jgc63Z3Mk7emFuaSlaWzVc2TA2rLeo1lsaJpVVIzWVpZhkVnzki6Hus1FzBTYx+/GdnWYlONF1aqq3dKst3Q0v2pW7Har/l7I3j0osy/N94/a6t9/Q072v670eq6urKrM7q6tyqsrMqszIiIzMyMiYI4zQcJ4VJxQnBAVUEBREVGRSQEBBRARRZkEcQXHAeZ4N53kemM/7gwgrqvr1fX332st1PHgOBxff9dv7N3x+uvL8BZNcwsIVoKIzU/0z0n2ldaS1ZaOmkfb8wa/GLXKzUZSR4lNTlVdbhW5TM8pLk8rLEvPRQfNT8iZJAbcifXRAvLnSdrTT16lnzU9qMYhgaNLLMP9bDbVFe+u9miZKCTE+MvQWk57m5/OpRlm8vd45PizLzgzOSPGNj3402CvNzgyOi7qvVdKW5vVD/fWDfXWTo3JqKQSe7jM80FBfW1hdiS4mQMopWdnwcHDM86z0sDGLdmN5sKejISX+JZMMS094qm4s7jNy7ReDi5Py5iYSIuWpSlzQpaZaOjglWJBaXLo43gJYlxtV/OjMhAwcCk+horBYJpuFRMDoFGKgjxetuAiPzdvZ3AI87ZXfJkH+L9k09zt+C+fbFPvrpaPnJwaDKSsr6+3t/dnPflZRUaFWq+/cudPa2pqcnBwSEjI1NXXz5k0Wi9XW1nbr1i2dTpeUlPSLX/xCrVZjMJiPPvrIYDCgUKiXL19OTk7C4XCtVtvQ0HDr1i2z2exRmudNNzc3Q0JCIBDIyMjIs2fPyGQymUxOT0/X6/VgMHh0dBSDwQQGBk5PT3/yySeVlZVNTU3p6emdnZ137tyRSCRVVVVJSUkNDQ23b9/WarUMBiMgIODg4OB6n/nGgDucbqenveP1/Pfj98k3b5yNTsDt2cO63IDTDtjOLjYXcyAR2ckRYk6pvJ6XmBhx9/tHMCS5gFAeHZng7/98cFCxs208PTNubXXsbJnPTzZLiJRMKCopMT005JXewDcZG/BYyOJM5+Jsq6gKX4RNOtmbBYDDnj5TcTknNj3XD5QRDIrPzUeMj+snRsXjw8LD7dYOA3dhsX9pY5ot5BTS6H5RCeFgSGxKUluX3u0+HO5XomA+fabKvu6KthZqJTtj7XXHjRVdA+z5XR4csmpQWcTVA/XVbETqpFp8NdlfmhAqRCTttciGOSWXXYrLLoXDrLL3aTeaRa9bJVsW/XyvklmcoWlkoBAhvi+/UDfR9rctaFR4FTt3a9UkERWWksCF2MhJS4NEgIGnPa2gQHbW2+en5PC0p8d7vXMTisPt3k49Sykt2VnrbtUyK8qguOzI6RG1WlbW3yMswsfEg757fP+9tOSH2+ud2+udhfnxCaCnD+7+qrI8e2q0mVORi4AFeqpj9rf797f7DVomh5lNwoOH++X1wqKOFj6fg00APVXKyj1YLrmEaT1dwSJjvZ/8pggXL6sjVLEyF2earo4GDjaMPFoqj54s4+cqa3GWdoFGRJ3qbTzf6d/cGzIvtffODU6sbWUVFEs1HcU0Rh4BQyzG4/FYHA7HYlUKa8SCGomgppFb3VBVLaqqquLxeFX/uVFdXX19LBAIqqur6XR6Y2Pj5ubm9WIyOzu7rKysu7vby8vr4ODAbre/fPmytbWVTCbj8fi+vr4PP/wQDAajUKhbt26VlpZmZGTk5OQAAEAikdLT0wEAsFgsYDB4aWmpoqICDodHRER88cUX3d3dGRkZDAbjWmkff/xxYGBgTk7OkydPoqOjKRRKXFzc4uIiDoeDwWCBgYGBgYEbGxsQCOTevXvp6emtra0rKyteXl7j4+MSiSQ6OhqHw0VGRnrkMjY2dnBw4Ha7PStVs9nMZDI9/5w/GpyqP5y86sqqN5NTXcutlrArRTxePZ9bW13JbRIJmwSVBZlJ2SkhRei0QmxGQT6ipr6aVS2NSSuBI0mBfoExkcHcSuLiXMfiQvP5ySzgOhzsHwgPTyKSignF6O8f/gqJ9t7aNLXr+YoGhqKBdrgzLKzCz80ah0ZbktIgWXnFuUROIb3x/nNfTg2jWc/V6UiAa2zztb7fLHe5bRyBwDsclFtCo9SIC5nsiBRwV38nAJy3NPO/+/ofxDXZBzstHHbq5mbr6rLxxlaH6um//H3M7c9P+rqO+7umVRLoiwd+n/2iNCE89ck3rWW4g3blgpQ7zClx9xsuOuVb6lrrQMvJgP51p3xrqKWyKINZnOH74ncf/etfgmMf729blI3UFPBzs1G4tWryfv7Rzc/+Hx4ja9LSwKSmCnkolYx0cTTYKMa3qKmH2z0HW+bL45GBbtFAt0gqxEuF+DxkeEFu9Phg49hg4/rrDjwuPBn8ICr8q8H+2oVZda+pDpYSAI557vfyS3OXeG2pO9j/JgLm/3qhY3JU7byaX1/popWmk/BgEj5JKSunlkBTwC9SwN5KWblSxkyIfo7HJF+dLA0YGxOinhQXJDFK0xmlqVpF6cFG98G6eXVaRy0ENfLzOOSULhX79VBHX7Ogt4W9u21eOerdtW5reyygdKxYbZGqTVV1Mn6tuLy8vIJBZ5fTmqSSuhpBnbBOXNdUXS2U/C+O6upqkUhUV1cnEomEQqFAINDr9Zubm9d+SBQKRaVSjUajl5fX7u7u4eHhkydP2tra0Gg0mUzu7e29deuWVCrt7++n0+kWiyUnJwePxwMAAIPBMjIy3G63xWKBw+E1NTWff/65TCZraWl58OBBd3d3TEwMlUr1CGNhYeHjjz8uLy83Go0cDqehoYFKpUKh0IqKigcPHnR2dpJIpOjo6I2Njba2NrPZnJ+ff/PmzdbW1ufPn3uUBgKBrpW2v78vlUqPjo5cLpcHSTA6OlpTUyMSiUXi+rp66f981kreTJFELqpX14lkQn6dpKa2ScivZVBq6cUqAVtVU64QVklr+GIhX9+iaZIbKPTGgMDIhLggDArCYxMA9+bF2RTg3j05WdPrm30DIugV5QEhXmR6plxFQOd487nQOkHO0Y55f2c4Ew5aWhmbXZ14GewbC4UV0qqYNeqcAmJ0YjiTi2XzMnTNFGN7pfXqtdN9ml9cEBQfSxXwCSw2vaYul1SWDIMODfdIRczIoO/0SmqTBDdkqV5eURiNwhvbnWqk9wNs0MuTvq6NjubVDjUHkfzpX/3Jb/7yT8iJIYuq2iVl7VGnekxAv+jSDDCJ6Xc/GxNSHGPGsaaqQWWVnFuoEBRjUVGB3l8F+X4lrSMN9UsL8qLo1LT9vb7qqhzv559QiiDbq12yuoKi/CgKKWFuQmHpqclDBawu6i+PRy6Ohs8Ph5jU9PKylPKyFKkQnwp+6lHa9IRybEhSgA2DgO/l5QbubnWeHAyx6EhcLohMSmPRkdPjOr2GlZcTrtewRPwCvYYFAK97OoVIeBCLjjR3SSS1xWwGopgAKSZASgrTgl7dSYh+zqajradLJYVpaGR0ZMjdPGS4Vl6mbaJfHE5yaPB6fo5cVKASEzrkbLOqrkfN69VVDPfzt487hme7KVXivDJRZCq1hK1liXSCek0aFPbgh+++/frXA0Y9AJwDLisA/HE07N2SR/d/Lkb8+yXU25GSkuJR2qNHjzY3Nw8ODjxKYzAY3377rdls9vHxycjIoNPp9+7ds1gsaWlpeDze4XB4CMcul6urqwsOh3M4nM8//7yqqio9Pf3999+XSqUxMTF0Ot3zYKenp2AwOCgoiMPh+Pr61tbWcrlcMBhMJpMfPHjQ2NgYHR1969atxsbGr776qry8vKSk5ObNmyMjI8+fP0cikR6ScVNT061bt4qKikAgUGJioqe7zbvxA9fbaIjdfR0WeYOS80zPGTcAOAHABgCXTuDKBXjiDoDbBgAXPBIWGurbo5SYlJJuja5D3dGqaUEiYEh4XmE+JxMGRaFCYdCAoQHl+cns7u7o4tLAwtLwwfFuBY/nF+KbBI1R6zlDo4KxUU4tP2ZqlNvTxejoEI5P98+uzpTXVhbQSyobRAU0Rhg4DUUogGGgeDKML8Hi8NGbG0YA2FrdnqBxS8uqaAnI9G98vEBwBIFRnZVXkINBVXGosJQQPjuvSUJwOUbOrjqblJQb253qIRF7UVl/1te1rG2aU4q3O7X1WHg9Fn7Q03xg0u52Km1DnUZ6YQ+DsKkV+f/i74pDHrvGjFsdimYmoVNSPtrRkAnxxyJBbAaKRc9aW+5olJDSUp5LxAS7bVrAQ6My/Ef667dXO8jE2EJseJeBdbrfRytN5DHhF0fDgG32aKfP1MbNhvsV42PLyWlIqF8VEzU+pJCICm0Xk3otDQF/+ezx+6KaHMC5sL1mZtGzyKQUeJpvk6T06nRKr6moE+C7O2rrBIVLc20n+2NyKYVFy9Y0MTXy8olhZU+nSFxDzIKG5OfGsRk5melBQ30Kc5c4LzsmFxEe5HMzKeZhQW7MsLmJiI178fgX4/0SDj29Vc6sLsMJKDlHy10jvTUbG/oL22sCpTSfwuRK2l4Gp339Q2ABnhkZkvD4+4f/+40b4GDflTHT8fqM+2IXcF55SvddLpfH5X0d2nL9xy2e//1wvROG7uvrGxsb29jYaGlpOTw8tNvtWq12ZWVlZWUlLy9vampqamoKDodDoVCJROJ0Ont7ez0QfLPZPDQ05PFMdnV17e7uCgSC9PR0Ho9HoVCkUmlnZ+fk5OR1EefKygoej09LS6NSqbu7u5OTk2azeXNzMz8/Pzs7u7GxkUAgGAwGg8EAh8PhcLjJZHK5XDqdrqSkZGBgoKWlxW6363S69PR0NBo9Njbmkdm1i9XtSWQDALv7HaW9IXz/vt7PU8MOAIDD5XQ73G6bC3BaAef50dwwPSfJ56uP4SG+TGwun0zGQnO8vvctKyTzuBWhAYHB/pFCPrW9nWo2cQHXwuX5glrJj4z0CYt4xeRQ9k93cvIQMfER8QmvZmY1Oi2pWZnjvrL0G7lV3NKKyqq45MwffMKi05GyDiOpgn/3uf/NHx6CM9JCQQHs6iKBgDo92S1vbIyJSY2MzSBSa2B5JW2Do0K5Ji49KwYc/9XXHynlvGJCSjkVrlGUAsDa7n73gEX7xiPyurlxUSldUIh7uVTrkPHC0n7Uozvoad7r1u6a1JutTQcm7aq2blNXVxzytDjksXu0Y7ujqSoH0i6iSdkERR0lOyOMy0RHh39v7q4dsjSkpTwvwEWurrSNDTZCYh9p5WX281EyMZZMjCXiIo92zF0GVgEmtM8oON7tX5rR7m92t6jpompMHio4IugmqSBuYlg52Fc/Na6wX03otZRUyIOo8K+21zsB54KlV4zHgnIQQfSyNIOWubbc1iQpnZtsMWg5LDryeG9cr+aSCpIb68kr8+0dBu7EsFLdRBPXEPPRMZD455D454iM4MXZVkUDLTszlFGS8fj7X5TiIQWYeBG/4Ps7P0Gke4/0i0TcgjGTatzUJGGj50ebhvurjo7GDCZFKjIdhi24dd87NAaBL2B7Pw5Pjkz61//7R6CXj9GJwRV4aAOXANiPnE6n1Wq9dnL8RwK7tl3/E7Fd1/9fn7nmQ73rNXkXfeM5+W7s+/T09OLi4vpVT/TZ42/0xNbepfR4tlV/9CTvnnw36u186yb14Ho8kbd3rbHzndjgmw/rBmwAcOlyXbndHqVZ7U6Hy31NiDg9PQVcLsDtdDvtLocNsF2tT44v9bY3MvIpsMjEZ1+QEkMV1KKyzEw6hhDjG5sLJcWEx5aU5GXBID/cvSUU4NzubsBt2T9o390d7urSRscE0lnFUXEBtTJ2ZRXD68UTNDrt/GxBq6Qc7bWe7HQrxKTUpISMLBKlUlUhMuUzpBHpub/7wfuJf3RoXEpAdGw5lwuBQkZGRmDpMCS8lFqiKy7WJUBYgRG5wiZDhaAODIXGJ0Xl5MYRiRCJmChvLGmUEVfXjHbXitV2dGPNoFgzKDZaFAuN9UuK+i1d42azbE1Tv9MqP+xuPuhpbqbiM559x4bFWwSMFZVwRyfe0dZae5sX5HwpIWtnqE1XSw18+ruvPvn7UmIqvQxKo6QBwEqtEAtNf8FhIwDHQruOI+SiVxcMqwsGWIoXLMVrc6XjdG+ASU0vJcR1GSoB+9zl8cjl8Yilp9agYaQnPsnNCpLWkdZXutpbWNvrnbbL0fy84FTIg5pq1PFB3/H+gICX06ZnMyhQBgU61F8/N6kb7pcvzXUwKLByStbR7oheXdlYX9JhqFqZb1U30dRNNBY9q6gggYCLu/P1T3KyQgQ89P62RVidD030qeFgaiqxoQHfwdN8YRne39/5SY+RM9InIxekjZuaTEo2szhVrypzuhau3CuW6c56vSwkLr5C0IjIpiIQ9LCAlDDf6PBXYYnhkZmQhMzk6D5jm+sPU/6uv52/hzr9uyzk/0hs12vO6ws9CvF8dw8ODhxviVfvRuE8w0Ob8hx4fBLXCLfrWLYnEu1664h3vO056FGO4w8Jdh6JOt4BYNntdg8ty8PPugb4uFwuD+jKk1/ybjzN5nA5APeV4015kdXx5hLA5XLZrIDDDrjfpGcBLidgu6pnM6MfPSlIiEIEPmPAY8REuJJayMvLYeZhipCodFAqKb88PCgoIvIpJDHk2ZNvhdX558ddp0f9+mamtL6iq7M1Ni6KVk7JxsC+vP1xaLhPWJiPtJ5xdDA2Na5w20fmJlRCDq6YmBcUEQfNIZTypBKDCV/B9gfFB4NiQ0HhMUlhPgGPUmARlpGex0+fkErYdRKjVD4sbRovLOZ+c//7mMSoWHBwdk58MRGSh47gcVGGFmYW0ndyumVrf0ah0d1YMyg2WlWHJsN2i2qshjUhqNjSSvcNjdNi9pFZe2jW5QQ/lxCQoB9++83f/9laq9Q53Gbr1UzVllsHWtvKCwdkvBF93dcf//3f/uWNfHRMm44Dy/BeX+1cXW/PyQ0JC78lExfNjmkbagvVjaWdehaZGJ8Iuifk5VydjE4NN2bD/SooKetLLZfHQ6uLektPDTY7pLwsBYsKQ8KD2lsqJ0fl3Z1cp210YU4uk2C1KtL6qt5+Nba2YtAqKeW0dLWc3KYv12squjtqDncGGyWkHERQT5dgYkReX4svKohbmW/d2+oj4GIG++pZDHhdTX5dTX5xYVxa6lOFrOTqbAKDCGVRM5skZYT8JBQiJDPLb2hEYnWMDlsk2bCQrCTfOYtyckDOZeUYTdXDsw0XwFJ9a1VgQihDKI5LLyhmqGGIisiI3BQIIdAvIQ2S9c3Xt14895qcnDw6OlpYWHC+BSR6LMwfkdhcfxhJ+/+0adeiffdCz7HrbVfbPxLwycmJ54YXFxceI+N4y3j7I2icx0y53W4P+M3pdHpo/p5ws0ec1ze/vpXjbeNCDwrS/Tb3yvlOg99r0b7bT9BzYHXYr5zWc/vFmfXcCTgcDpvbaXc5rgCHFXBcAo4rwHkBOC8BxyXguDTr1Y9+82tCXIIQk83NSq4ryNIwCgxcBj4xIQ+SyKGQkuOSQgJi4LAkcIqXz6vbeeiU1wtdgGPq9HBsfKxtoL+zqKiISCoGJSTEgUH5hajQCK/MrOjJSb25u+bksN9ln9AqabPjhuPj1WoxH4ZFhacnocuKknKyygUcloDZ0aOorsXfvPMTsZw0szKQmpUWEhMTGJuIITKlir6YhKRw0AtQ7POWFs7sTDOHBd9a61CryD29gm6LcGymPRUBgWTibmx3ape1smV1w1FXy7iQ3VlW8FpWc9Ku2FDXnZqbx6XcuoKss1FjYynm+S//cU4luOxrvupWzdSWT9UyA3/zfvQPv90e60wOf/Lzv/kTv+dfMGmZ+Pzo+jr82emQXlfu/fKTVy9+PdwrnR1Xm9q4uJzQTj0rG+6nlJL21k1XJ6OyOkI2/FUdH320Yz7e622SELDZIUopiUnJ8AS+j/cHhPzcOmG20zYqk2B7jGyNssh+NWa/mrD0itjlMBw6DIcOaVZRV5faV+Zb56c1TDo0BxGglpMnRhqL8DFMGuzsaJRJg2VCX1VWZGkU1IUZramDg0T4CPm5cxOq7VUTi5qZnRkqqCpQqRik0sRaUd7svPzseHB8sLEMl4RM9F+fM41b1HhsJBjynaaVMbPamZmXDMcgIxKhftHwtBw6urAWXVj34BnENyjjo1/f/W9/+lf37t2Dw7PQuXkapcZ6eQkAgAereC0257/Lwf2PbNofWr8/rDt+p6HRHxnJk5MTGAw2MjLyR9E5j4nzvLVHeJ4HMJvNJBLp8vLy2nPjfIfs7zGtnlcdDgfwFjDs/EN21fVe9HrZ7HiLmgPedvH0nLQ6Lq2OywvrqdV6ZrdduGyXTusZYLsAHBfO473jtQXAfgbYTgD7eXpEcNyLl1wcUVJK4eTllWRAeYX5RBhMymRLqyrqa2ip4Gi/l94MCsbQUk4nZ430dWwsDLyeb91bn5aK6nKQKC63UmfQhUaF+fl74wmYPrP66GDE3F2jVpBctqn5WW1Xu+jkeMnU3dFpspzbgb7x+djk1DQUHJ6dRmXklzNykVnBMhnFCWweWXf37Vd6c192EQ2GLsYRWRHRobXi4qvTKdvZiFKCz0O+tJ2N9JnrampJu8dzMpX0wQtvTo3ixrJWtqyVKQvR+x3Nx126mTqOnpB91qk+7lAcdikXNCIRPmtMUWObt0CefD1UV37Y2XRpUl6a1GtKQeBv3s/wf3gy19et4cPiffyef1FalFzOgPr6/Ka/T3h2OlIrxCaDn6TEPzvdGzzdG2DTM2qr0EopicfMej3f8nq+ZdAsenzv534vPpodlwOu+dP9vq3XnUxqel+XkEnLzMdENquoC7NqQVXm+Ejd9kbrxKhYoyrUKIu21tsOd810CgSHDqGUxnNY8JHB+tMjy+mRZXZSIanLrxdhJXVYSV1+RqpXOS19flojEuQVFoDaW1gjg/X7O6aurvLY6K9lYtzxbv9InzQx7kl8/BN6BbyqNq9RUUwsBa2vtQLu+c1FYxkulU3OHh/QMkqTaRQQgRA2NafaP55a2pgs4zCRJdQSvoLI05fV9H3yHSQsiZpX2vjNPd+AoMDCwiIMGhscEFzBKL86v3jDRHgnm/Ha4fFHDsn/SGlOT44E4PHCAe9e7vzDHHwAALa3t2/fvq1SqQAA2Nra6ujo2N7eBgDg6Ojo6OhodnZ2dnbWZrMtLS0tLS0BADA8PCwWiy8vL1dWVubm5oaHh68xqVtbW729vbu7u7/fLrpd1w7WayH9EY/x+rNc7zMdb/mqTpfd6jy3O85dwJXLceGynwKOc8B56jrbmxs0xfo///KDf2YTctrreU1sStjDb9HgRAI0m5FfTMsnZSZC40JA8WHRseGRdTUVamUFBOz34O5v8dhYABgHrpZlfE5GQujUkNakb4mPgMVFJxYQ8wQiXkJKbERkiLxRAgCH8zMKtYJ4uNe5t9uzs2uZnjERitH+ASHgRDS5rFYi60yFIgJDXoWEPM1FRXs9/nU2LKhZxbu8XBfIhDHZKFxF5eT2affoPASGio7xr+IhAdvk+ow8H+G1NC60nw4RCUn4wsxz58Xq7mEiHJsMw96ozAAf9bZttaqPelqPjLoTU3MXBb+rl56Ymg9M2pP+NlZmEjrkpbIMm/r465nGqtMu5WWXwt6ttXdr26i4abVw2aSYNso4JPi4WVZKSJQ3ktMgXpicEMC53NXCffXk4zDvL2vYOcszLaP9DdAkr5E+aXjgV43iwtUFw+F2r7gGU5Qf1dvFW19qAVzzG8sGNiOdWpykVVJKSeCSotj1120Ls8pshM/2RvvinFqrIuFxoWYTd2utY8BcU8nMsz5TFgAAIABJREFUKCXF49BhXDZixCJbmW/t6RLMTqqGLRIaOblRQsRjI8nFiT1d1VdnY8MWycMf3q+pzlmc0qytGBanVQxyErcCXsfP69RXqpsoocG3BNV58kZyVyenqaFwY1l/vNVjbuOppRQhOx+W4AVNfFSSH4PJDttY7Qfc+9k5cFxRIVsg/uZxQCQkv5ChgqIrE2CloCSMT1AMDlf68oX/o3sPYyNC81GICUvP5fGhy3bpcngMhdvl+j3I7g059A0/1O12uAFPB+23LgQPFMjhUdrve0i9ufAt2vX3c297/9GjJ0Zjt0qlefz4qZeXV2ho6PT0tMFgePbsWWho6P379yEQSFhY2FdffdXS0jI8PEwkEleXV4IDA589fvbs8bO4uIS93QNJfYP3Kz8fH7+wsIixsQnPQ3oQzjbAdeWw25wOj1fD5gIcLicAANcZVW9MricpxOF02V12m9tqA+w2p91uddgv3Y4LdVMdJCYEkRJn6dID9jNiVurHf/fXDz/9Zcjdr+/94p8//ds/R8cGKHmcajobDc9PTsz1fhqWGJeORRFiw+LRWVnqploIKOzhtzfLCtMB58TadFthTvLUoA4AtpgMUlx0YjYC+cL7IbWs6Oubn9/56tOJwfaNxb4aTu7p3oCQn93RKnC79pjlBBAokM1l5pNIcCQqBQqPjgzF5aZDYv0wmdGYzJhxi2F+1iKoYb0KDwvLQPrGpyOLWJiislRYWly8z7BF5LKOL8+py8sge+umrfURIhGjazdOb1zMbtibDOMkGusGGxY/XM89NLdstiuXVOIjo3ZKwp2SVK63NOwatbtG3bK+ye/XH/zqf7vRXII569OedyvtPUpHt9puUtn69BfDhiltzVSbeKRVOGmWFuNiuZXZJURweNCtqcGmo3UzERWRneyDSvHRNFF6OvilhIQaTm6zgtKsoLiuplcXDOtLLUX5UbVVOb1dvPUl3cayvs/IbVaWaFUlOk1ZOS25pAh0ctjb2cZklae2GxgGHdVs4p4c9p4c9k6Ny4ztlWnJT0qI8c8ff1hdid5Z7y0qSOjpEhzvDyoby2jkVD4329BcLq7NW11uWVsxqOUl5OKEWl5efQ0BcCwdbvfwmHAGOalTz5oZUwi5aD+vz1QNlKVpvVZRqpQVLM/Jx4erJwclWgmNW5p159O/i371DaUAwqOjt5YHlFJeKiQ6BZJw+853pTR2Cas2LAFx72V0AqwoK7+STBXRqbzY8OhMSFxWIigu8Hk+Mr2zReVyXDmvw2zXSnO97d3rApxuwO1wX1P+XS6XHQBsAHD1Ntbk8Y+/YZO/USbgdrxto+4CABewv3vw+PFTo7G7kltVUkweGhry8vKqrKwUi8XvvfdeW1tbdnb2xx9/bDabMRgMDAYTi8VxcXFjwyP/8t77FQym2dT3xedfNSk0pWV0OrOyvbP7669vM+gVNofryuG8cDuuANcZ4LhwOy5dDisAXL55PJcTcHjA3Tbn28I5lwtwOgCH0+1wOx2A1QE4nIDT6QQA51Bv58sHd3zu3/7ylz8Levp9n6aRX4zLB0dlhwcykelsRCo2xo+ZG6eoZkLik0LCUvzD0bGJWFACrKiwPNA7Ktg7jIDGR/gFQqLCzQYxYJ9Ym9F3anmTo0p+LbqqpsTb1ysdmvToyZ2nj76789XnORkxF/tjQjZWLirr6xI1Sojnx4tux5mQXx4T5ZsGj0nJjkmERqTCYito2MleDQ4eHe57F5oQWsMtH7L0RseDyJzqzOKKLBILSazEFhV7+z+ori5wWUdtl6Om7mqjUXRxtiprrC+lsKg8TUq+ODiJDMmuJNFpN8x8Bj7Sd7NduaAWj9ZxdtsVO63y1xrRdrtiq0Ox06W5GutuJKCYadH7nYrDziarWW3vUTp7NGetDfstUutwaxuLMNDInuuSDrUJirAx3MrsRgkJnu6DRYRaD0br2LlEVISYm8coTVU1kNWyMgImyqO0Gk6242Ly8nhodEDMrchAZryUS/Fbq62bKwatopSQH8mgprAroCQCiMvOPDnsH7aI0dkBIgFa2VR8cth/ctg/Nd60u9ldX5sPjn34qw/+/Ptv3meUZY5YFFkZAQszhu31bj43Nx8TrlPTx4elll7hzmbHxalldVmnlJLKyWnd7dWAc2FlTs+vRPEqkBxGZruO3a7jELFxRGxMi5o+0C3gVmSMD4lWZw09hhpzS01OWsCDWz9PCP8BHHk/EfRwfFCzvz25sjRMoRECQ/wSoCmZmDwYBldZr/WNR/uGptXX6+GJUAQ49ptfvvfZT/5HJigoIyZswtILOB1vi4cBAABcF2/E5tGPy6MWhyfzzwW4XG8pd4AdeHPOU6nldL0t37IBLttbsTkBAAD2dg8ePHpi7O7RtbYlJ6cmJyffunWLy+VWV1eHhYU533Z8d7vdMpksKSlJJBKBweCx4ZFnT54sTM8DTgAcl6Rrbu3u7suAIWJACbdv3i6nsRx2wGp3Xzidly7XJeC+cgM215twsxMAnG8Kpx1Op9Nqd3p4+oDLDbidgMMBOBwuq9NhB85Or2pr64bM3aQ8xKv7XzNwmfhkUGrA89v/+pOwh98KS0gNFWxpRUW7WFgIjSmEBXKpuKiIEDSuEImjNqra8EUl5XQGJhP+/P63d778KCLAq7mp7mRvfrBHcnY4CQAbJpM4AxHUpKoKCw+IiPCm0ZCQOG8SLmVhzOA8npkcUE4OKGV11MOD2bPTQ3PvOBKJjI7xT8uMXD8e6ewWj483nx9MZEF8vv3i5y8f38xFQZVK+eHJXgosCYqEZ+RmgVMTEpNiUiBhWbDQuQkNYJ1w26bm5nXdPY07h8ul9PKwWCSWriHWjRXXjpDrBqMyCm5MyYUepW22y0969dsdTUdm7UZr/ay8eq9bvWtS7/ZoD80661inY7R9roE1xCl09CpOWsTjlaQ9Xb1jtH1ezZ/VC52rA8amcloRBJcPGuivL6fDkFC/5XHtqLGujp1bV4mGp3orpSWaJko5OQ2e+sKjtJ0149Xp8Oqivk3HEPJQlOK4mXHZ9lrb5kqbRlHqmRwWnEQAdbSypsab5DJiePCXpaT4ZnXZ2JBkbEiyvW7cWuuqrkR//837P/qrG/e++UBWVyaswsdHP9jf7t/ZMOk01EYJwdIn2N3q3N1uHxmqPdzrdF6Ndbdzutt5i1OauQnVmEUq5KIxiGAOI9No4OVkBt775qcYRHBTPalZQSNgIlQNlKW5DlMrXyktQUL98nPDmNT0UP/P83JDR4ebzGbpyJiutp6mbpWoDY2IPBiWxvq7zx5EJePYlbL0+FRWPva7f/vZP/6XG3f+9R+yooPoBWgRl6WW1k0N9QPWK+DS6rp0WM+dF+eOc6vT5gAcnuriN0ryKM1Tp3wNAgBsLsDmAqxOwOYArHa3zeqy25wO+xv74XQD27v7D548las1D728CgjEqamply9fcrlcoVAYGhpqt9ulUmlAQIDT6eRwOB6lJSUlLS0s3vvu7sL0/OXJRURoRI2g1s83gEKjj49PPn30lMWotNvcVrv7wuG+dAEXLuDK9fvos9sFuB1ut8PtsjscDpfNAVivnG43ALjdKpmYQy9znx8CDqvLYdOq1Ldv37n5+Se/+9U/x/s9yEsIICaF8vOghMQIbBJIzGQJmNWwxFRYYhK9EFlflSusKrz/8KvQ6BAcuSS/mIAvwuagkl7PGms4mMICUEer8HB/ce31WG5OIpWW/Xqzb3yubWLBWEzBhEX4PXzwqVSSvzSjtB1ZnMcTzuOZDg23CBd/sDOzvbuSicwPiUBDszCQzNhcQuKhfdQBzJyd9KllxOCXH1OLMsQiVgWbPjAx3tVvTM5MiAEHCEXkq9MpcyurBBellZIcx8PAxYTrarqanzc5381r4DwLicoqrOVql2j63XzxFFW9RG4YvGHmM3oF5Ue9hqNe/Umv/sisPelt3myTzjRW7XWrD3qaN7uUCxrRklb0WiM8NsnbirNey5hHutqj5rpLk9ox1Godbp3XCuZaajXcgqLcKBw2qrO9aqC/HpXhn5Phv7PUxS5Jq2XlFOPja3l526umcnJa0KvPG0T45VndoFl0dtC/sWx4Pa9r0zH4nMxCbOjWaivgXlhbbtMoykYGpdUcVIehsqoSOWCutZ6Pm42CZhW1qhJJLYXU1+YbtMzZCc1wvxyDAv30H/70ww/++sMP/lrdWCGswhNwcfvb/VtrXdTSxJpqVLO6dGSo1txdubqiNmgpc5NNcxMKvZLaVE+aHVePW+QGdUUeMpRXgeRX5lCKIEW4eFiyT0VZJgEdS0DHd7QKh/vlZqPo9ULHgLmumo2soKTERn0X7P/bPnP92Jh6bFQ3NKY7OF4UCGkFNNqnjwIJ9PpHzyLufvVDURYi+O7tsO8/+/qf/q9Er3vIqCBoVAgJmVFRmHf4ehm4uHCfWx0Xzqtzm8Ph8kyX3QNZe6O0N96Fa+ady+WBBTlcHo25HVa3y+4C3IDD6nbZAKfTvbd78OjJU4VK8+i5V2p6BoFA+OCDD8BgMIPBCAsLs1qtUqnU39/fbrfX1dVFRkbW1tbGxcUNDw7d++7uxPD4+dFJZEiEkF/r7xuQnpZBK6N9+qtPoBCo/crldAA2B2B7uw70BL3cLsBtB9wevoPN5bC67Tbg6txmvbCqGhq++fzjj372D/GBLzvVDadby6Q8VBEWBU+IePTlx7ikKEJ8BDE+TIRDVuaky5glMj4HFB72yssnMiQCFBJELcTU8KjRMb6vAh836uoIJQgiKcPUJbKfjtlOZjoMInO33m63EggFT54+CIvyyciJHp01TS8NFZfhM+Epvi9vLc40AVej69PKTk2lpb0hIuBueqqPzb4l10pDQIlsYWs6Cl1Azh6c0NqBqbOLPlZFEjE/PCfTVyKipSTHhEVHwjAFCEwOlpgDzQApGmiAa5HPghbnR5jaWbZzi/NicHujtbW94vB8hN9YnIFOBaWkhqdmgXKKiwQqjqKHq+q50c4qnmjk9wvogyLGeovkpFez29l40C3fN8l3jIpDs25RV7/R1nTU1/xaIzw2ydqK4Qd6PjBsONDVLUoql+RVV5aWBY1gTicUl2by6VmlxRCJmNjeUcUuzwzzvymvK5roa2AUp5QRkxilqZaeuu1VE5kYX1uFLiXEne4N7G8abWcjl8dDK3PN1ZXwXMSrCgpkY9kAAEs9XdXVHFQ1B6WQlQyYaz1KA9yLgHuxqhIZGXqLUpJUzclRyMhbq73D/Wow6AUY9CIy+D4k7oW6iYGEBzFpsMU5XX+PoFldKpPk1/ARR/umuZmGnk7W1mrLSL9wpF80P6ndWuke7W/EosLq+DhRNUYswI7014v5eH+v3/3q53/l/fjLiKAHwUH32ttr+/tlLbrK5cW2teU2cW0eg5pCp0Bo5OSx0cb1VePSUsfx8SQA7Dca1GmkiiwCyz8ciskmRr8KRMVEFkJCSYmh2AhvclocIjwAlwRCJ0Vtz44DF0dTg5a+LpPb5nA7nOenZ06n02F7U7v9hk3zlij5Zpn4toug3W53O9yAE3DbXJ4iVOeVw21zuR3O05Pzji7T+ua2ZWQ0NT2jrKyso6NDIBCMjY21tLRYrdb19XWDweBwOJaXlzs7O2dmZkwm097Orr5Zd3504rbbtArVxtr6kMWCQqFoZbQWta5JIndeutyON+gPmwNwOgD32zzFtzIDXFanw+p2eOgKDic4MuLFvdvVZQWJgU9e3f1MSM33f/AlJT+tsbKktqygvoTAQWUpSog8BLQsPV7FI6PSYyKiAvLy8tB5hKR4aGosrEkqycgEvQr+VtBA3D7s393vPto3bSypr05nzN36wsLC9a0jBrP6pW9wUFTwQ987ZSySvkvf2qEPDvJJAXu7ryyAbXRjVmHpEBVj0h/f+6jDyD93bUj10sjktEJmXWYBbmV/ygYsr25raoQZNYL0lUW1TstITApMSIoLjY4lVfBZgpqAML/KCrzrZHJ5RllfixDVIFbWNHbHoNPR1z/A7rOwL1wD8jbi4JRscEJXK2e+CH8MSovNLsyvqG+4YeYzeEiIuYrWzSWf9rWc9uk2DNL1FvGBSX3Q03zUa1hukR33tZ4Pth93a6wW3WAl4bBFaO9R2nvUC/VsOSZ1TEg769NudcoaycgaWhaZBKmuQldVo3Xq8tysIHldkeNovEPLopWkBLz8PDcraH/DrJSSaqvQsBSvLkPl0Y75YKv7cLvndL+vRV1GxEVWUFKqWIjVpXbr+aSysYxEiPd+/omP16d1NfkGLXNiRN7eUtlrqi0tSiIR4qsr0fIGskHDuzyeb9fVFKDB6kYWuQjK52BbmyvBsY/zcsIvT0f7ewQ6DbXHyBkaEA5ZBK3N1K3VllGLyNRWaTTwzg9GlqYNYkF+HR+naaJIhXixIF+vYMIggfe+/rC8GEMvzf3tF/8cFPi9oYXfouPKpKX93WIOEzk+3NTZynv26EMBL89tW3baXi/NdzttG2XlVHwFj1Ytp/O0BXgmHlOSEZvAK8YIC1Gi/AwVBVcCifb73adZYb6vB3v72loyEuJBAQFamQxwOACH02V3uB1uwAU4bE63+w+ovYDLAbhsgNMGOG0u2yXgtnsc7YDdAdjsgNUGOByA3Qk47MAbvK8dAIDrln+ut0ye63HteffEx9447j26db/xZ7pcwFsbC7htgMPq9lhOhx1wO956aRwAYAdcV27XhQu4crptb7duLjcWBvW5e1vBoTFyU9DxgU9+817Ci7uV2HRmHkLOZqq5PA2P38zhNLMrFCyalF0GTYj89s5vGyT1Ar4QBcuODYorxGETksN9g38w9IidwAoAzJ2d9J0fm2wX65xKQWRkWgoUn4shP3js/dW3tx95301IAQnq+EmQWJ8X95vE5MMN/cJw/dyQBA0N4zEKZVJ2q7F+ZXd2bHXKNwaUmJ0fl5FiHGi22peGhoSi2ryjQ8vCQmclh+D96nFdvTQViqqR6BJTs/AkovVyz368wKbDRXwkDhO0t2u6uuifGhNMj0r3tvqs1sUaCXluZcABnNqAc7aQk5KFACVnlbBqbwzXc6tRyXsm3YJGtKAUVmfFV2fFzyn4+0b1RluTdbT7oM9w0t92NdJ1ZFLbB/W7OuGimHbYIrKa1VfdmkuTeqKGtt8uW1TxN7ubuhrpucjg2Jgfvrv33vSkhs/NpRRBetv5tuNxUkHcz39847MP/3t9TcHp3gCZGO/JF5mbUMxNKA63e1xXk5srhqmRBnVjsViAzUEEmdoF1vNpZSPV9+UXP/vxfwn2v9nTKWxtrvzkl3+Vme5XmB/PomcJeHkKGYXPyR80Kxamutp01eQiKJmUhoSHgGMfs+hZ9779GZeFmp/W9Bh5Qn62sqlodVk3N9mkbiocHxJrFaXlZSnGVs7Z/tDOWreqgZyS8EQmIhEwoLoq4nCPis8kKcW8JjETDPZ5772/oJRlra30tui4ei2nkpXdrudWViBbm7m0Unhedtzr+Z7j3en9zanunk4MqbSIIXwakOblDykgcuJjwGwKvo6C1TNxzbQ8LTkPE+pNhyeWZKU9//7Ond98UpqXHRPkr5VJd1ZXN9ZWz0/PPApye1wgnu0Z4HC5HYDLBritgPsScFv31havjrYBtxVwWgHb5cbc9Nr8NOCwAU6b4+LUZbt0Wi9sV2cOm/X3Qbm3eJ/rX68Dyp6/sdls9isH4AKsF1ab1eEJJDhsTrfD7bK7HDanZ74xuddpwq43YgMcAGB1ATa39fjieH0bcDqvNtfiXz3DJkYw0clcbHqS1zdV6BQNDSfAYxsqeOhkuM8DL9Ar/6qSojomXVxZTibk+fk+o5YVzc5N5sIReRk5yeCE3PzMnPz0oan23kHZ8Wnf6anZ5bD09bWFhWcVk6UksozFVSaloZKgUAIZ99T7kU+A97fffp4GCbk8HlsYF2vq8SIWKhca0WvUonJSopOCExGJqt5WldkYm4WITwej81JZLMzrRUO9qLjPrBQIGV5+j1/6eI+OzRQQ6Fh8RQGJnk8qAQDn4tSAXEqTy4jyBtLF+djUqNigIZxsDxysTkmEXGZlBQaHzcnD6FrbyAxmCV3AE7VjCtk3VGQsPztl16g76DZMN9QoCNlz8trTvpYllXhF1zAqrhLkQCtSYl/rZdbBjqt+w2pT9YGudr9ZdNQquzSpL03qC6PqtEtpHTRcjbZ1N9AxiOBcZPCt2z+ml6VZesX8yhwBK3tzsUMmIt775qc///GNbHjA2YFluLcOke7NokFzMn17OrmWnprNlTaXdfx0v8/UVtnTwWdQYNFhP4hriIc7wzoVG5bq99//7EZ89COXdYlMSnvvJ38KiX/OoiNB4fdzEeHNSrZezTVoeBPD6olhNaci95XXF19+/ncFGFBE8J3njz9uVtHnp5uFfIxGUaaQlawvto4PSkxtlYvTqokhWXlZiliQf7Y/9Hq+tUlcgsoIRmUEl5ciEalhU4OtSjHnuy//7YOf/g9fr9vV3MLZccPhzvCIpcmgZWqVtO7Oqu5OfhU71+vxZ4W4pMPt8aFeTV9PC19YRabzwhPQqciyH15EP/YKjI2LohTkkrMS2WhoPRGdG+qXHeb35Xs//osbN37yl3+aEuLt/c3vHn35mwxQRFkBls8st56cvGmm7Xa+nZ6EQCvgvARODySVDBQYRM1DrE4MHCxM1NKLyblZqZHBamF1m1yaj4CrpfUA4PI43t2ON7yu66yod4PLrj9MX/bYtou3+0an0227tANut8vucFntLqvdbbcBdjvgsAK2K8BhBex2wOE43dkVV1V161oBu8PUrI/08cXDEbvTs8DFhaVZ/eLmb/nFOAWLomCR2bkwMSG3gc6M8I4Cg1ICA8JTk5PiY0LJRLxCIikuLEhJS0iDxmztjc/PmdCImLgYv1wcfHh8QNIkM7QpNjeGmnXMpdcKYmn27755FBKR7BMQW8kT0sopaemJXSYNKheCyk0sJUHZ5bCD7c4qVrJJV9Gl4+5tjI+MdsYmRFaJ67IL8fFZmSWV3HgYEpIKJuQmoaDh9VWEBjGr29yOJeB/c/ubPELx6aVj6fVeRiYWhS7IykGZe9pNBrlSQiEXRp7smKdH5Sop4Wzf6DxfujzYQyIwYCg2K78si0BOysQFx0FTskvhWFYZW3DDzGeUJoQuqCUH3W2T9TXb7ZrdDu2J2bDRolhQS5Lv37n/079Pvn+nKCpwvVlmHWi39RmA4dYJPnVHW3faIT/rUl4YVRdG1YlJZR1uPZxoldcVFeFieZwc35eftenZ9TUF+bkRMhHx8nisGB//8x/fePn4I2Mr53RvwKBhqGQlxQRQMQE03Fdr6alx2yZO9/vWl1qMBl6dAH/vzr/g8+LXl3sAYJPNQP34b2/8+G9v8DnYuckWNDKSVpoxO6EvJaaCwu83K5nba+aV+XaDln1xPNHaXJkY9wQS/9T35ReZ6X4RwXcqK5Abr7t7OoWY7AgRv6COj+syVG4st00MS4/3ehenVSkJjyikxNfzrcc7QxODKhIOQsKlIFJD5OLy4R7VcI/m7lcf/uOP/isY5E0ugrbruSMWWbO6jMOCG42VS/PNjRIitSSNWgJFwsIWpros3eq9zZnj0/PweERkMubX3/uloYvAMHhEWIhSxKtnlFEz04WEPFS43y9+9Gcf/eRHAd//Nj8xKD8xpDANxMQhCzNTIGH+Jr0KcNsBt7XLoEXBUhtEfOflydRQbx4ybd7SY1Y25iZE1VOIpAxwcuDT3Lig3LggUgaYmpMR4/0kLzWekJUBjY/h0Khn+/uAw/mWw/F7af378U4yyhsr5WGhezKq3IDTYbO+UZft/HR3HbAdA7ZjwHFiO91xnOwUYZA/+j//69cff7g0OszA5/t+f5cIgxFhMGh4eHpEODQygldMrCopomNzKAi4nFbGKy6/951/MhTNFkuI5eRMHDQ4IiQuPumVv19wRFAGMnLzqNMODC2tSmPiH+IKs07OLji8piJiWXERvqtH1tFfWStn+sdEffv40XNf71cBzxPAvgF+P3QbFXbbit0+p9OWyiSZr5camqQ5q4t6ANheXuxj8YrCYqK5IhWezL79+OWLoKiopPTv79wUl+PErEJxJbFF3aTUGsAZ2Uk5hPBEKLNauHVwSiCVZsBhcGT68+d3Xz77ppSQqGnIO90xqhtIq3Mat23sdH+BVkoPCEvNLWvkKPrJklZafVuFtJPIVRZyGpORWTc2OlV9wop+PvvA1DEi5E831J71dW21qjcNmpO+rpKYCJTfiw1DMw+eAnv47Zmpxd7fbu/Tb2tE9j69vU+/1yLdb5FedWuOuuT7JvnZdMeYSVyCjeVX5hSgI5NiHmrlVHiqd0UZdNAs3lnrjgr5BhL7SNNEPt7tP9zuFVVjUhIeIKAv2nSM0QHx2GAdYJ8+O+ifGVURcHE//cc/uXfnX6rYmPXlnnZ9VS4iPDnBy/vZZxhUlF5dOTuhP9wZnptsycuJzsuJLipIuDyZXJlv7zBUbbzu1mtYkPinqYkvYal+BZhYOhku4OKOdkfkUkpJYYpSQmnVsNt17OPd/qnhxu3VDmMrJyXhEREbMzGoQKQFINICTIbauipik5gCifEyKHhzQx33v/7lv/7TX0BivGLD7zMpcGNbVbOKmpsToNcydjZMXFYOEh6UluSDywUtTXUBzt2z00PfgIhiGi81u/C7Z35QDPbZy1dUMhWfjWEXlTSyWE0sGh6akA+LaSjHKxk4SXGOqpygLCeVwBOe
Term
Arterial layers
Definition

TI: Lining of EC + subEC BM + loose CT + dense elastic fibers (lamina)

TM: Concentric layers smooth muscle + collagen + elastic fibers

TA: CT:Large have vasa vasorum, nervi vasorum

Term
Filtration/ Resorption
Definition

Net filtration: Pc>Poncotic (Plasma prot)

Net absorption: Ponc>Pc

Pc=Ponc=25 mmHg

Term
Veins
Definition

Fcn: Capacitance/ reservoir, unidirectional BF

LC diapedesis preferred site

 

3 tunics: TM,TA indistinct sep

-No elastic lamina, usually

-TM thinner than in comparable arteries

Term
Venule
Definition

Venous system begins @postcap venules

Lumens>Arterioles

Term
EC fcns
Definition

1 Synth prostacyclin: Prevent platelet adh, intravasc clotting

2 Modulate SmooM: Sec NO(vasodil), Et1(vasocon)

3 Control vasc cell growth: Angiogenic factors

4 Trigger coag: Tissue factors binds F7a: F10->F10a -> Thrombin:Fibrinogen->Fibrin mon/pol->Fibrin+Platelet clot

5 Regulate inflmm cell traffic

Term
BP vasc variation
Definition
Term
DASH
Definition

Dietary approaches to stopping hypertension: Fruit/veg, low fat dairy, whole grains, lean meat, limited EtOH

 

Effect: vHTN, vCVD events, vBP @all [Na+], Greatest effect in DASH/v[Na+], v8.9 mmHg syst/4.5 mmHg diast, esp AA

 

If all American: DASH -> v15% CHD, v27%Stroke

 

Term
Mediterranean diet
Definition

Daily: Unrefined cereals, fruit/veg, OO, dairy, wine, fish

Weekly: Potatoes, olives, pulses, nugs, eggs, sweets

Monthly: Meat

 

Effects: vAtherogenic lipoprots, ox-LDL, apoB:apoA-1, Protective x IHD

Term
Prudent diet
Definition

Food: Fruit/veg, legumes, fish, poultry, whole grains

 

Effects: CHD RR 0.76, CVD mortality v28%

Term
Portfolio diet
Definition

Daily: Handful nuts, 2tsp sterol-enriched margarine, 2 soy-based servings, 2 servings viscious fiber (oatmeal, psyllium-enriched cereal, barley, okra, eggplant)

 

Effect: v13% LDL-C

Term
LDL-C reduction + dietary mod
Definition
[image]
Term
Diet: CVD + Fruits/Veg
Definition

v15% risk CVD

-What: Glycemic index, vBP, vInflmm, vLDL-ox, vlipid peroxidation (PUFA)


-Consumption inversely prop to risk CHD, stroke

-RR >3servings/day, plateau@5-6

-Lowest risk assoc: Crucifers, green leafy, citrus

-Food > Supplement

-Co-travelers: Polyphenols, MUFA, K+, Sol/insol fiber, vit/mins

Term
Diet: CVD + Whole grains
Definition

v21% risk CVD

-10g fiber: v14% RR coronary events

-1serving/d: v7% HF risk

-vGlycemic index, vLDL, vHomocys, vInflmm

 

Co-travelers: Sol/insol fiber, B-vit, lignans, sphingolips, phytosterols, carotenoids, phenols, minerals, K+, tocopherols, tocotrienols

 

Term

Diet: CVD + Fiber

Definition

 

Insol fiber: Bulking effect -> vCVD risk

Sol (viscous) fiber: v[LDL-C] - 10-25g/day (25-35 tot g/d)


Food Sol fiber Tot fiber (g)                          Food Sol fiber Tot fiber (g)

Cereal grains, 1/2 c                                   Legumes, 1/2c, cooked

Barley 1, 4                                             Black beans 2, 5.5

Oatmeal 1,2                                          Kidney beans 3, 6

Oat bran 1,3                                             Lima beans 3.5, 6,5

Psyllium (1 tbsp) 5,6                                      Black eyed peas 1, 5.5

 

Fruit, 1med                                                             Vegetables

Apple 1, 4                                                              Broccoli 1, 1.5

Banana 1,3                                                     Brussel sprouts 3, 4.5

Blackberries (1/2c) 1, 4                                                    Carrots 1, 2.5

Pears 2, 4                                                                            

Prunes (1/4c) 1.5, 3                                                              

 

Term
Diet: CVD + Eicosanoids
Definition

 

Omega3: EPA, DHA

MoA: Alter cell memb fluidity, compete with TG,C for receptors

Rec: 2 servings/wk (or 1g/d fish oil supplement)


Effect: v[TG]serum 25-30%, ^HDL, vBP, vHR, vInflmm, vClotting, vCHD risk


To achieve 250mg/d EPA+DHA:

2oz anchovy, 3-5oz salmon, 6oz sardine, 8-24oz tuna, 18oz scallops, 20oz shrimp, 35oz catfish, 40ozc cod

 

 

 

Term
Diet: CVD + Fat
Definition

2010 Dietary Guidelines: <10%sat fat, <200mg/d cholest, no trans FA


Type FA matters: Replace sat fat -> PUFA,MUFA -> vCVD risk

Replace sat fat -> Carb -> No effect


^Sat fat: Animal fat + tropical oils: Coconut, palm, butter

^MUFA: Veg oils: Olive, canola, peanut

^PUFA: Veg oils: Safflower, flaxseed, walnut, corn, soybean

Term
Diet: CVD + Trans FA
Definition

^Risk CHD, ^LDL, vHDL, ^Inflmm

 

Sources: Baked goods, stick margarine, fried foods, shortening, salad dressing, breakfast cereal, candy

Term
Diet: CVD + Salt
Definition

Pop effect: AA>Elderly>Chron kidney dx>HTN>Young adult


2010 Dietary Guidelines: <2300mg/d; <1500 for at risk pt

Avg intake: 3400mg/d

Source: 77% processed foods > Natural > Added while eating > Added while cooking


MoA: Na+/Cl-/RAS disturbances -> ^Vol -> HTN

Term
CVD risk reduction: Dietary supplements
Definition

Margarine: Plant stanol ester

MoA: Compet antag cholesterol -> vAbsorption dietary C


 

Term
CVD risk reduction: Exercise
Definition

Rec:

Physical act >=30min/d

30-60min exercise 4-6*/wk

Resistance training 2-3*/wk

Incorporate phys act into eveyday activities, ie stairs

 

Strong inverse corr phys act, CVD

 

MoA: vBP, vHR, vInsulin rest, vInflmm

Term
CVD risk reduction: Control weight
Definition

Assess BMI, waist circumference regularly

-Goal BMI 18.5-24.9kg/m2

-If waist >=35(fem), 40(male), consider tx

-5 units BMI = ^29%CHD

-Co-cond: HTN, dyslipidemia, glucose metab dysreg

 

Initial goal: Stop gain, -10% baseline (unless >75yo)

 

Term
CVD risk reduction: Limit EtOH
Definition

Max benefit: 0-1/2 serving/d OR 1serving/2d

-Possible benefit esp noted in elderly

+40-70% CHD risk if >intake

 

Co-travelers: Phenols, flavonoids

 

MoA: ^HDL 10%, vBP, ^Adiponectin, ^Insulin sens, vInflmm, vThrombotic effects

 

Term
HTN: Lifestyle mods
Definition

Mod            Rec                 vSBP

 

vWt            BMI 18.5-24.9   5-20mmHg/-10kg

DASH                                 8-14 mmHg

v[Na+]        <6g NaCl/d       2-8 mmHg

^Phys act    30min/d            4-9 mmHg

Mod EtOH    Max 1/d             2-4 mmHg

Term
CVD Risk Reduction: 2006 AHA Recommendations
Definition

Healthy body wt: Balance cal intake + phys act

 

Diet: ^Fruit/veg, whole grains, high-fiber, fish 2*/wk

 

Limit: Sat fat<7% cals, No trans fats, Cholest<300mg/d, minimize added sugar, minimize salt

 

Moderate: EtOH

 

Term

CVD Risk Reduction: 2006 AHA Recommendations,

Therapeutic lifestyle changes

Definition

Wt mgmt + Phys act + Diet: Sat FA<7% cal, Cholest<200 mg/d, Sol fiber 10-25g/d, Plant stanols/sterols 2g/d

 

[image]

Term
Lymphatics
Definition

Fcn: Muscular contractions open EC gaps -> LC, prots, fluid -> Lymphatics

Struc: Cap networks in tissue spaces

Valves: Unidirectional flow

LN: Filter lymph, Generate immune resp


 

Term
Smooth muscle innervation
Definition
Term
Vasoconstriction
Definition

Sympathetic NS: NE/a1 rec -> Vasc contraction -> vDiam

-> Arteriolar contraction -> ^TPR

-> Venocontraction -> ^VR

 

Excitatory effect

Term
Vasodilation
Definition

Psymp NS: NO, VIP -> Relax SM -> ^Diam -> vTPR, vVR

 

Inhibitory effect

Term
Why change blood vessel diameter?
Definition

Local change: Psymp effect, ie erection

Maintain TPR, ie GI postprandial

 

Change TRP: Symp effect (Epi/a1 rec)

Compensate for BF, BP, or MAP change

 

Change CO: Symp effect

Compensate for change VR, Flow, or MAP

Term
Hydrostatic compenstaion
Definition

Supine: 20cm hydrostat column

Upright: 180cm "

 

Venous pooling: Veins compliant: Distend

700mL (15%) lost from VR

vVR -> vCO -> vMAP (Starling's)

Brain perfusion if ArtP<90/60

 

Compensation: ^Symp, vPsymp, ^HR, ^Force contraction

Syncope: Loss O2 metab demand

Arterioconstriction: ^TPR*F=^MAP

Venoconstriction: TPR*^F=^MAP

Term
Baroreceptors
Definition

In active state: Prevent symp act, Maintain Psymp act (Vagus)

Fcn: Maintain MAP by changing vasc tone

Override: Pain, excitement (Vaovagal syncope)


If vVR -> vCO, MAP, PP -> vBaroreceptor firing ->


^C1 <-               NTS ->         --|DMV/NA

^SNS act: Epi/a1 rec                          vVagal Psymp firing

^Venoconstriction                                                        

^Vasoconstriction                                                        

^Inotropy                                                                   

^VR, ^TPR, ^CO, ^HR

Term
Chemoreflex
Definition

MAP<60 mmHg

Loc: Carotid, Aortic bodies

Effect: +NTS, -DMV/NS, +C1 (similar to barorec)

[image]

Term
Axon reflex: Wheal + Flare response
Definition

Local sensory nociceptors nerves depol

-> SP + GPCR

-> ^BF to skin (without changing TPR)

 

Effectors

-CGRP: Calcitonin gene-related protein

SP: Substance P

 

Part of sensory PNS; No interneuron synapses

Term
Shy Drager syndrome
Definition

Progressive degen preganglionic autonomic nerves (SNS, pSNS)


Sx: Parkinsons-like: Orthostatic HTN, miosis, loss sweating/thermostasis, dry mouth, aphagia, airway obstruction, HR disturbance, constip/fecal incontinence, urinary incontinence, ED/impotence


Term
Peripheral motor systems: Structure
Definition
Term
Somatic PNS
Definition

Direct route: Ventral horn -> Skeletal muscle

No neurons innervate ganglia

Term
Autonomic PNS
Definition

Indirect route: Intermediolateral column -> Preganglionic axon -> Ganglion -> Postganglionic axon

-> Smooth muscle, glands, heart

 

Final interneuron synapse: Btw CNS/PNS neurons

ACh(exc)/Nicotinic rec: Mediation ganglionic neurons

 

2 divisions:

1 Psymp (Feed/breed)

2Symp (Fight/flight)

 

Term
Parasympathetic ANS
Definition

Aka: Craniosacral, Feed/Breed

Output: Discrete to heart, glands, smooth muscle

 

Effects:

+SM(nonsphincter): ACh

Relax sphincters: ACh

--| Cardiac act: ACh

+Glands: ACh

Relax SM: NO

Term
Sympathetic ANS
Definition

Aka: Thoracolumbar, Fight/flight, Sympatho/adernal

MoA: CNS->Paravert chain->Postgang axon->Target

CNS->Prevertebral gang->Viscera/Genitalia

 

Effect + Norepi:

a1 rec: Contract SM, gland sec

a2 rec --| Release norepi from varicosity

B1: Excite heart + kidney

B2 rec: Relax SM, gland sec

B3: Excite adipocytes

M (5%): Excite eccrine sweat glands: ACh

 

Term
Varicosity
Definition

Jcn btw postganglionic axon and target cell: Neurotransmission

Varicosity = Prejunctional

Target = Postjunctional


Term
Parasympathetic varicosity (image)
Definition

[image]

Term

Parasympathetic varicosity (table)

Definition

 

 


ACh

NO

Synth enz

ChAT: Choline Acetyltransferase

NO synthase: Arg -> NO

Receptors

Muscarinic (M1-M5)

--| M2, M4

+ M1, M3, M5

-| Guanlyate cyclase

Effects

-| M2,4 -| SM, cardiac

+ M1,3,5 ^SM, glands

Relax SM

 

Termination

AChE

Diffusion

 

 

Term
Sympathetic varicosity (image)
Definition

Term
Sympathetic varicosity (table)
Definition

 

 


Norepi (95%)

Ach, 5%

Synth enz

Tyrosine hydroxylase: Tyr -> DOPA

Dopa decarboxylase: DOPA -> DA

DA B-hydroxylase: DA->Norepi

ChAT

Rec

Adrenoreceptors: + a1, - a2, +/- B2, +B1, +B3

Muscarinic

Effects

a1: +SM, gland excitation, ^BP

a2: --| Release norepi from varicosity

B1: Cardiac excitation, renin release, ^Inotropy

B2: Skel muscle relax, gland sec, +Glycogenolysis

B3: Lipocyte lypolysisccrine

 Excite eccrine sweat gland

 

Term

NE txer: Reuptake, 80%, COMT/MAO, 10% Diffusion, 10%

Cholinesterase

 

 

Term
Adrenal Medulla + Symp varicosities
Definition
[image]
Term
Adrenal medulla + Epi
Definition

Unlike Symp ANS, no postganglionic asons

Phenylethanolamine NCH3transferase: Norepi->Epi

Term
Sensory innervation
Definition

Effectors: SP, CGRP (Calcitonin G-related protein)

No change TPR

Term
CV regulation: Summary
Definition

 

Short-term

Sec-min

Nerves

SNS/PNS/Sensory

Intermed

Min-Hr

Hormones: ADH, Ang2

 

 RAS, Aldosterone

Long-term

Hr-Days

Sympatho-Adrenal

Aldosterone

Renin-Angiotensin (RAS)

Volume control

^Plasma vol

^VR compensation

 

Term
Sympatho-Adrenal system
Definition

 

 

Pathways

SNS

Adrenal medulla

Trigger

vBarorec firing (vVR)

^Stress

Effector

Norepi

Epi (Adrenomedullary catecholamine)

Rec

a1, B1

a1, B1, B2

Effect

^Arterial resistance

vVen compliance

^Inotropy

^Chronotropy

^Renin

<--Same + ^Vasc compliance



 

 

Term
ADH: Anti-diuretic hormone
Definition

Trigger: vBP, vCO -> vBaroreceptor firing

Loc: Neurohypophysis: ^ADH release

Fcn: Vasoconstrictor

 

Vasc SM effect: ^Arterial resistance: ^BP

vVen compliance -> ^VR

 

Kidney effect: vUrine pdt: ^Plasma vol, ^CVP, ^VR

 

Term
Renin-Angiotensin System (RAS)
Definition

Trigger: vRenal blood flow, ^SNS

Loc: Kidney ^[Renin]

Metab: Angiotensinogen + Renin -> Ang1

Ang1 + ACE -> Ang2


Effects: Vasc SM: ^Art rest, ^BP

Adrenal cortex: ^Aldosterone: vUrine pdt, ^Plasma vol, ^CVP, ^VR

SNS: ^NE, ^TPR, ^VR, Feed-forward Ang2 heteroreceptors

 

Term
Atrial natriuretic peptide (ANP)
Definition

Trigger: ^Plasma vol (from Aldosterone, Ang2, ADH)

Loc: Atrial myocardiocyte auricle stretches -> ANP release

Effect: ^Na+ excretion->^Urine pdt->vPlasma vol

 

BNP: Brain natriuretic protein

Term
Microvasculature functions
Definition

Filtration/resorption

Vasc SM regulation

Endothelial-derived factors synth

LC trafficking regulation

Term
Microvasculature structure
Definition
Term
Arterioles: Vasodilation
Definition
Term
Antiarrhythmic drug classes
Definition

Block the following by class:

 

Class IA: Na+, K+ channel

Class IB: Na+ channel

II: B1 receptors

III: Na+, K+, Ca2+ channels, B1 receptors

Misc: Na/K ATPase

Term
Antiarrhythmic drugs, Class IA
Definition

Quinidine, Procainamide

 

MoA: Block Na+, K+ channels

Term
Antiarrhythmic drugs class IB
Definition

Lidocaine

 

MoA: Block Na+ channel

Term
Antiarrythmic drug class II
Definition

Metoprolol, Esmolol

 

MoA: Block B1 adrenergic receptor

Term
Antiarrhythmic drug class III
Definition

Amidarone

 

MoA: Block Na+, K+, Ca2+ channels and B1 receptor

Term
Antiarrhythmic drugs: Misc
Definition

Digoxin

 

MoA: Inhibits Na+/K+ ATPase

Term
Quinidine
Definition

Type: Antiarrhythmic, IA

 

MoA: Na+, K+ channel blocker; vPhase 0 depol

Physio effect: ^AP duration, vInotropy, vHR

 

Indications: Atrial arrythmia, PSVT, WPW

 

ADR: Torsades de pointes, Cinchoism, Thrombocytopenia, Anti-ACh (Anti-PSNS)

Term
Procainamide
Definition

Type: Antiarrhythmic, Ia

 

MoA: Block Na+, K+ channels, vPhase 0 depol

Physio: vInotropy, ^AP duration, vHR

 

Indications: Refractory vent fibrilation, Pulseless vent tachycardia

 

ADR: SLE symptoms

 

 

Term
Lidocaine
Definition

Type: Antiarrhythmic, Ib

 

MoA: Na+ channel blocker: Block fast Na+ influx

Physio: Slow phase 0 depol, ^Aff for ischemic tissue, PFs, blocks reentry

 

Indication: MI/ventricular arrhythmia

 

ADR: Neurotox, seizures

Term
Metoprolol
Definition

Antiarrhythmic, II

 

MoA: Blocks B1 adrenergic receptors; Selective

Physio: vInotropy, longer AV node conduction, vHR

 

Indications: PSVT, prevent MI, Angina (vO2 demand), HF

 

ADR: Hypotension, Bradycardia

Term
Esmolol
Definition

Antiarrythmic, II

 

MoA: B1 adrenergic receptor blocker

Physio: vInotropy, longer AV node conduction, vHR

 

Indications: PSVT, Sinus tachycardia, aFib

 

ADR: AV block, cardiac arrest

Term
Amidarone
Definition

Antiarrhythmic, Class III

 

MoA: Na+, K+, Ca2+ channel blocker, B1 rec antagonist

Physio: vInotropy, ^AP duration (SA, vent), vHR

 

Indications: Atrial, ventricular arrhythmias

 

ADR: Torsades de pointes, pneumonitis, pulmonary fibrosis

Term
Digoxin
Definition

Antiarrhythmic, misc

 

MoA: Inhib Na/K ATPase -> ^IC[Na+]->^Ca2+ influx

Physio: ^Inotropy

 

Indications: 1st line aFib + HF/Sedation, SVT

 

ADR: Nausea, vomiting, altered mental status, ECG changes

Term
Atenolol
Definition

Type: Antihypertensive, Sympatholitic

 

MoA: B1 receptor antagonist, selective

Physio: vInotropy, vBP, vRenin, vSNS act, vO2 demand

 

Indications: Angina, HF

 

ADR: Hypotension, bradycardia

 

Term

Diltiazem

Nifedipine

Definition

Type: Anti-HTN, Vasodilator

 

MoA: Ca2+ channel blocker

Physio: Prevent vasc SM contraction

 

Indications: Arrhythmia, Prinzmetal's angina

 

ADR: Flushing, edema, constipation, dizziness

Term
Na+ Nitroprusside
Definition

Type: Anti-HTN, vasodilator

 

MoA: NO -> Vasodilation, Venodilation

Phys: vTPR, vPreload, vAfterload

 

Indications: HTN emergency, MI, HF, aortic dissection

 

ADR: Hypotension, tachycardia, CN toxicity

Term
Losartan
Definition

Type: Anti-HTN, ARB

 

MoA: Ang2 receptor antagonist

Physio: vTPR, vPlasma vol

 

Indications: HF, Diabetic nephropathy

 

ADR: Acute renal failure, NO angioedema, coughing, esp when used with ACE inhibitors

Term
Hydrochlorothiazide
Definition

Type: Anti-HTN, diuretic

 

MoA: Inhib Na+ resorption in distal tubes

Physio: ^Urine pdt, vPlamsa vol, vTPR

 

Indications: HF (1st line)

 

ADR: Hypokalemia, ED, hyperglycemia, hyperlipidemia

Term
Fenoldopam
Definition

Type: Anti-HTN, misc

 

MoA: D1(DA) receptor agonist

Physio: vTPR when renal ^BF

 

Indication: Acute HTN

 

ADR: Flushing, hypotension, headache, nausea

Term
Nitroglycerin
Definition

Type: Anti-anginal; Nitrate

 

MoA: NO -> Activates GC, ^[cGMP], vIC [Ca2+] SM

Physio: ^Venous capacitance, vArteriolar resistance, Redistrib BF to ischemic area

 

Indications: Angina, HF, HTN emergency

 

ADR: Hypotension, headaches, rapidly acquired tolerance, flushing, dizziness

Term
Shock/ Hypotension
Definition

 

 

Hypovolemic

Distributive

Cardiogenic

CO

v, Cold skin

^, Warm skin

v, Cold skin

CVP

JVD

v

 

^

MoA

vVol->vCO

Vasodil->vTPR

Pump failure

 

 

Term
TPR
Definition

Regulated by Epi/Norepi binding a1rec -> SM contraction

-> Vasoconstriction

Term
MEA
Definition

LAD: Systemic HTN, Aortic stenosis, Pregnancy

RAD: Pulm HTN, Pulmonic stenosis, LV infarct/atrophy

 

Bipolar leads: 1,2,3

Augemented leads: aVF, aVL, aVR

 

+QRS deflection: Vent depol moves -> + end lead

-QRS deflection: Vent depol moves -> - end lead

Term
ECG: Normal
Definition

[image]

P wave: Atrial, SA depol (funny Ina)

QRS: Vent depol

ST: Phase 2 vent AP

T wave: Phase 3 vent AP, repol

Term
Normal cardiac values: 70kg person
Definition

EDV: 120-140mL

ESV: 40-60mL

SV: 60-100mL

EF = SV/EDV: 0.5-0.7

CO = 4.9-6L/min

Term
CO: Determinants
Definition
[image]
Term
Starling's Law
Definition
Term
Pressure-Volume loops: ECG
Definition
[image]
Term
Pressure-Vol Loop: Valve events
Definition
[image]
Term
CHD: Congenital
Definition

Prev: 1% all live births

When: 3-8wk gestation (cardiogenesis)

 

R->L shunt: Cyanosis

L->R shunt: Delayed cyanosis

Term
CHD: L->R Shunt
Definition

Defects: ASD, VSD, PDA, AVSD

 

Sx: Asymptomatic, Pulm HTN, RVH, Eisenmenger

 

Eisenmenger: Delayed cyanosis: Clubbing + Polycythemia

Term
CHD: R->L shunt
Definition

Defects: Tetralogy Fallot, Transposition great arteries, Tricuspid atreia, TAPVC, Truncus arteriosus

 

Sx: Cyanosis, clubbing, polycythemia, paradoxical emboli

Term
CHD: VSD
Definition

Most common CHD

R->L shunt: ^[O2] seen in RV; Pulm HTN

Term
CHD: ASD
Definition

Cause: Persistent ostium secundum: L->R shunt

Sx: ^S2 splitting, ^RA P, RAH/RVH

Term
Heart: Depolarizing Currents
Definition

Phase 0 of AP

Determine rate depolarization

 

SA, AV nodes: Ica-L-type

Atria, Ventricles: Ina

 

Phase 4 depol SA, AV nodes: funny Ina

Term
Effects of ANS on heart
Definition

SNS

SA + AV node, B1 rec: ^IcaL, funny Ina, Ik

->^HR (phase 4-SA), CV (phase 0-AV)

Atrial, vent muscle, B1 rec: ^IcaL, Ik ->^Inotropy

 

 

PSNS

SA + AV node: vIcaL, funny Ina, IkACh

-> vHR, CV

No effect on Atria, Ventricles

Term
Effects of ANS on systemic BV
Definition

SNS

Rec a1 in vasc SM + Norepi: Arteriolar constriction: ^TPR

Venous constriction: ^VR

 

Rec B2 + Epi: Skel muscle arterioles dilate

Term
Vascular Smooth Muscle: Electrocardiology
Definition

Depol: ^[Ca2+] cytosolic -> Constriction

Hyperpol: v[Ca2+], Katp channel act-> Vasodilation

 

Rate cross-bridge cycling slover<Skel, cardiac muscle

-Due to lower ATPase activity

-Allows maintenance vascular tone

 

Vasodilators esp important in brain, heart autoregulation

Term
AV node block
Definition

1st degree: v[Ca2+] -> Longer PR interval; 1:1 P:QRS

 

2o: 2 or 3:1P:QRS; Low excitability; Normal QRS

 

3o: P indpt of QRS; Abnormal QRS

-Ectopic pacemaker: If high in septum, QRS normal

Term
CV drugs to know
Definition

Antirhythmic: 1a Quinidine, Procainamide, 1b Lidocaine, 2 Metoprolol, Esmolol, 3 Amidarone, misc Digoxin

 

Anti-HTN: Atenolol, Diltiazem, Nifedipine, Na Nitroprusside, Losartan, Hydrochlorothiazide, Fenoldopam

 

Anti-anginal: Nitroglycerin

Term
Hyperkalemia
Definition

K+ Nernst Pot: Less (-)

Gk (K+ conductance): ^

RP: Less (-)

Max diastolic potential: More (-)

Na channel inactivation: ^

Conduction velocity: v

QRS: Wider

AP duration: v

Phase 3 repol, T-wave amp: Faster, Higher

Phase 4 depol: v

HR: v

Reentry possibility: ^ (Since vCV, vAPD)

 

Term
Hypokalemia
Definition

K+ Nernst Pot: More (-)

Gk (K+ conductance): v

RP: Less (-) Same as hyperkalemia

Max diastolic potential: Less (-)

Na channel inactivation: ^ Same as hyperkalemia

Conduction velocity: v Same as hyperkalemia

QRS: Wider Same as hyperkalemia

AP duration: ^

Phase 3 repol, T-wave amp: Slower, v

Phase 4 depol: ^

HR: ^

Reentry possibility: NC (Since vCV, but ^APD)

Term
Osmolality/osmP: Tonicity
Definition

 

Normal ICF: 290mOsmM

 

Permeant solute

mosM OsmM osmP Tonicity

250  Hypo  <ICF  Hypo

290  Iso     =ICF  Hypo

210  Hyper >ICF  Hypo

 

Impermeant solute

mosM OsmM osmP Tonicity

250  Hypo  <ICF  Hypo

290  Iso    =ICF  Iso

210  Hyper  >ICF  Hyper

 

Term
Osmolality/osmP: Tonicity impermeant + permeant solutes
Definition

Normal ICF: 290mOsmM

 

 

mosmM

OsmM

osmP

Tonicity

250imp + [X]p

Hypo: [X]<40

<ICF

Hypo

290imp + [X]p

Hyper: [X]>40

>ICF

Iso

310imp + [X]p

Hyper

>ICF

Hyper

 

 

Term
OsmM, OsmP: Tonicity for IV administrations
Definition

 

mosmM

OsmM

osmP

Effect

Tonicity

0.9 saline, imp

Iso

=Normal ICF

Does not dilute ECF:

Stays in ICF

Iso

5% dextrose, imp

Iso

=Normal ICF

Acts like pure H2O:

ICF, ECF expand

Hypo

0.45% saline, imp

Hypo

<Normal ICF

Dilutes ECF:

ICF, ECF expand

Hypo

 

Term
Hyponatremia
Definition

Cause: Excess H2O or Na+ deficit

 

Tx: Add NaCl to restore diff desired-actual ECF [Na+]

 

Ex: pt [Na+]=120mEq/L, desired 140mEq/L

Total add: [Na+]diff *TBW (TBW=50L, add 1000mEq Na+)

 

 

Term
Hypernatremia
Definition

Cause: Excess Na+ or H2O loss

 

Tx: Add H2O to dilute solute

 

Dilution factor: 1.07 if [Na+]=150mEq/L/140mEq/L desired

For TBW=45L: (1.07-1)*45 = 3.15L H2O

Term
RP: Na+, K+ changes
Definition

[image]

A: Ek more +, RP more (+), ^Electrochem energy Na+

B: Ena less +, RP more (-), ^Electrochem energy K+

Term
What shifts a depolarization threshold positive/ Causes slower AP upstroke, conduction?
Definition

+ shift Na-activation curve (Ca2+ @normokalemic state)

Decreasing # resting Na channels (Hyperkalemia)

Ena less (+)

^ resting membrane conductance

Term
What shifts a depolarization threshold negative/ causes faster AP upstroke and conduction?
Definition

vShift Na+ activation curve

v# resting Na chanels

Ena more (+)

v Resting memb conductance

Term
Hyperkalemia: MoA for treatments
Definition

Ca2+: + Shift Na+ inactivation gate curve -> More resting Na+ channels

 

NaHCO3: Enchances Na/K pump by ^Na+ influx via Na/H exchanger

 

Insulin: Enhances Na/K pump

 

Kayexalate: ^K+ excretion via GI tract

Term
Cardiac ionic currents: Atria + Ventricles
Definition
[image]
Term
Cardiac ionic currents: SA, AV nodes
Definition
[image]
Term
Typical ECG recording
Definition

 

Term
MI: Stagest of histopathology
Definition

Initial: None

24h: Contraction bands: [Ca2+]

3d: Neutrophil invasion

3wk: Macrophage, fibroblasts, angiogenesis: Granulation

Long-term: Fibrotic scar

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