Changeset 5396 for 2014/27


Ignore:
Timestamp:
2014-07-04 00:22:06 (5 years ago)
Author:
mijoilmo
Message:
 
Location:
2014/27/AleksanteriV
Files:
4 added
31 edited

Legend:

Unmodified
Added
Removed
  • 2014/27/AleksanteriV/Protokolla236/Protokolla236/Protokolla236/MikonPhysicsObject.cs

    r5354 r5396  
    1818    private bool ignoresGravity; 
    1919    public bool IgnoresGravity { get { return ignoresGravity; } set { ignoresGravity = value; } } 
     20    private bool broken = false; 
    2021    public override void Update(Time time) 
    2122    { 
     
    3536        } 
    3637        base.Update(time); 
     38    } 
     39    public void Break(int method, int pieceCountX = 2, int pieceCountY = 2) 
     40    { 
     41        if (this.broken) { return; } 
     42        this.Destroy(); 
     43        this.broken = true; 
     44        switch (method) 
     45        { 
     46            case 0://uniform break 
     47                var pieceWidth = this.Width / pieceCountX; 
     48                var pieceHeight = this.Height / pieceCountY; 
     49                if (pieceWidth < 1 || pieceHeight < 1) { return; } 
     50                //loop x and y through 
     51                //calc left corner 
     52                var startCorner = Vector.FromLengthAndAngle(this.Width / 2 - pieceWidth / 2, this.AbsoluteAngle + Angle.StraightAngle) + Vector.FromLengthAndAngle(this.Height / 2 - pieceHeight / 2, this.AbsoluteAngle - Angle.RightAngle); //vasen alakulma 
     53 
     54                for (int y = 0; y < pieceCountY; y++) 
     55                { 
     56                    for (int x = 0; x < pieceCountX; x++) 
     57                    { 
     58                        int w = this.Image.Width / pieceCountX, h = this.Image.Height / pieceCountY; 
     59                        var imageArea = this.Image.Area( 
     60                            w * x, 
     61                            h * (pieceCountY - y - 1), 
     62                            w * (x + 1), 
     63                            h * ((pieceCountY - y - 1) + 1) 
     64                        ); 
     65                        MikonParticle childBox = new MikonParticle(this.parent, pieceWidth, pieceHeight); 
     66                        childBox.Tag = this.Tag; 
     67                        childBox.IgnoresGravity = this.IgnoresGravity; 
     68                        childBox.Image = imageArea; 
     69                        childBox.Mass = this.Mass; 
     70 
     71                        childBox.AbsoluteAngle = this.AbsoluteAngle; 
     72                        childBox.AngularVelocity = this.AngularVelocity; 
     73 
     74                        childBox.Position = this.Position + startCorner 
     75                            + Vector.FromLengthAndAngle(x * pieceWidth, this.AbsoluteAngle) //plus x                                                                
     76                            + Vector.FromLengthAndAngle(y * pieceHeight, this.AbsoluteAngle + Angle.RightAngle); //plus y                                           
     77 
     78                        childBox.Velocity = this.Velocity + RandomGen.NextVector(10, 30); 
     79 
     80                        if (RandomGen.NextDouble(0, 1) < 0.2) 
     81                        { 
     82                            childBox.Break(method, 2, 1); 
     83                        } 
     84 
     85                        Game.Add(childBox); 
     86                    } 
     87                } 
     88                break; 
     89        } 
    3790    } 
    3891    public MikonParticle(Protokolla236 parent, double w, double h) 
     
    57110                var pieceWidth = this.Width / pieceCountX; 
    58111                var pieceHeight = this.Height / pieceCountY; 
    59                 if (pieceWidth < 1 || pieceHeight < 1) { return; } 
     112                if (pieceWidth < 4 || pieceHeight < 4) { return; } 
    60113                var cheap = false; 
    61114                if (pieceWidth < 10 || pieceHeight < 10) { cheap = true; } 
     
    79132                            MikonPhysicsObject childBox = new MikonPhysicsObject(this.game, pieceWidth, pieceHeight); 
    80133                            childBox.Tag = this.Tag; 
    81                             childBox.IgnoresGravity = this.IgnoresGravity; 
     134                            childBox.IgnoresGravity = false; 
    82135                            childBox.Image = imageArea; 
    83136 
     
    89142                                + Vector.FromLengthAndAngle(y * pieceHeight, this.AbsoluteAngle + Angle.RightAngle); //plus y                                           
    90143 
    91                             childBox.Velocity = this.Velocity; 
    92  
    93                             //childBox.Position += offset; 
    94  
    95                             //if (RandomGen.NextDouble(0, 1) < 0.2) 
    96                             //{ 
    97                             //    childBox.Break(method, pieceCountX, pieceCountY); 
    98                             //} 
     144                            childBox.Velocity = this.Velocity + RandomGen.NextVector(10, 30); 
    99145 
    100146                            Game.Add(childBox); 
  • 2014/27/AleksanteriV/Protokolla236/Protokolla236/Protokolla236/bin/x86/Debug/Jypeli.xml

    r5337 r5396  
    418418            </summary> 
    419419        </member> 
     420        <member name="P:Jypeli.GameObjects.GameObjectBase.UnitX"> 
     421            <summary> 
     422            Suhteellinen x-suuntavektori lapsiolioille. 
     423            Varoitus: suhteessa vanhempi-olioon! 
     424            Jos haluat kÀyttÀÀ suoraan kentÀssÀ, kÀytÀ AbsoluteUnitX. 
     425            </summary> 
     426        </member> 
     427        <member name="P:Jypeli.GameObjects.GameObjectBase.UnitY"> 
     428            <summary> 
     429            Suhteellinen y-suuntavektori lapsiolioille. 
     430            Varoitus: suhteessa vanhempi-olioon! 
     431            Jos haluat kÀyttÀÀ suoraan kentÀssÀ, kÀytÀ AbsoluteUnitY. 
     432            </summary> 
     433        </member> 
     434        <member name="P:Jypeli.GameObjects.GameObjectBase.AbsoluteUnitX"> 
     435            <summary> 
     436            Suhteellinen x-suuntavektori lapsiolioille. 
     437            Suhteessa suoraan kentÀn koordinaatteihin. 
     438            </summary> 
     439        </member> 
     440        <member name="P:Jypeli.GameObjects.GameObjectBase.AbsoluteUnitY"> 
     441            <summary> 
     442            Suhteellinen y-suuntavektori lapsiolioille. 
     443            Suhteessa suoraan kentÀn koordinaatteihin. 
     444            </summary> 
     445        </member> 
    420446        <member name="P:Jypeli.GameObjects.GameObjectBase.Animation"> 
    421447            <summary> 
     
    427453            Olion kuva. Voi olla <c>null</c>, jolloin piirretÀÀn vain vÀri. 
    428454            </summary> 
     455        </member> 
     456        <member name="T:Jypeli.GameObjectContainer"> 
     457            <summary> 
     458            Rajapinta luokalle joka sisÀltÀÀ peliolioita. 
     459            </summary> 
     460        </member> 
     461        <member name="M:Jypeli.GameObjectContainer.Add(Jypeli.IGameObject)"> 
     462            <summary> 
     463            LisÀÀ peliolion. 
     464            </summary> 
     465            <param name="obj">Olio</param> 
     466        </member> 
     467        <member name="M:Jypeli.GameObjectContainer.Remove(Jypeli.IGameObject)"> 
     468            <summary> 
     469            Poistaa peliolion tuhoamatta sitÀ. 
     470            </summary> 
     471            <param name="obj">Olio</param> 
    429472        </member> 
    430473        <member name="T:Jypeli.IGameObjectInternal"> 
     
    469512            </summary> 
    470513        </member> 
    471         <member name="M:Jypeli.GameObject.Add(Jypeli.GameObject)"> 
     514        <member name="M:Jypeli.GameObject.Add(Jypeli.IGameObject)"> 
    472515            <summary> 
    473516            LisÀÀ annetun peliolion tÀmÀn olion lapseksi. Lapsiolio liikkuu tÀmÀn olion mukana, 
     
    478521            </remarks> 
    479522        </member> 
    480         <member name="M:Jypeli.GameObject.Remove(Jypeli.GameObject)"> 
     523        <member name="M:Jypeli.GameObject.Remove(Jypeli.IGameObject)"> 
    481524            <summary>  
    482525            Poistaa lapsiolion. Jos haluat tuhota olion,  
     
    570613            </summary> 
    571614        </member> 
    572         <member name="M:Jypeli.GameObject.Oscillate(Jypeli.Vector,System.Double,System.Double,System.Double,System.Double)"> 
    573             <summary> 
    574             Laittaa kappaleen vÀrÀhtelemÀÀn edestakaisin nykyisen paikkansa ympÀrillÀ tietyn akselin suuntaisesti. 
    575             </summary> 
     615        <member name="M:Jypeli.GameObject.Oscillate``1(Jypeli.Vector,System.Double,System.Double,System.Double,System.Double)"> 
     616            <summary> 
     617            Laittaa kappaleen liikkumaan edestakaisin nykyisen paikkansa ympÀrillÀ tietyn akselin suuntaisesti. 
     618            Aaltomuotoa voi vaihtaa tyyppiparametrin avulla, esim. Oscillate&lt;Triangle&gt; 
     619            </summary> 
     620            <typeparam name="WaveForm">Aaltomuoto, esim. Waveform.Sine</typeparam> 
    576621            <param name="axis">Akseli, jonka suunnassa vÀrÀhdellÀÀn. Pituudella ei vÀliÀ, vain suunnalla.</param> 
    577622            <param name="amplitude">Amplitudi eli ÀÀripÀiden vÀlinen etÀisyys.</param> 
     
    580625            <param name="damping">Vaimennuskerroin. 0 = ei vaimene, mitÀ suurempi niin sitÀ nopeammin vaimenee.</param> 
    581626        </member> 
     627        <member name="M:Jypeli.GameObject.Oscillate(Jypeli.Vector,System.Double,System.Double,System.Double,System.Double)"> 
     628            <summary> 
     629            Laittaa kappaleen liikkumaan edestakaisin nykyisen paikkansa ympÀrillÀ tietyn akselin suuntaisesti. 
     630            </summary> 
     631            <param name="axis">Akseli, jonka suunnassa vÀrÀhdellÀÀn. Pituudella ei vÀliÀ, vain suunnalla.</param> 
     632            <param name="amplitude">Amplitudi eli ÀÀripÀiden vÀlinen etÀisyys.</param> 
     633            <param name="frequency">Taajuus, eli kuinka monta jaksoa sekunnissa vÀrÀhdellÀÀn.</param> 
     634            <param name="phase">Vaihe, eli mistÀ kohtaa jaksoa aloitetaan. VaihteluvÀli 0 - 2 * Math.PI (siniaalto)</param> 
     635            <param name="damping">Vaimennuskerroin. 0 = ei vaimene, mitÀ suurempi niin sitÀ nopeammin vaimenee.</param> 
     636        </member> 
     637        <member name="M:Jypeli.GameObject.OscillateAngle``1(System.Double,Jypeli.UnlimitedAngle,System.Double,System.Double)"> 
     638            <summary> 
     639            Laittaa kappaleen pyörimÀÀn edestakaisin tietyn aaltomuodon mukaisesti. 
     640            Aaltomuotoa voi vaihtaa tyyppiparametrin avulla, esim. OscillateAngle&lt;Triangle&gt; 
     641            </summary> 
     642            <typeparam name="WaveForm">Aaltomuoto, esim. Waveform.Sine</typeparam> 
     643            <param name="direction">VÀrÀhtelyn suunta (1 = myötÀpÀivÀÀn, -1 = vastapÀivÀÀn)</param> 
     644            <param name="amplitude">Amplitudi eli ÀÀripÀiden vÀlinen etÀisyys (radiaaneina).</param> 
     645            <param name="frequency">Taajuus, eli kuinka monta jaksoa sekunnissa vÀrÀhdellÀÀn.</param> 
     646            <param name="damping">Vaimennuskerroin. 0 = ei vaimene, mitÀ suurempi niin sitÀ nopeammin vaimenee.</param> 
     647        </member> 
    582648        <member name="M:Jypeli.GameObject.OscillateAngle(System.Double,Jypeli.UnlimitedAngle,System.Double,System.Double)"> 
    583649            <summary> 
    584             Laittaa kappaleen kulman vÀrÀhtelemÀÀn edestakaisin. 
     650            Laittaa kappaleen pyörimÀÀn edestakaisin. 
    585651            </summary> 
    586652            <param name="direction">VÀrÀhtelyn suunta (1 = myötÀpÀivÀÀn, -1 = vastapÀivÀÀn)</param> 
     
    14541520            </summary> 
    14551521        </member> 
     1522        <member name="T:Jypeli.BoundingRectangle"> 
     1523            <summary> 
     1524            Suorakaide 
     1525            </summary> 
     1526        </member> 
     1527        <member name="F:Jypeli.BoundingRectangle.X"> 
     1528            <summary> 
     1529            Suorakaiteen keskipisteen X 
     1530            </summary> 
     1531        </member> 
     1532        <member name="F:Jypeli.BoundingRectangle.Y"> 
     1533            <summary> 
     1534            Suorakaiteen keskipisteen Y 
     1535            </summary> 
     1536        </member> 
     1537        <member name="F:Jypeli.BoundingRectangle.Width"> 
     1538            <summary> 
     1539            Suorakaiteen leveyse 
     1540            </summary> 
     1541        </member> 
     1542        <member name="F:Jypeli.BoundingRectangle.Height"> 
     1543            <summary> 
     1544            Suorakaiteen korkeus 
     1545            </summary> 
     1546        </member> 
     1547        <member name="M:Jypeli.BoundingRectangle.#ctor(System.Double,System.Double,System.Double,System.Double)"> 
     1548            <summary> 
     1549            Alustetaan suorakaide keskipisteen ja koon perusteella 
     1550            </summary> 
     1551            <param name="x">keskipisteen x</param> 
     1552            <param name="y">keskipisteen y</param> 
     1553            <param name="w">leveys</param> 
     1554            <param name="h">korkeus</param> 
     1555        </member> 
     1556        <member name="M:Jypeli.BoundingRectangle.#ctor(Jypeli.Vector,Jypeli.Vector)"> 
     1557            <summary> 
     1558            Alustetaan suorakaiden nurkkapisteiden avulla 
     1559            </summary> 
     1560            <param name="topLeft">vasen ylÀnurkka</param> 
     1561            <param name="bottomRight">oikea alanurkka</param> 
     1562        </member> 
     1563        <member name="M:Jypeli.BoundingRectangle.IsInside(Jypeli.Vector)"> 
     1564            <summary> 
     1565            Tutkitaan onko piste suorakaiteen sisÀllÀ 
     1566            </summary> 
     1567            <param name="point">tutkittavan pisteen koordinaatti</param> 
     1568            <returns>true jos sisÀllÀ, muuten false</returns> 
     1569        </member> 
     1570        <member name="P:Jypeli.BoundingRectangle.Left"> 
     1571            <summary> 
     1572            Suorakaiteen vasemman reunan X 
     1573            </summary> 
     1574        </member> 
     1575        <member name="P:Jypeli.BoundingRectangle.Right"> 
     1576            <summary> 
     1577            Suorakaiteen oikean reunan X 
     1578            </summary> 
     1579        </member> 
     1580        <member name="P:Jypeli.BoundingRectangle.Bottom"> 
     1581            <summary> 
     1582            Suorakaiteen alareunen Y 
     1583            </summary> 
     1584        </member> 
     1585        <member name="P:Jypeli.BoundingRectangle.Top"> 
     1586            <summary> 
     1587            Suorakaiteen ylÀreunan Y 
     1588            </summary> 
     1589        </member> 
     1590        <member name="P:Jypeli.BoundingRectangle.Position"> 
     1591            <summary> 
     1592            Suorakaiteen keskipiste 
     1593            </summary> 
     1594        </member> 
     1595        <member name="P:Jypeli.BoundingRectangle.Size"> 
     1596            <summary> 
     1597            Suorakaiteen koko 
     1598            </summary> 
     1599        </member> 
     1600        <member name="P:Jypeli.BoundingRectangle.TopLeft"> 
     1601            <summary> 
     1602            Suorakaiteen vasemman ylÀnurkan koordinaatti 
     1603            </summary> 
     1604        </member> 
     1605        <member name="P:Jypeli.BoundingRectangle.BottomRight"> 
     1606            <summary> 
     1607            Suorakaiteen oikean alanurkan koordinaatti 
     1608            </summary> 
     1609        </member> 
     1610        <member name="P:Jypeli.BoundingRectangle.BottomLeft"> 
     1611            <summary> 
     1612            Suorakaiteen vasemman alanurkan koordinaatti 
     1613            </summary> 
     1614        </member> 
     1615        <member name="P:Jypeli.BoundingRectangle.TopRight"> 
     1616            <summary> 
     1617            Suorakaiteen oikean ylönurkan koordinaatti 
     1618            </summary> 
     1619        </member> 
     1620        <member name="P:Jypeli.BoundingRectangle.DiagonalLength"> 
     1621            <summary> 
     1622            Suorakaiteen lÀvistÀjÀn pituus 
     1623            </summary> 
     1624        </member> 
    14561625        <member name="T:Jypeli.FollowerBrain"> 
    14571626            <summary> 
     
    22322401            Vaikuttaako efektiin tuuli 
    22332402            </summary> 
     2403        </member> 
     2404        <member name="T:Jypeli.Waveform"> 
     2405            <summary> 
     2406            Aaltomuoto. 
     2407            </summary> 
     2408        </member> 
     2409        <member name="M:Jypeli.Waveform.#ctor(System.Double,System.Double,System.Double,System.Double)"> 
     2410            <summary> 
     2411            Luo uuden aaltomuodon. 
     2412            </summary> 
     2413            <param name="amplitude">Amplitudi.</param> 
     2414            <param name="frequency">Taajuus.</param> 
     2415            <param name="phase">Vaihe.</param> 
     2416            <param name="damping">Vaimenemisvakio.</param> 
     2417        </member> 
     2418        <member name="M:Jypeli.Waveform.GetValue(System.Double)"> 
     2419            <summary> 
     2420            Palauttaa poikkeaman keskipisteestÀ hetkellÀ t. 
     2421            </summary> 
     2422            <param name="t">Ajanhetki</param> 
     2423            <returns></returns> 
     2424        </member> 
     2425        <member name="M:Jypeli.Waveform.GetDerivative(System.Double,System.Double)"> 
     2426            <summary> 
     2427            Palauttaa poikkeaman muutoksen eli vÀrÀhtelijÀn nopeuden hetkellÀ t. 
     2428            </summary> 
     2429            <param name="t">Ajanhetki</param> 
     2430            <param name="dt">Aika viimeisimmÀstÀ muutoksesta</param> 
     2431            <returns></returns> 
     2432            <remarks> 
     2433            TÀmÀ funktio laskee derivaatan yleisessÀ tapauksessa numeerisesti. 
     2434            Ylikirjoita jos haluat lisÀÀ tarkkuutta. 
     2435            </remarks> 
     2436        </member> 
     2437        <member name="M:Jypeli.Waveform.GetDampingMultiplier(System.Double)"> 
     2438            <summary> 
     2439            Palauttaa vaimenemiskertoimen hetkellÀ t. 
     2440            Vaimenemiskerroin on eri asia kuin vaimenemisvakio ja riippuu ajanhetkestÀ. 
     2441            </summary> 
     2442            <param name="t"></param> 
     2443            <returns></returns> 
     2444        </member> 
     2445        <member name="P:Jypeli.Waveform.Amplitude"> 
     2446            <summary> 
     2447            Amplitudi eli maksimipoikkeama keskipisteestÀ. 
     2448            </summary> 
     2449        </member> 
     2450        <member name="P:Jypeli.Waveform.Frequency"> 
     2451            <summary> 
     2452            Taajuus (jaksoa sekunnissa) 
     2453            </summary> 
     2454        </member> 
     2455        <member name="P:Jypeli.Waveform.Phase"> 
     2456            <summary> 
     2457            Vaihe. VaihteluvÀli on 0 - 2 * Math.PI. 
     2458            </summary> 
     2459        </member> 
     2460        <member name="P:Jypeli.Waveform.Damping"> 
     2461            <summary> 
     2462            Vaimenemisvakio. Jos 0, vÀrÀhtely jatkuu ikuisesti. 
     2463            </summary> 
     2464        </member> 
     2465        <member name="T:Jypeli.Waveform.Sine"> 
     2466            <summary> 
     2467            Siniaalto. 
     2468            </summary> 
     2469        </member> 
     2470        <member name="M:Jypeli.Waveform.Sine.#ctor(System.Double,System.Double,System.Double,System.Double)"> 
     2471            <summary> 
     2472            Luo uuden siniaallon. 
     2473            </summary> 
     2474            <param name="amplitude">Amplitudi.</param> 
     2475            <param name="frequency">Taajuus.</param> 
     2476            <param name="phase">Vaihe.</param> 
     2477            <param name="damping">Vaimenemisvakio.</param> 
     2478        </member> 
     2479        <member name="M:Jypeli.Waveform.Sine.GetValue(System.Double)"> 
     2480            <summary> 
     2481            Palauttaa poikkeaman keskipisteestÀ hetkellÀ t. 
     2482            </summary> 
     2483            <param name="t">Ajanhetki</param> 
     2484            <returns></returns> 
     2485        </member> 
     2486        <member name="M:Jypeli.Waveform.Sine.GetDerivative(System.Double,System.Double)"> 
     2487            <summary> 
     2488            Palauttaa poikkeaman muutoksen eli vÀrÀhtelijÀn nopeuden hetkellÀ t. 
     2489            </summary> 
     2490            <param name="t">Ajanhetki</param> 
     2491            <param name="dt">Aika viimeisimmÀstÀ muutoksesta</param> 
     2492            <returns></returns> 
     2493        </member> 
     2494        <member name="T:Jypeli.Waveform.Saw"> 
     2495            <summary> 
     2496            Sahalaita-aalto. 
     2497            </summary> 
     2498        </member> 
     2499        <member name="M:Jypeli.Waveform.Saw.#ctor(System.Double,System.Double,System.Double,System.Double)"> 
     2500            <summary> 
     2501            Luo uuden sahalaita-aallon. 
     2502            </summary> 
     2503            <param name="amplitude">Amplitudi.</param> 
     2504            <param name="frequency">Taajuus.</param> 
     2505            <param name="phase">Vaihe.</param> 
     2506            <param name="damping">Vaimenemisvakio.</param> 
     2507        </member> 
     2508        <member name="M:Jypeli.Waveform.Saw.GetValue(System.Double)"> 
     2509            <summary> 
     2510            Palauttaa poikkeaman keskipisteestÀ hetkellÀ t. 
     2511            </summary> 
     2512            <param name="t">Ajanhetki</param> 
     2513            <returns></returns> 
     2514        </member> 
     2515        <member name="T:Jypeli.Waveform.Triangle"> 
     2516            <summary> 
     2517            Kolmioaalto. 
     2518            </summary> 
     2519        </member> 
     2520        <member name="M:Jypeli.Waveform.Triangle.#ctor(System.Double,System.Double,System.Double,System.Double)"> 
     2521            <summary> 
     2522            Luo uuden kolmioaallon. 
     2523            </summary> 
     2524            <param name="amplitude">Amplitudi.</param> 
     2525            <param name="frequency">Taajuus.</param> 
     2526            <param name="phase">Vaihe.</param> 
     2527            <param name="damping">Vaimenemisvakio.</param> 
     2528        </member> 
     2529        <member name="M:Jypeli.Waveform.Triangle.GetValue(System.Double)"> 
     2530            <summary> 
     2531            Palauttaa poikkeaman keskipisteestÀ hetkellÀ t. 
     2532            </summary> 
     2533            <param name="t">Ajanhetki</param> 
     2534            <returns></returns> 
     2535        </member> 
     2536        <member name="T:Jypeli.Waveform.Square"> 
     2537            <summary> 
     2538            Kanttiaalto. 
     2539            </summary> 
     2540        </member> 
     2541        <member name="M:Jypeli.Waveform.Square.#ctor(System.Double,System.Double,System.Double,System.Double)"> 
     2542            <summary> 
     2543            Luo uuden kanttiaallon. 
     2544            </summary> 
     2545            <param name="amplitude">Amplitudi.</param> 
     2546            <param name="frequency">Taajuus.</param> 
     2547            <param name="phase">Vaihe.</param> 
     2548            <param name="damping">Vaimenemisvakio.</param> 
     2549        </member> 
     2550        <member name="M:Jypeli.Waveform.Square.GetValue(System.Double)"> 
     2551            <summary> 
     2552            Palauttaa poikkeaman keskipisteestÀ hetkellÀ t. 
     2553            </summary> 
     2554            <param name="t">Ajanhetki</param> 
     2555            <returns></returns> 
    22342556        </member> 
    22352557        <member name="T:Jypeli.Game"> 
     
    29153237            MÀÀrÀÀ, mihin aliohjelmaan siirrytÀÀn kun olio <code>obj</code> törmÀÀ johonkin toiseen olioon. 
    29163238            </summary> 
     3239            <typeparam name="O">TörmÀÀvÀn olion tyyppi.</typeparam> 
    29173240            <typeparam name="T">Kohdeolion tyyppi.</typeparam> 
    29183241            <param name="obj">TörmÀÀvÀ olio</param> 
     
    29243247            Jypelin sisÀiseen kÀyttöön! 
    29253248            </summary> 
     3249            <typeparam name="O">TörmÀÀvÀn olion tyyppi.</typeparam> 
    29263250            <typeparam name="T">Kohdeolion tyyppi.</typeparam> 
    29273251            <param name="obj">TörmÀÀvÀ olio</param> 
     
    29643288            <param name="handler">TörmÀyksen kÀsittelevÀ aliohjelma.</param> 
    29653289        </member> 
    2966         <member name="M:Jypeli.PhysicsGameBase.AddCollisionHandler``2(``0,``1,Jypeli.CollisionHandler{Jypeli.PhysicsObject,``1})"> 
     3290        <member name="M:Jypeli.PhysicsGameBase.AddCollisionHandlerByRef``2(``0,``1,Jypeli.CollisionHandler{``0,``1})"> 
    29673291            <summary> 
    29683292            MÀÀrÀÀ, mihin aliohjelmaan siirrytÀÀn kun 
     
    29733297            <param name="handler">Metodi, joka kÀsittelee törmÀyksen (ei parametreja).</param> 
    29743298        </member> 
    2975         <member name="M:Jypeli.PhysicsGameBase.AddCollisionHandler``2(``0,System.Object,Jypeli.CollisionHandler{``0,``1})"> 
     3299        <member name="M:Jypeli.PhysicsGameBase.AddCollisionHandlerByTag``2(``0,System.Object,Jypeli.CollisionHandler{``0,``1})"> 
    29763300            <summary> 
    29773301            MÀÀrÀÀ, mihin aliohjelmaan siirrytÀÀn kun  
     
    29803304            <param name="obj">TörmÀÀvÀ olio.</param> 
    29813305            <param name="tag">TörmÀttÀvÀn olion tagi.</param> 
     3306            <param name="handler">Metodi, joka kÀsittelee törmÀyksen (ei parametreja).</param> 
     3307        </member> 
     3308        <member name="M:Jypeli.PhysicsGameBase.AddCollisionHandler``2(``0,System.Object,Jypeli.CollisionHandler{``0,``1})"> 
     3309            <summary> 
     3310            MÀÀrÀÀ, mihin aliohjelmaan siirrytÀÀn kun  
     3311            olio <code>obj</code> törmÀÀ toiseen olioon. 
     3312            </summary> 
     3313            <param name="obj">TörmÀÀvÀ olio.</param> 
     3314            <param name="target">TörmÀttÀvÀn olion viite tai tagi.</param> 
    29823315            <param name="handler">Metodi, joka kÀsittelee törmÀyksen (ei parametreja).</param> 
    29833316        </member> 
     
    45174850            </summary> 
    45184851        </member> 
    4519         <member name="M:Jypeli.PhysicsStructure.Add(Jypeli.GameObject)"> 
     4852        <member name="M:Jypeli.PhysicsStructure.Add(Jypeli.IGameObject)"> 
    45204853            <summary> 
    45214854            LisÀÀ olion rakenteeseen. 
     
    47485081            <param name="repeatCount">Kuinka monta kertaa animaatio suoritetaan.</param> 
    47495082        </member> 
     5083        <member name="M:Jypeli.Animation.Pause"> 
     5084            <summary> 
     5085            KeskeyttÀÀ animaation toiston. 
     5086            </summary> 
     5087        </member> 
    47505088        <member name="M:Jypeli.Animation.Resume"> 
    47515089            <summary> 
     
    47785116            <summary> 
    47795117            Aktiivisen animaatioruudun indeksi (alkaa nollasta). 
     5118            </summary> 
     5119        </member> 
     5120        <member name="P:Jypeli.Animation.IsPlaying"> 
     5121            <summary> 
     5122            Onko animaatio kÀynnissÀ. 
    47805123            </summary> 
    47815124        </member> 
     
    60426385            <summary> 
    60436386            ÄÀnenvoimakkuus vÀlillÀ 0.0 - 1.0. 
     6387            </summary> 
     6388        </member> 
     6389        <member name="P:Jypeli.MediaPlayer.CanPlay"> 
     6390            <summary> 
     6391            Voiko musiikkia soittaa. 
     6392            Windows Phonella rajoituksena on ettÀ kÀyttÀjÀn musiikkia ei saa keskeyttÀÀ. 
     6393            Ei tarvitse tarkistaa itse ennen Play-kutsua, Jypeli tekee sen puolesta. 
    60446394            </summary> 
    60456395        </member> 
     
    66006950            <param name="newScore"></param> 
    66016951        </member> 
    6602         <member name="P:Jypeli.Widgets.HighScoreWindow.Message"> 
    6603             <summary> 
    6604             Viesti. 
    6605             </summary> 
    6606         </member> 
    66076952        <member name="P:Jypeli.Widgets.HighScoreWindow.NameInputWindow"> 
    66086953            <summary> 
     
    71367481            <summary> 
    71377482            Tapahtuu kun nappia on painettu. 
     7483            </summary> 
     7484        </member> 
     7485        <member name="E:Jypeli.Widgets.PushButton.Pressed"> 
     7486            <summary> 
     7487            Tapahtuu kun nappi painetaan pohjaan. 
     7488            </summary> 
     7489        </member> 
     7490        <member name="E:Jypeli.Widgets.PushButton.Released"> 
     7491            <summary> 
     7492            Tapahtuu kun nappi pÀÀstetÀÀn irti. 
     7493            </summary> 
     7494        </member> 
     7495        <member name="E:Jypeli.Widgets.PushButton.Down"> 
     7496            <summary> 
     7497            Tapahtuu kun nappi on pohjassa. 
    71387498            </summary> 
    71397499        </member> 
     
    1222712587            </summary> 
    1222812588        </member> 
     12589        <member name="P:Jypeli.Level.BoundingRect"> 
     12590            <summary> 
     12591            KentÀn rajaama alue 
     12592            </summary> 
     12593        </member> 
    1222912594        <member name="T:Jypeli.Controls.AnalogControl"> 
    1223012595            <summary> 
     
    1437614741            Palauttaa satunnaisen totuusarvon. 
    1437714742            </summary> 
     14743            <returns>satuniasesti joko true tai false</returns> 
    1437814744        </member> 
    1437914745        <member name="M:Jypeli.RandomGen.NextInt(System.Int32)"> 
     
    1438114747            Palauttaa satunnaisen kokonaisluvun, joka on vÀhintÀÀn 0 ja pienempi kuin <code>max</code>. 
    1438214748            </summary> 
    14383             <returns></returns> 
     14749            <returns>Satunnainen kokonaisluku</returns> 
    1438414750        </member> 
    1438514751        <member name="M:Jypeli.RandomGen.NextInt(System.Int32,System.Int32)"> 
     
    1438714753            Palauttaa satunnaisen kokonaisluvun, joka on vÀhintÀÀn <code>min</code> ja pienempi kuin <code>max</code>. 
    1438814754            </summary> 
     14755            <param name="min">Pienin arvo jonka luku voi saada</param> 
     14756            <param name="max">Suurin arvo jonka luku voi saada</param> 
     14757            <returns>Satunnainen kokonaisluku</returns> 
    1438914758        </member> 
    1439014759        <member name="M:Jypeli.RandomGen.NextDouble(System.Double,System.Double)"> 
     
    1439214761            Palauttaa satunnaisen liukuluvun parametrien <code>min</code> ja <code>max</code> vÀliltÀ. 
    1439314762            </summary> 
     14763            <param name="min">Pienin arvo jonka luku voi saada</param> 
     14764            <param name="max">Suurin arvo jonka luku voi saada</param> 
     14765            <returns>Satunnainen reaaliluku</returns> 
    1439414766        </member> 
    1439514767        <member name="M:Jypeli.RandomGen.NextLetter(System.Boolean)"> 
     
    1440414776            Palauttaa satunnaisen suunnan. 
    1440514777            </summary> 
     14778            <returns>Satunnainen suunta</returns> 
    1440614779        </member> 
    1440714780        <member name="M:Jypeli.RandomGen.NextDoubleArray(System.Double,System.Double,System.Int32)"> 
    1440814781            <summary> 
    14409             Palauttaa double-taulukon. 
     14782            Palauttaa double-taulukon tÀytettyinÀ satunnaisilla luvuilla vÀliltÀ [min,max] 
    1441014783            </summary> 
    1441114784            <param name="min">Pienin arvo.</param> 
     
    1441614789        <member name="M:Jypeli.RandomGen.NextDoubleArray(System.Double,System.Double,System.Int32,System.Int32)"> 
    1441714790            <summary> 
    14418             Palauttaa double-taulukon. 
     14791            Palauttaa double-taulukon tÀytettyinÀ satunnaisilla luvuilla vÀliltÀ [min,max] 
    1441914792            </summary> 
    1442014793            <param name="min">Pienin arvo.</param> 
     
    1442814801            Palauttaa satunnaisen vÀrin. 
    1442914802            </summary> 
    14430             <returns>VÀri.</returns> 
     14803            <returns>Satunnainen vÀri</returns> 
    1443114804        </member> 
    1443214805        <member name="M:Jypeli.RandomGen.NextColor(Jypeli.Color,Jypeli.Color)"> 
     
    1443414807            Palauttaa satunnaisen vÀrin. 
    1443514808            </summary> 
    14436             <returns>VÀri.</returns> 
     14809            <returns>Satunnainen vÀri</returns> 
    1443714810        </member> 
    1443814811        <member name="M:Jypeli.RandomGen.NextAngle"> 
     
    1444014813            Palauttaa satunnaisen kulman. 
    1444114814            </summary> 
    14442             <returns>Kulma.</returns> 
     14815            <returns>Satunnainen kulma</returns> 
    1444314816        </member> 
    1444414817        <member name="M:Jypeli.RandomGen.NextVector(System.Double,System.Double)"> 
     
    1445814831            <param name="maxX">Suurin sallittu X-koordinaatti</param> 
    1445914832            <param name="maxY">Suurin sallittu Y-koordinaatti</param> 
    14460             <returns></returns> 
     14833            <returns>Satunnainen vektori</returns> 
     14834        </member> 
     14835        <member name="M:Jypeli.RandomGen.NextVector(Jypeli.BoundingRectangle,System.Int32)"> 
     14836            <summary> 
     14837            Luodaan satunnainen vektori, jonka "piste" on suorakaiteen sisÀllÀ. 
     14838            </summary> 
     14839            <param name="rect">suorakaisen joka rajoittaa arvontaa</param> 
     14840            <param name="r">sÀde joka otetaan reunoilta sisÀÀnpÀin</param> 
     14841            <returns>Satunnainen vektori</returns> 
    1446114842        </member> 
    1446214843        <member name="M:Jypeli.RandomGen.NextAngle(Jypeli.Angle)"> 
     
    1446514846            </summary> 
    1446614847            <param name="max">Maksimikulma.</param> 
    14467             <returns>Kulma.</returns> 
     14848            <returns>Satunnainen kulma</returns> 
    1446814849        </member> 
    1446914850        <member name="M:Jypeli.RandomGen.NextAngle(Jypeli.Angle,Jypeli.Angle)"> 
     
    1447314854            <param name="min">Minimikulma.</param> 
    1447414855            <param name="max">Maksimikulma.</param> 
    14475             <returns>Kulma.</returns> 
     14856            <returns>Satunnainen kulma</returns> 
    1447614857        </member> 
    1447714858        <member name="M:Jypeli.RandomGen.NextIntWithProbabilities(System.Double[])"> 
  • 2014/27/AleksanteriV/Protokolla236TrueSurvivor/Protokolla236TrueSurvivor/Protokolla236TrueSurvivor/Planet.cs

    r5395 r5396  
    77using Jypeli.Widgets; 
    88 
    9 class Planet : GameObject 
     9public class Planet : GameObject 
    1010{ 
    11     public Planet(double r) : base(r,r) 
     11    private string levelId; 
     12    private double radius; 
     13    public double Radius { get { return radius; } set { radius = value; } } 
     14    public Planet(Proto236b parent, Vector position, double d, string levelId) 
     15        : base(d, d) 
    1216    { 
    13          
     17        this.levelId = levelId; 
     18        this.Shape = Shape.Circle; 
     19        this.Position = position; 
     20        this.radius = d/2; 
     21        if (!parent.Galaxy.planets.ContainsKey(levelId)) 
     22        { 
     23            parent.Galaxy.planets.Add(levelId, this); 
     24        } 
    1425    } 
    1526} 
  • 2014/27/AleksanteriV/Protokolla236TrueSurvivor/Protokolla236TrueSurvivor/Protokolla236TrueSurvivor/Player.cs

    r5395 r5396  
    4444        this.AngularDamping = 0.7; 
    4545        this.Restitution = 0.2; 
     46        this.MaxVelocity = 1400; //2*800 on 1400 
     47        //ei niin 
    4648 
    4749        this.thrusterEffect = new GameObject(40, 40); 
     
    5759        foreach (Weapon weapon in weapons) 
    5860        { 
    59             weapon.Shoot(); 
     61            PhysicsObject bullet = weapon.Shoot(); 
     62            if (bullet != null) 
     63            { 
     64                bullet.Velocity += this.Velocity; 
     65 
     66            } 
    6067        } 
    6168    } 
     
    6471        Weapon weapon = new AssaultRifle(1, 1); 
    6572        weapon.Angle += Angle.RightAngle; 
     73        weapon.IsVisible = false; 
     74        weapon.InfiniteAmmo = true; 
    6675        Add(weapon); 
    6776        weapons.Add(weapon); 
     
    7079    { 
    7180        base.Update(time); 
    72         this.parent.MessageDisplay.Clear(); 
    73         this.parent.MessageDisplay.Add(this.AbsolutePosition.ToString()); 
     81        //this.parent.MessageDisplay.Clear(); 
     82        //this.parent.MessageDisplay.Add(this.AbsolutePosition.ToString()); 
    7483        if (parent.CurrentLevel.IsPlanet) 
    7584        { 
     85            //PLANEETAN PINNALLA 
    7686            if (this.X > parent.Level.Right) 
    7787            { 
     
    8797            { 
    8898                //player pystyy lähteä pois planeetalta kun menee tarpeeksi ylös 
    89                 parent.LoadLevel("space"); 
     99                Angle shipAngle = Angle.FromRadians((Math.PI * 2) * ((parent.Player.X + parent.Level.Width / 2) / parent.Level.Width)); 
     100                parent.LoadLevel("space", shipAngle); 
     101            } 
     102        } 
     103        else 
     104        { 
     105            //AVARUUDESSA 
     106            foreach (KeyValuePair<string, Planet> kvpair in parent.Galaxy.planets) 
     107            { 
     108                if (Vector.Distance(this.Position, kvpair.Value.Position) < kvpair.Value.Radius) 
     109                { 
     110                    //mennään planeettaan 
     111                    //approach angle? 
     112                    double deltaX = kvpair.Value.X - this.X; 
     113                    double deltaY = this.Y - kvpair.Value.Y; 
     114                    Angle approachAngle; 
     115                    if (deltaX != 0) 
     116                    { 
     117                        approachAngle = Angle.ArcTan(deltaY / deltaX); 
     118                    } 
     119                    else 
     120                    { 
     121                        approachAngle = Angle.RightAngle; 
     122                    } 
     123 
     124                    if (this.X < kvpair.Value.X) 
     125                    { 
     126                        approachAngle += Angle.StraightAngle; 
     127                    } 
     128                    else if (this.Y > kvpair.Value.Y) 
     129                    { 
     130                        approachAngle += Angle.FullAngle; 
     131                    } 
     132                    parent.LoadLevel(kvpair.Key, approachAngle); 
     133                    this.parent.MessageDisplay.Add(approachAngle.GetPositiveDegrees().ToString()); 
     134                } 
    90135            } 
    91136        } 
  • 2014/27/AleksanteriV/Protokolla236TrueSurvivor/Protokolla236TrueSurvivor/Protokolla236TrueSurvivor/ProtoLevel.cs

    r5395 r5396  
    1616    private string backgroundId; 
    1717    public string BackgroundId { get { return backgroundId; } set { backgroundId = value; } } 
    18     public ProtoLevel(Proto236b parent, string src, bool isPlanet, string backgroundId) 
     18    private string id; 
     19    public string Id { get { return id; } set { id = value; } } 
     20    public ProtoLevel(Proto236b parent, string id, bool isPlanet, string backgroundId) 
    1921    { 
    2022        this.backgroundId = backgroundId; 
    2123        this.parent = parent; 
    22         this.tileMapSrc = "graphics/levels/" + src; 
     24        this.id = id; 
     25        this.tileMapSrc = "graphics/levels/" + id; 
    2326        this.isPlanet = isPlanet; 
    2427    } 
  • 2014/27/AleksanteriV/Protokolla236TrueSurvivor/Protokolla236TrueSurvivor/Protokolla236TrueSurvivor/Protokolla236TrueSurvivor.cs

    r5395 r5396  
    2323    public ScreenView GameScreen { get { return gameScreen; } set { gameScreen = value; } } 
    2424    private Dictionary<string, ProtoLevel> levels = new Dictionary<string, ProtoLevel>(); 
     25    private Galaxy galaxy; 
     26    public Galaxy Galaxy { get { return galaxy; } set { galaxy = value; } } 
    2527 
    2628    void AssignKeys() 
     
    4345        images["player"] = LoadImage("graphics/ships/player"); 
    4446        images["tile0"] = LoadImage("graphics/tiles/tile0"); 
     47        images["galaxy_map"] = LoadImage("graphics/HUD/galaxy_map"); 
    4548 
    4649        imageLists["player_thruster"] = LoadImages("graphics/effects/thrusters/thruster0.1", "graphics/effects/thrusters/thruster0.2"); 
    4750        imageLists["enemy1"] = LoadImages("graphics/Enemy/Enemy1.0", "graphics/Enemy/Enemy1.1", "graphics/Enemy/Enemy1.2"); 
    4851        imageLists["HUD_radar"] = LoadImages("graphics/HUD/HUD_radar1.0", "graphics/HUD/HUD_radar1.1"); 
    49         imageLists["HUD_ship"] = LoadImages("graphics/HUD/cross1.0", "graphics/HUD/cross1.1"); 
    50     } 
    51     public void LoadLevel(string levelId) 
     52        images["HUD_ship"] = LoadImage("graphics/HUD/cross1.0"); 
     53    } 
     54    public void LoadLevel(string levelId, Angle planetAngle/*PlanetAngle määrittää missä kulmassa planeettaan tullaan tai sieltä poistutaan*/) 
    5255    { 
    5356        ClearAll(); 
     
    5861 
    5962        Level.Background.Color = Color.Black; 
    60         this.player.Velocity = Vector.Zero; 
     63        this.player.Velocity = Vector.Zero;//resetoi pelaajan velocity 
    6164        Add(this.player, 1); 
    6265        Camera.Follow(this.player); 
     66 
     67        LevelFromImage(level); 
     68         
    6369        if (level.IsPlanet) 
    6470        { 
    6571            Gravity = new Vector(0, -200); 
    6672            player.LinearDamping = 0.99;//ns ilmanvastus 
     73            galaxy.CurrentPlanet = galaxy.Planets[level.Id];//aseta galaksiin tiedot nykyisestä planeetasta 
     74            player.Y = Level.Top - Screen.Height; 
     75            //player.x on jotain 
    6776        } 
    6877        else 
     
    7180            player.LinearDamping = 1;//avaruudessa ei ilmanvastusta 
    7281            Camera.Zoom(0.8); 
     82            if (galaxy.CurrentPlanet != null)//current planet voi olla null jos pelaaja ei vielä ole käynyt millään planeetalla. 
     83            { 
     84                //aseta pelaaja galaksiin 
     85                player.Position = galaxy.CurrentPlanet.Position; 
     86                //laske vielä vektori, mistä suunnasta pelaaja poistui 
     87                player.Position += Vector.FromLengthAndAngle(galaxy.CurrentPlanet.Radius + 50, planetAngle); 
     88                player.AbsoluteAngle = planetAngle - Angle.RightAngle;//JOSSAIN VAIHEESSA KÄÄNNETÄÄN ALUS NIIN ETTEI NÄITÄ TARVITA 
     89            } 
     90            Layers[-3].RelativeTransition = new Vector(0.06, 0.06); 
    7391        } 
    7492 
    7593        AssignKeys(); 
    7694        initializeHUD(); 
    77         LevelFromImage(level); 
    78     } 
    79     void CreateBg(string id, int offset) 
    80     { 
    81         double h = 1; 
     95    } 
     96    void CreateBg(string id, int offset, double scale = 1) 
     97    { 
     98        double h = 1, w = 1; 
    8299        if (currentLevel.IsPlanet) 
    83100        { 
    84101            h = 150 * 40; 
    85         } 
    86         else 
    87         { 
    88             h = Level.Height; 
    89         } 
    90         GameObject bg = new GameObject(Level.Width, h); 
     102            w = Level.Width; 
     103        } 
     104        else 
     105        { 
     106            h = Level.Height * scale; 
     107            w = Level.Width * scale; 
     108        } 
     109        GameObject bg = new GameObject(w, h); 
    91110        bg.Image = images[id]; 
    92111        if (currentLevel.IsPlanet) 
     
    111130 
    112131        //kaikki spacessa olevat jutut voisi alkaa CC 
    113         tileMap.SetTileMethod(Color.FromHexCode("ccffff"), createPlanet, "planet1");//planeetta 1 
    114  
    115         double w = 40, h = 40; 
     132        tileMap.SetTileMethod(Color.FromHexCode("ccffff"), createPlanet, "planet2");//planeetta 2 
     133 
     134        double w = 0, h = 0; 
     135        if (CurrentLevel.IsPlanet) 
     136        { 
     137            w = 40; h = 40; 
     138        } 
     139        else 
     140        { 
     141            w = 2000; h = 2000; 
     142        } 
     143 
    116144        tileMap.Execute(w, h); 
    117145        map = tileMap; 
    118146 
    119147        //lasketaan montako tiiltä tarvitaan 
    120         var tilesNeeded = Math.Floor((Screen.Width/2/40)*Camera.ZoomFactor); 
     148        var tilesNeeded = Math.Floor((Screen.Width / 2 / 40) * Camera.ZoomFactor); 
    121149 
    122150        //vasen puoli 
     
    127155                String hexColor = tileMap.GetTile(y, x).ToString().Substring(2, 6); 
    128156                if (convert.ContainsKey(hexColor)) 
    129                     createTile(new Vector(x * w + w / 2 - Level.Width / 2 + Level.Width, (tileMap.RowCount-y-1) * h + h / 2 - Level.Height / 2), w, h, convert[hexColor]); 
     157                    createTile(new Vector(x * w + w / 2 - Level.Width / 2 + Level.Width, (tileMap.RowCount - y - 1) * h + h / 2 - Level.Height / 2), w, h, convert[hexColor]); 
    130158            } 
    131159        } 
    132160        //oikea puoli 
    133         for (int x = tileMap.ColumnCount-1; x > tileMap.ColumnCount-1-tilesNeeded; x--) 
     161        for (int x = tileMap.ColumnCount - 1; x > tileMap.ColumnCount - 1 - tilesNeeded; x--) 
    134162        { 
    135163            for (int y = 0; y < tileMap.RowCount; y++) 
     
    140168            } 
    141169        } 
    142  
    143         //luo backgroundit (3) 
    144         CreateBg(level.BackgroundId, -1); 
    145         CreateBg(level.BackgroundId, 0); 
    146         CreateBg(level.BackgroundId, 1); 
     170        if (currentLevel.IsPlanet) 
     171        { 
     172            //luo backgroundit (2 valetta ja 1 oikea) 
     173            CreateBg(level.BackgroundId, -1); 
     174            CreateBg(level.BackgroundId, 0); 
     175            CreateBg(level.BackgroundId, 1); 
     176        } 
     177        else 
     178        { 
     179            CreateBg(level.BackgroundId, 0, 0.06); 
     180        } 
    147181    } 
    148182    void initializeHUD() 
     
    166200    void createPlanet(Vector position, double w, double h, string id) 
    167201    { 
    168         Planet planet = new Planet(100); 
    169         planet.Position = position; 
     202        Planet planet = new Planet(this, position, 1000, id); 
     203        Add(planet); 
    170204    } 
    171205    void spawnPlayer(Vector position, double w, double h) 
     
    193227 
    194228        this.gameScreen = Screen; 
    195  
    196         LoadLevel("planet2"); 
     229        this.galaxy = new Galaxy(this); 
     230 
     231        LoadLevel("space", Angle.Zero);//avaruus ladataan jotta galaksi saa planeettansa 
     232        LoadLevel("planet2", Angle.Zero); 
    197233    } 
    198234} 
  • 2014/27/AleksanteriV/Protokolla236TrueSurvivor/Protokolla236TrueSurvivor/Protokolla236TrueSurvivor/Protokolla236TrueSurvivor.csproj

    r5395 r5396  
    112112  <ItemGroup> 
    113113    <Compile Include="Enemy1.cs" /> 
     114    <Compile Include="Galaxy.cs" /> 
    114115    <Compile Include="Hud.cs" /> 
    115116    <Compile Include="MikonPhysicsObject.cs" /> 
  • 2014/27/AleksanteriV/Protokolla236TrueSurvivor/Protokolla236TrueSurvivor/Protokolla236TrueSurvivor/Protokolla236TrueSurvivor.csproj.Debug.cachefile

    r5395 r5396  
    2020Content\graphics\levels\!space.xnb 
    2121Content\graphics\backgrounds\Space_esim.xnb 
     22Content\graphics\HUD\galaxy_map.xnb 
  • 2014/27/AleksanteriV/Protokolla236TrueSurvivor/Protokolla236TrueSurvivor/Protokolla236TrueSurvivor/Radar.cs

    r5395 r5396  
    2222        { 
    2323            //planet radar 
    24             this.mapObject = new GameObject(133 / parent.Camera.ZoomFactor, 133 / parent.Camera.ZoomFactor); 
     24            this.mapObject = new GameObject(100 / parent.Camera.ZoomFactor, 100 / parent.Camera.ZoomFactor); 
    2525            mapObject.Shape = Shape.Circle; 
    2626            Add(mapObject); 
    27             this.shipObject = new GameObject(15 / parent.Camera.ZoomFactor, 15 / parent.Camera.ZoomFactor); 
    28             shipObject.Animation = new Animation(parent.ImageLists["HUD_ship"]); 
    29             this.Animation.FPS = 3; 
    30             this.Animation.Start(); 
    31             Add(shipObject); 
    3227        } 
    3328        else 
    3429        { 
    3530            //space radar 
    36             this.mapObject = new GameObject(180 / parent.Camera.ZoomFactor, 180 / parent.Camera.ZoomFactor); 
     31            this.mapObject = new GameObject(160 / parent.Camera.ZoomFactor, 160 / parent.Camera.ZoomFactor); 
     32            mapObject.Image = parent.Images["galaxy_map"]; 
    3733            Add(mapObject); 
    3834        } 
     35        this.shipObject = new GameObject(15 / parent.Camera.ZoomFactor, 15 / parent.Camera.ZoomFactor); 
     36        shipObject.Image = parent.Images["HUD_ship"]; 
     37        Add(shipObject); 
    3938    } 
    4039    public override void Update(Time time) 
     
    4241        if (this.parent.CurrentLevel.IsPlanet) 
    4342        { 
    44             this.shipObject.X = 0; 
    45             this.shipObject.Y = 0; 
     43            //laske pelaajan positio planeettamapissa 
    4644            //jos haluaa joku selityksen näille kahdelle niin selitän mielelläni T:Mikko 
    47             double length = ((parent.Player.Y - (parent.Level.Top - 150 * 40)) / parent.Level.Width) * 40 + 67; 
     45            double length = ((parent.Player.Y - (parent.Level.Top - 150 * 40)) / parent.Level.Width) * 73 + 50; 
    4846            Angle shipAngle = Angle.FromRadians((Math.PI * 2) * ((parent.Player.X + parent.Level.Width / 2) / parent.Level.Width)); 
    49             this.shipObject.Position += Vector.FromLengthAndAngle(length, shipAngle); 
     47            this.shipObject.Position = Vector.FromLengthAndAngle(length, shipAngle); 
     48        } 
     49        else 
     50        { 
     51            //laske pelaajan positio avaruusmapissa 
     52            this.shipObject.Position = new Vector( 
     53                parent.Player.X / parent.Level.Width * mapObject.Width, 
     54                parent.Player.Y / parent.Level.Height * mapObject.Height 
     55            ); 
    5056        } 
    5157        base.Update(time); 
  • 2014/27/AleksanteriV/Protokolla236TrueSurvivor/Protokolla236TrueSurvivor/Protokolla236TrueSurvivor/obj/x86/Debug/Protokolla236TrueSurvivor.csproj.FileListAbsolute.txt

    r5395 r5396  
    6868D:\Csharp feat jypeli\AleksanteriV2014\Protokolla236TrueSurvivor\Protokolla236TrueSurvivor\Protokolla236TrueSurvivor\bin\x86\Debug\Content\graphics\levels\!space.xnb 
    6969D:\Csharp feat jypeli\AleksanteriV2014\Protokolla236TrueSurvivor\Protokolla236TrueSurvivor\Protokolla236TrueSurvivor\bin\x86\Debug\Content\graphics\backgrounds\Space_esim.xnb 
     70D:\Csharp feat jypeli\AleksanteriV2014\Protokolla236TrueSurvivor\Protokolla236TrueSurvivor\Protokolla236TrueSurvivor\bin\x86\Debug\Content\graphics\HUD\galaxy_map.xnb 
  • 2014/27/AleksanteriV/Protokolla236TrueSurvivor/Protokolla236TrueSurvivor/Protokolla236TrueSurvivor/obj/x86/Debug/cachefile-{5156C658-EF8C-4216-BA6D-9928D133FE72}-targetpath.txt

    r5395 r5396  
    2020Content\graphics\levels\!space.xnb 
    2121Content\graphics\backgrounds\Space_esim.xnb 
     22Content\graphics\HUD\galaxy_map.xnb 
  • 2014/27/AleksanteriV/Protokolla236TrueSurvivor/Protokolla236TrueSurvivor/Protokolla236TrueSurvivorContent/Protokolla236TrueSurvivorContent.contentproj

    r5395 r5396  
    181181    </Compile> 
    182182  </ItemGroup> 
     183  <ItemGroup> 
     184    <Compile Include="graphics\HUD\galaxy_map.png"> 
     185      <Name>galaxy_map</Name> 
     186      <Importer>TextureImporter</Importer> 
     187      <Processor>TextureProcessor</Processor> 
     188    </Compile> 
     189  </ItemGroup> 
    183190  <Import Project="$(MSBuildExtensionsPath)\Microsoft\XNA Game Studio\$(XnaFrameworkVersion)\Microsoft.Xna.GameStudio.ContentPipeline.targets" /> 
    184191  <!--  To modify your build process, add your task inside one of the targets below and uncomment it.  
  • 2014/27/AleksanteriV/Protokolla236TrueSurvivor/Protokolla236TrueSurvivor/Protokolla236TrueSurvivorContent/graphics/backgrounds/Space_chart.pdn

    r5306 r5396  
    1 PDN30d<pdnImage width="512" height="512" layers="2" savedWithVersion="4.0.5288.36565"><custom><thumb 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Q8dknn7B+GqR7wh7Ny5jNTx93utOdVn2ar1Lb3kk8Mx6wE/9c2B3ucIfl/PPPX6/1FTnQJaJBnMr6UyZsvm8tZ0YQ2JMyA7KPAJLqt8/zrfwsP8xHSdfKZJ/fX5PkGksAGZccCfRzUUgLZpG3JDCdZgJ4OhaZjhwRRACJOtL99nmgiASABRCUHB34ugcu4AzA6pRdB3jtuyYABUD9U1zaex6puD7nZjdd3rTbBtSnusZvW+L6bSces5y+K4vEzcEc1XmfmKdSBqE/76tLspV3vUeMB+z9e4F3v/vdl7vd7W7rtTlESNo1juvGJ63LLLeCBCIEZWRAJpiTg0iAzGeut342ZRLAPtnn+9cUuUYRwDTi1rjT4KQF2S7iTPP2gb/r6TiBncxrklMnAbxrDl600tZ1dRwY+AN7ZU4+75WBngRyItIT4AV4dQAPUCI/EEmr1etLu/pUPvfUk5bn3OTQ/j2CoFe6vuSk45dHnXLoE2Cg7VlE4Lp36CKK03P2k10IW9QPPW5zm9sst7/97df37nGPe6wEIotAAvUD9OnnHffZtX6zuzprF+AjgOpaZ+Ukgm1mMH0myaeqPxL4SX67jwTy863vX1Pkk0YAW0MF9H11GXka3cJUJhYsacEJRzhItiQwna3rsgP3nC9HV+bkHJhwXo4bMKrLod1zck4PkGQCPrAn6gBcGfgJ4CMB/w7/fM9Y+tN2jvGC3VbgDaeeuNx7d00Xenz6LuV/84nHLk/ePZsAb07prZ7UH+IBZNfmpG12yTbspR+iH3NAAFJ/4L/jHe+4lgQ51Be9XXvHvFwbGwnVv2tiPaxN0loSOrTGkwwigcC9lW1AqS5xv/XFKfns9ON9/n9NkU84AUzDbGUaNiMeZOztQgV2C9tCz8XnFDlE10pRo8jBaaZwsJxs1k1nL8oHII5LcmJODUSzjgRmZDAB3L+q23OlusjAtWgPhICDANx7hxjLO8Q7QJvc8fSbLS/bgf2NOyJ4wy7qv/CUE5dzLiMlOimT9NRf+uuDDsBv3EDrWcQRONmKfarThr53vetdlwsvvPAw+PVlLvQ1TtmL9tmmrKCyMaxF65Js17Y1d73NBLqedQcRQ5L/BfTpk/NZPk2m32/x8MmWTygBTKPsk4MMOmUfQ8/FbJGVSQ4ByDkE58xJih45rfvAz4EDe06WY3cNMIBAXAdCgOG0rpWEcysDpWecnAAw0Fb2vP/bTmm/e6Voeuc733lNo4FLVtAY+tMHmbo0LqFnYHcdWXl/gtt14NQv4BpLH55HfsQ1MshWgKpOX/S+973vvXz6p3/6SgR3uctdVt39/wToH9jT3bX+sxEbqDNOhMP+1inSmaC3pq27Uh3f6Hn+oW76UX41oz45yB9nO3VbAiD78HBNkGsEARwEfEbdV5exY+sWrkVtgacU5adT5BhJoCaBn/MpOVhEsBXPOWQEEGgm2EhA6l7fhFMH8Pb0gZfjqyfqi/xA4yDNgZrUOhAF+N5PApFxKwM6UaekC0lXc6qNedEh8NOpeqJO+7YE7Jh99EkPwL/nPe+5CvDbCphTc9SHdp0NRDz0d51k67IB41izubatuWu6uN4SBL8h+ZAyvyLT1w7yyeoT/vypQgLXiC1ARowIMvpchK3M5y1ibD5BP69zCM7AKXLS6tznPDkuJ+NwRTf185mSA7rOKbXPeZXAxYFdB0RAUnL6Uvj29SQiqE4bABf1AV4URgAiqkiqrn4ASN+Bf14bP10CO6FroAfm7nuuvfr0d08f49VeO9fskK3Y0rXn3gN2etsGdA6AvJpnfXqmbFx2VWazdFYinEigtU3cJ+63PhDo+VHgz49mvZLf5Z/57L57ki/v8/d9uPhkySflEHBrkG0GEMArW5juq7NIrpVkpnTKCGBLBBaeE+QkHMd9DlRKyXFz7pwwx+65Og44S8DhuIGM05JAHchz+Pbxpfel+Oq0UQZuBOD0/OKLL14e+MAHrkCyDSiSamecgEJce5ekS8RAgJrOiblWF/i1a06uPdNG/67V6b939EHYip3UaUtH+tMbeSEDJKA+W9DNHCID77IrSR9rgmi0de9Za7NPrKs1bt2VgTz/SfKj/K52AT0/nP7addG/+62vk4Mwsa/+6pZrLAFswU7mNWlhqg/kW9CTFr0IoCwyAHMRoTpOw6E4WZE9iQzmfVHPfdGOw3PQwBcg27MTjk/UieJK0kGb9hEAUIiWIr5f8z3ykY9c99MdqmlfJA1AxP0c33X9uQcgwI3olO5JgC/yA2DX+g6s+omkJrmwSwThubkhMVuAzgPuc5/7rFsD82eLqae+jJfN0zGb008b9QiYuG7NWhfridiJtS9QJPxHHV+JANTnP/kZyTfz0+m7+fT2no/vuyZhYouPbf3VIZ/UM4DYchLABH8Lc5DMRWzxAn5AJy1i4lmEAPwzfZwRQ30g58Q5XQ7Ys3332nNiIAEQwrkBOBBUVicyAjcwkE7IIwoA107EBxxZACApvatd2YM+AxIJpAGxOvcABth0Bh7XU4AMGOe9snkGeP3RT9/GqG/tAyod6WZ+or/S7wJkMGU3SvOYBGh8fehTP9UTfTZebZTIIFJ2Dfz5QH6TL3Wff8zr2kQAW9mSwJTp49Pvu54ycbLv+uqQT3oGsDVYBJDRM3zXFmYCv4VSF+iV6iKA6hL3RXtOEegTTkMCNplR0X1gjxDmfe0AgrPnoCIc51ZyeEAWuV0DjhIo/C+2iWsk4J3ecx9oPuMzPmONotoiAm30EwE0NgGYShIhFGEBes6RqFMCkzazrrJr89bOGIALsMYwb/Xu6RNgm7cS6Iv+zXHORek9/UWCkaU+vKMf7zQunaxHa0ms+QT/1o8KItOHSCBPpj/mnz3b+jOZ/n5FMvGxxcrE0MdLPukEMKM/ycDJNPR24dTNRWvBiu7AHdiVE/AT+GUASo5SKsmpgWISwQS8tkpt5nWgATAOWjTLqXN8DkzawwM8QEuJ73e/+63ABnZtyb3uda+1vXYyANuABz3oQcujHvWo9TxAnWcBylgBEpBIJFAULVpOQFfn2lybj9L82EAbYKtt9nEf6PVpDBK4PQNwhEVX8zMnzxAE3T0nbDLnEtC9J+thp7YQ+vCO+dGLLta4rM7augfs/Ch/2Uq+Qtxrmz/md5X565YAtmSwLwvoftZPCSuz/HjLJ4wA5kSSjDANliEDf4s1JdBP8E8pyltA4OcAW/AXFThGMoEfEeTYgWEKwJN5rwwwHJFDcvpIgBNzbGLvDtQ+5QFC6TzgAzRwu9ZOG8+0Jw9/+MOXxzzmMcsTn/jE5ZnPfOZKBtoiECAJUMZHPMYGInWuRckAHJjp7BpwI76IIQIoEyi1r4/eQSz11XuAGfEhOwC+733ve5jo1KcbvQO/dqTDwkD/4Ac/eJX73//+a6kv9vOeudLHWgT61j1Q8w1+033ZYNfTTyIAwh+3Pjn9NrDvk/x8+n/323qyxcrE0sdTPulnABko0E/J6NPYSsAnpfQtoJKoa+HVFwGIa+AG8uojg4TzeE5c58juA0UA8axSXRFSGbhEQKADxpybiFpAD9BKzg3EQIEAOLw0n0j5A8xnfuZnLk9+8pOXF7zgBcuznvWs5bM/+7NXkvCufvQtcgaqMg8SGRSZEQEdAy29m6/SXF33rPoEEQB99foW7SMKc6YbfehmLo94xCPWOSA4157TGXFVEqRnTpGbUrbj3TIk7xb5zYUuxrVuJCC3/gSxt87KiL/19w4/muDP56bkk/nvFZHAlPyfuE6298nE0MTUxyqf0AxgSpPPIBEAowK96y3bMro6CwPkwD0j/oz6ygigxSYWuoXvvoXvGUBX7z5Qq3cNFEDD6Tl6UZIEoNoAFucECmAEwrIABADYIpwoxrFL60U3xKBEBkXMhz3sYctnfdZnrVH/q7/6q5fXvva1azbQWYCyiGkMY5X+RwLtpQn9gEadNs0l0Lsu2vdM2b1niMRc9SPbcV8mAJzATx9ze+xjH7s86UlPWufRPJWeaVNb4DcPNnnoQx+6POQhD1lBjxQ9Zzskof9IjG7WKOJuna0lX+jac22TCFt74OczfCqQT1/M9/JJz/LdZJJC/r1P9oE9XGzrSTjaYutjkU8IAWwnsgV/kgEZlsEnAViMGNkCuAb4wE7cB/qkiJ9DEAse2HMIjtPznKj3XPeMo3C2wF3kDBxJwAAEpcjLWYvCrjmyPSzgAjggcHTgAAyAF+FETZ/81AHDE57whJUApP+JSIoIvFOf+kcACAgwlV2XGZQNaKfeXIqi7ODeXIHMtfm6L8Ir1XlXm671oe9ID9HZsnzu537uqr95FMXpjOSk8eaLDMyZHWQ35vboRz96rfccUdF52p8urVVE3bpZ47I/18R6mYd3ifbq+U/Rny/mm8A8fY9EEPx0+q62W1KY/XRNDsLCkUjg4ylXOwFM5Q+aLGGkjJxhE/cRgAUgFmkSwD7gTwHmHCOnIDmNehL41RcxZl1OHwlwds6onnAmz2c0BADROODbB3N2ji+iAT8w2M8+7nGPW6Oke8/bHnB+IvV/7nOfu6b+rgFDRH3qU5+63kuRtdev0tiTANKprABIARdQPQ/ERXc2Mafm45k2MwtgB++an9J7xiDukYuIDdBPecpTls/5nM9ZyY6OyEqJ+CJC18hCpjMPOGUFbGccfTd+elqj1rR1tXal/a2h0lqZRwStD22tOf/hawE7QM8sQBv+t80GKg+S+iL5ftiYeKhu4mcfvj5W+YQRQBPbRwAZN4ldSYB3zeCJBQB6i1sJ6OqRgnuLqc7zLdhdW3DingME4upypO4jA205DgcKNDMqehZgAEtay3GBQAQDaiXH5+CBW1QEfhEdEDg9ET2lwo9//OOXZzzjGcvznve85elPf/ry7Gc/ewUU4D/taU9bSQC4ygKQTFGe0LWoPHVPV/dF1wjOnJQRBgLQvmdAqB7RSMld61M7dYQO5iCSmx/SAnIpPh0B35zVmSfR1r2sRr/60XdbCtd0QAD0sS6t1yT+7iPz1ofekRP9zN8z7fgLHwPmSGAK/8wHIwL+mf9qsy2TCfx5nUzQu+96yj6cXVW5Wglgn/JbAsgI00gxahG/chq9BbZYSourjABm3SQDDlG0UFp0jpwzc6hIoIjhunrC8TgRJ+c4gWsChqgT+aXiEUD7WySAAEQ66T2HV3J60VEKLAuQ9hchv+ALvmD5si/7suWLvuiLli/8wi9cvuRLvmT50i/90uWLv/iL16wgQvAuAgGuzgECIgCV7heli+rm4Z7e6tiDqEMa3tGud8xVCYzEWErva2s8YwGwuTQ/c6UjAjA3ukYMnmlLEAOi1Idx2NQYJB1aK2I9CwjWOtCrax3Nx3vWj02sS/3pP8KYoA64Svd8Mx+LAPhohJH/bu97X1/JxAKBj4Nk4mgf3q6KXG0EMJVNTGI74Qw7JaMF+oDP6KX8Gb8yib1zAAuadM9pAn9OXlQAdKXn2ipzmsCtLQk0AYATkQAENMAOiAGPqCvii+YitwhofyxNBgJpr0juXoqv3ete97rl9a9//fKa17xmeeMb37h84zd+4/L1X//1y3Oe85w1I3AuIBsANACzBRAti8QEGAndCF2JuZgbmwQQYj6znWfasYXnEadrc8sWBAEYyzzMSbYjogO7+Yv0ZTpsQX/PtEEGBEkAqHGJa30iGHpEzNYqwucDJGJQnw/MNTSvDhPpbq760gcfCrRk+ilimL7HJ9UR70QGU3pG6odMHExckDCzJYB9eLuq8gkjgCaxnWSGAPqAnzEjgAl6UrpfabG1mW09s/A5wRROkyPkRDkyqa57jsH5AkAC/BwncBXxEtFe6osAOJo6DiyqAYS0/au+6qvWCC6yi/DOABx8dRCotN//8i//8hX4P/mTP7m8733vW37kR35k+aEf+qHl1a9+9bpXBiDv6tP7CKTMAwnQrbGJa/q0JTC3gGG+pfHqvQvQ7rWZ4A+AnnmvuQdUYwG4rMYZB137/YLDwM4C2ENWg8CQAMLzmdO2B2HSk43NhT0RQGvYulrvB5504vL1JxyzvH4nrzvx2OVxNz51zeTK+FpT89KP9SFshaT1J1AE4oCpjAT4ZVkG4W98r3f2EQCZJMDX9bUF/ryfwK8k+/B2VeVqIYAUndJk5kQZYGsgxiMz5WdsgCYWJ+DP65hY28jC8yL9BH8A5gg5kTLH9iwgcBQCAIASEIh7jg4gnJMDEY4l+op8Ihjwl2qW/gPo533e562p+4tf/OL1kx4SAGBpvFRZG+Xnf/7nr+B46UtfurznPe9ZvvM7v3P58R//8RX80v4yBpHT9kBGIHo2vjHpBZDuZQecnv6keQKVeZXqK4HZ3DyPGFxrF0lkq0BqvmxgXATQuMCOAICb3oHdHJGCucsCgP75z3/+KrIi/eiXPuzIttah9bOu/rdn33bSccvzTzlxOfPUQ0HhpjsfeOrJJy7vOPG45fa76N/609da0MlWAwHZbtDb3LThQ/yxlL0gxTf1zbcQDmKZBEDmNZnAJwW7SQKNQcJIJLDF0j7MXVX5hBBA4J8EQCKACXzGC/wTzAF9ksD2OqKwMOrJTOM5C4e1yKW8nEGpXlmdNpyM482IxknUc8aeqSeik7KoJ4JzrMBPIgbPOD8SAH7ykpe8ZN3XdwjIMYFGOwIktgMyBdFRnXRfO/0igYhCv96VatPBc3oZVzvXdEcAgEvMC5CbN2KLICKJ7FJb9+zFnur0Cfz6RzJAZv6kcw860FvGYk5tCxxg0h8p2tIgPtsG0TmyYn9kZjz3K3nv1vZdO/DfZUf0bd1mgDjnpqct33XKCcttzzpE9tba3CJi68HebMQOfCUf4osBl3/yR/UFFP0XgKbvKpNIID+fRBDoSaQwMUKuThL4uBFASm0VbQLbSWG8DJGRlKXwjKjM4AytTBi/QzplC56oL/JzCqwewHPWiACYOQSHzpkBgOMRjsGZOQznBnROGPirE6l6h+NzLiCMGBAABwYCkUfazum/4iu+YvmGb/iG5Wu+5mvW6MjpOaQ2wNKBICC7JvqmD+c1nr6VQKMfWYCtgExAW/oQfRAApUtzicyAyv0EGsDMSJ/tIlPvmp939B159SUC+D3XX/ZUj5wAX5RHWDICwLclkgUhiM4BvK8fOtKZDpHTC8646fK4Mw79HQIdrXl+UJS+6IzTl1ff7CYrwOlMD2saAVgnNqaXPryjP30UmPJFz4zR2UOE43lb0SQS4OcIwHUZQYCPCCrJFi9bEtji76rKxzUDmApuZU5mplSMMQ3FgBlTWbpFMva8t8AWo2cz2s+ob1Fjf4DnPJyJ8+bE3SMDgCqScw5A5NgcnCNyds5COCenLIpwLu8CgfSco2lPPFMv6nFw+3uA/ZZv+ZY1pRf9+iQG6MbzjneNM9NqY3NedfSlv/ZAJVPQT7+60x/A0S9C0y/p3SJ482eLonzk6Npcyw6Amo3oQBekg9iMQWf9bMWY3iHIDgEAv9LWQIaDyJAYImBDa4AIIlk2MD6d337jkw6TlDVuW8A3+IRrvvCWk09Y29OBnYh+2YdEWtrowxy9NwNRwOdn+Z36AlS+GxkU/QtwZQB8vwA4gZ/AyBb8V0cm8HHfAqTYBDyZexzS5DNMjFkGMIFPSskCfdKCKLsuEpAcGOiVFpdjcwILTCbwSZGKw3EKh1ccVbTg2J7PaBa4tRVFvKceILwHyO5JabB9rqgn7fdzXif8r3zlK9foBwhSZIDVtgiYThw3cgIcp+nIwJzUuwdEBON3A7IMe2/13glAyoiFDQIUW7iedlPKBlxHEoiQjkVOcwMkINUH0be+kAb92G3OhR7smz0A31nAi170olV85pQVITPz0dY8jGscNr3k9NPWPuluvelpXsArWhN+8c3+FeTdc+9ZS4RNXyWCVx9ZIxPz1AefK8PUlzoZZQSQT05/1T5/zrf5eoRwEPi7n9gB/GQC/xpHAClHJvCVc4ImzghF/yTwMx5GJS3eBH8L4b703qJoV8QnFlvKN4E9rzkNx+TIHNJ1jsoRgK/0m6NwPPUzCnFA964jjEiAYznp5ryiovdFfhFNqivC2a9/0zd90/LN3/zNyyte8YrV4RFAUQ/YJ1CMr3/jiOqyBiRDj0DleQdrwANISiADnAl8Yv6ETcwdYDk/QLGf+1JnoFaPEPQhwzCmayV9XXtHX+ypr8S9567LoNiJjdjjK7/yK1fSYgefON/whjes5yMvfOEL1wNCGYG25maexnvPueesttJXupoXH+ATfMP1m087ZfWJMg8kwM76oQMCYxt6a2eekUig5nMFms4b+Cm/zD+1m8Avu3U9CQAWkvBRoNyCv+uJsX0Y/GjlaiGAlCcz8jfR2I8xppG6jgRkAcrAPyViEO2L+DGzew6a05KADfyczzVHLDJzXhGbcCoRwf6Tsyk5Xgdr2gMi0Y4AZOBX6se1b/zSWoAXrUVjpKBO9H/zm9+8ftP/1m/91jUL4OiioIiNdLYRO9JSIifbB8A2ljnQxdgIxzi+CviE6JwBwPSrLzYAev24J+alZBv1hL2AXvuIwXM29bxtBVukq+feoSdy1M41gtFHc1HS2zzoC+CvetWr1k+jffZ897vffdhGCBIZsJO2iBLRfc85Zy0P24GZLkigTCBZSWvnC+/eEQBdAL8vLWVbbEYfz7XnO0iDT/EnPscPCz75mvoClusCl7rp26QtAdkSQBJWwk8EsAU/2YfBj1audgIgSGASQZOPBDLOJICtRAKlXUrRPuDH9GUDFk0qyBlIzstBOCunxfgAw3E4BXCL0oAn3QREp9JO3H2icy091cb7iEJU1l7JkRP9ivYIBBBFypwWKEXkf/fv/t3y9re/ffmO7/iO5V3vetf6wx4AELGNwzEDtvEQVlEagOgP/IhFJEsnQKSTMTm6sURUkRUJeIeIgsjKOwQAkEIZknGU7Ga8SJQN1blnOzoSffS+dvpL1HvHM++ZCz3bg7Opefj0J/Kzw5ve9KYV+C972ctW8H/t137tmhGot13SBpE+9Z4XLm/YkYDx9aPfiN+6G+9F59xy+cLzzl1t5IwE0bIBYjYm+yEr840E8i39iPaAnR/mb/wQ2JPAP303v87H+ftBRFDGXJnsIwCyD4cfjXzcCGCr2FSeBH5iok0+QxDGYqQ+/zFWWYDUam4HGL5UDNgB3/UUBGHxYnQLy0kwf4AtyovuwOFQzjXQ9CMdpWjN2TiNd3sfiKSj+uHI6ji1Os6lJMZAKH33l+pyYA7+jne8Y/m+7/u+NdqVCRgPCXBMIOXUiKtoqgREJKAdwjJue1sR1ZjIxjYDAdhqIBmAQmqISTs6e49t9M1eRf4EoBERMCMDbQFGGfhLoelGtKUj0HlXHUC2JvpEDJ6bHx3YrHRfSXfAp7Nr5IAAyNd93det80O033K3Oy+vuuPtVwKwvsY2HkA/65yzlzfe4oy1zrrJwvSN0NnItfU2B++UGSEsfiOACCZIoLS/TIAP8s0kksiH3U8iUEYA/D9MTOAfBP6DSCDZh8srkqudAJrcBP+M/EqgTxiI8bqOWYv6gN0iKIEf0LGx+20GYAGLYhZWZAbIgMsJOABAKIEdODkaYIrSog/hJBzGARsiEM05rBI5AJToog3i0Hdj2QogFuDnzNJbYCeXXnrp8tM//dNr+Za3vGUdFzkUrTk0kAEKQAEOBwU298ajv7KzA+94V9SPcIwb+NnBu4ApGiOXIiCHz27ZLtJhw94jgNs2wL1+0s87dGw71Fj6QwRIhmhbn3QmfR5kV+Ql9ae7DOCSSy45fDZgTayB8hs+4/7LB2936+XbLrzr8lX3uHB51Xm3Xd57i9OXl9zqlis5IUZkoV9k3LttzRAAPSKpthAdKPOron/+p0wQwiSIzgPI9HFEwO9hIVxMwIeZWbfFV7LF38TklZGPCwFMhQimovQEPgn8HYKUDgF6hpkSCWBRRkUAwB7QLQSgd+jnmXp1Fk6dSGNRS2FFU1EAKKXIHEx6z8mA3KGaX9v92I/92PLBD35wTdGRAjD7PCXiiE4ciAMClx/vABVHAkJ92cNyNIAUnTk1gtAO+DnxW9/61uW7vuu7lh/+4R9e/v2///fLT/zET6zgL8WtT1GN85YJcGZgATrbhPb49EJO5icbASLEY0uBABAK/dSLtp2BsItrwC3iAyagRgBKwPAMCQBLBNABGv0igEkC2hHvaGNM66EvZzX61b93kIU2iJOebGdeZWL9HURnAuyEGJyFaGe+z3/YQ5evvt/Fy7Puc9HyoN08RX7jR/7WTl/WzrU6BFX2AvyCBz8C+gIM/wPsSKFMk3iWaAP0bQcENP7Ml4nrCCCMBHgl/CQRwBVF/2QfPo8kHzMB7FMi5ScBzHQHATBAhogZkUEyDVYGUMqFAFoYi9E+P9BXZyE5VxGGc3IuzmDRgYEAt/QSIYgEP/iDP7j+5t7hkwgtbQZ2zuYeoICT40nVgYszIgLEwpmAAsjabnBkzokcpPiA/j3f8z3Le9/73jX6//qv//ryW7/1W+tPfG0Fvu3bvu3wNqBPeCI7EAGQqKtveojyiEu/Ipq2npsLUCA4+1xz9Qxo9UPP7BFBspfoz3bZLzJw7zriYE8l0OpTP8CmHyShTyVgA7h743Xm4pl10icy0Ebf2onUSJM92Y7+tk9s7LOpDECWZG2QgvnL4BAguxDzR8CRVX0hccRvPZFn0d8c86NAXkbJ90R04OZ/kQJxzy8RgXal/ZGA6xng+DyBiYmRCCDQT9mHs61EEvtwepBcLRkAoXSTU2K7pM9/AT3jRAQZKgLAoIw/2VZpEQA+J+J4nM1Cui+qSG0DJRAp7dldEwBCAMAE3N/7vd+7iuhvC8C5OJpf64kcnREAPgdSIgtEwnmNWUqbQ9tn2297rwMuv+k3jmzj137t11YC+NCHPrR893d/9/K2t71t3bOXpor0HVgWSYFIhoAkRLN3vvOdq64O/gCB8ysRjz4QgD68C7SeI0ICzAGyfW/CrkiUXV2XUWlvfoR96UO3+cx7ZQJKz5EQe+hHG2VZh3vgZSsikwm45onQRPuXv/zl61xlArZN1kedtTQvuiAQ1/owxzI05zzIxBkCYkf87MFfAj6/KgsoreeDSlIWGvgjgwgg/3XdOVaZAPCXBYeRrgN8hHBlwZ/sw+eR5GrJAEgEYGJFf+WM/ghggr8y0Bf5GZ5hS+9JBOA6Egh4ohKQW/wisHRSJFWq5xzuXRcVpJmcSHruVB5QARCwgR9JcEDvckaO7H1ppIgEZBy4aMmZXHNuJeDZFhgDuGUAH/jAB1YC+N3f/d3lz//8z5df+qVfWs8CkI9zCIQkdeekSAAoIgEgMgf6mQNdZSIyEzpxdo5PV8DoEyA70Z1dgCLQAqhn2dE93aszN+0iABIhmBsy1S/blx0g3w7ktEtvRJStiv7qkKYywixbcM12bQdkRw4HZWS+osiY2MvvKWQJtluIWknYgB2JPmQA2rGdNUwfWxJi7RAAHwNwwgcLQMCeH0YG6jzjswG+7QCfruT3kUDbgAn+fbIPY/tkH0aPJFeZAPYNnqR0oA/4gT8CIAwS4EmGwpyxLSMTRp4HMsoIwKJxUs7H6fvBiFSyCCDVU8fpgZWDiI615WCIQErJwcoMOIyMoT6QiLalqO716TlnR0ZtRXJuABAlgVi/oo/03/7/537u55Y/+qM/WgngD//wDw//yS/nRkKdUtPR+8Bhnkpj0g/winodNEr9EQEAGJOeQCtdJ3Q1L9fA6R5gtQFo967ZVXQ2B88JgHumBGrAJSIp0gXcDt70HxFoo73rCIediHvPEYl107f3y9Tob706GGQXayUDQAJI07nKD/zAD6zzF92BHGFYx85s2HI9K9htK9jOWHSmV4Rk68O38rXAnR+6V0YO9EcW+Sq/Bf5JAPl3BFBgnNE+mTja4usg2YfTK5JPCAEcCfgBPgF8IuqXcjFwRg9YJKZuzwp4FpGjYHYLjd2LIpGBKAAQnhOpP2fqMLC/ywc4kZrzaF86KhpxSGBUx3n0CWiAQ0eOQ7+yE2Chm3fpZywAdwgo6n/4wx9e/uIv/mL5y7/8yzUbUPf93//9axuOSz9E5V1zQSYIoK0NsACPe3p0qOk95GQrQF8A1UZb/XjGPlL2AKpe3/QFXMAEDBFSVAdo8zdXIPde4jl7IBZjRUz0QzIRjXZsol/r19mD+9aPntrQid1EcTYAWmvW9ss2ra8n/o2EX/iFX1hL2yxEIDuTGcgQ2MR66h8ZWDekab3NS0ZDrBkCKNBYRwAX7YlsQBkhaOs5f40ctJkHgnyd74eFtsRlAJ2dTbkiEpht3e/D6pHkKhHAVokpKdykTHACX4pfep+4ZyDXDMhwsW2gb1+KnUtLu7ZgHIWjKjl0aTrH6VScU3JOTmQPaPERgDRbpHWIZn9pj9gzAPSHOu2p9clBRV796RtR2I8qOXYHaDkOvQOX9lJxzutf97HflwH8zu/8zvJnf/Zny9/93d+tZKDOVsB2BAFweP2bFz0AC0gJoBkXGIFWnXYinwgoC6Az0EaErjk9MCE19vEuoGrDbgCuX8BnW3NQB5jakIBcG/feFaXT05y9A2CeV3qvdUQASgQgHZedKemjrXXTn3mYm7WxVmxojYDcmYozFF9vfMmxjXM2gxj8zkKGQJwbWC+HiW2x9Gt96CRjo4u1sw1Q8kP+CNAFpaK9Z/Peelv/2k8C4P8zAyCl/wE+HE1wB/B9Mp/vw+uR5KMmgO3gUwJ/UgYQAbS/Z4zSo22kbz8FPIzIqTpQ4ujEIhHOyElcc36Owok5CoACLcdTr64oyPEBGTAAhBOIFNJJkcK1OtsB0cK9dyMS5CGyirK2ErYDSEUkznE4dBkKJ+f0AMOR6SbL4MBA7gzAVwCfAmUAf/Inf7L88i//8urIMgRRq3QeMERtIAYuZGeObGHu7MMmHBoBmANCizxkB94XAYviojzQeq6P+nQNFEV3YKx/8zBf9exvfayT/tiJjSNKeuqvftnCO4gb4JXWGfCsoywhUmtuxtMvG0YCUnhfTJylyABsqdjNFgr43csElA5bnbe8//3vP3xoaK2tARtNm9IhYiq1t6YAzXf56oz0ZQLaIYzIgj9PAuicqyygM4C2ADMLCEMT3GReT6l+H2aPJB8VAWwHnZLCTaToPwmglF/ED/STABiS8RidY3AuTsAJOQ9n6uDOQnEGzuiZknAuzwCWg3tXHefJITkTB7XwDuQAX3oomjhYEnGBjpPIDLQHEvtgzqhffSEH7X1OQiicGvDpT8oECIcCIKDh3KKugz0RnpNK+UX93/7t315FGosASmWNgXBEK2PRn17mzA4BRf+uER2QIw5kg6hEZbqL+iIo0HFywKUTANRXGYF6gFDqn7C3NXDdGrEPYW/ttaGjdvWpf/PWr/eQBvB73zvsZ5z6dG8Mc1Q2L7YHWMTs8M/+396fvX7jN35jtaNzAOVP/dRPrYTgrOVnfuZnVgLQ3hcTIhvwGwr2oVvzMjYfROLS+4igSM9XXbc1VecaUajnz2ULytL/SKAMAPjDC5nAr5z4cp+or13X+3B7JLnSBBDQ90lKEJMo8rfHwXR98osEGEWqH/BJB3oiAUciHIEDlbZ3cAMEFqvIw/m0tXjALuJxds6kjrTASs8BCug5i39jjzMAhjac1R5R6ghonAGQAUaKhwxETU7oQA8wjV/U0LZ9rXtzCkR0NidkZD7SUVEM6H/lV35l+fmf//nlZ3/2Z9ffByAAqS1nleoigrIO75tj2wDg1697h5XA77OlzIF4D+kQNhJpERMQAqD3zR2ByhQADZDV09s1EBoDwSrVl6YriTrP2JB+JAJALABtbbVDzp5Ves9crCc76de4SINe5mz9zSuCZhOpPsADO7shVLZEAOqRAzv6vCprkBEgA9fIXp/ma1tHN+RonWWigZ0IVsAe6D1HDO351XU+EPgjgPnVK3zMLCACcF1WMLFFwluyxeI+7B5JPmYCSIkUjAAiAUxHmjxDtNdnLMJYDAr8gMP40zk4JfBLaaWznBlwiMUCTmCzYN7l2ByaIAAOlPMAAeCL/gAuAnMY4HPgJ8XOqaX5nEM/AG8cACelq/bmnEgmYQxkRA9t2gLQLYcu1aWjebVX58Sckh6/+Iu/uP4uwH6WQ0tdv/3bv30lKiRVFgDkgEyADFHpE3hFe+QkmzHXtiuID3iB0TzpQy92VO+wU/++grCviBuxzLHYMgKwTs2P3azZjNreQZb0827vKNXpCymbj+f6BXg20h976ds60ocviPyifod69vzsJ9KzoSyKDZEAMvArS4D3dUU7P7gitlhIRLbEpsiTzxiz/T/Q81lS4Craa4ME+HHBzLOIw7vt/8sAYGEGyAn4SGACf5sZhLt57dk+3F6RXKUtwHbgKZMATG6m/xFA+yhGw56EwQClxbYQHMGCi/4WiEP7Hu+wzmGOyMtpOItIhjxm6i36qgdUjpiD2/dJ+x3ucQaAs/8WhQGMU3I84OS47QfpB+Cuc0hRiJOJLEBHZ2RBD4IMvM+pXJcZIBNjFNGQjb6cB+jPmQAHRgCcVAZgX4ukEAabALr3bYvMTWSXGehLhGQn4OjrBgf3XHuRTjQGfBkA+8xPm9ojWv0DpbkGzjKkCECpH6U5Aa4U2nXPvcOuRJ0ob0x96gsxAbbS2iMQNlPqS/9IQ1/atO+XwdkiIWG/4ETmsicE4DzAloA9Ab8fXiFTdnY2wLYyK0TCx9iAThGAqF8EJ5MAyu4QgXttBTKSX2vf5z9S9E/CCoGd8BO2tuDfJxOX+3B7JLnKh4AGS6mp6CQAUhaQAQhWZESG6lsrUHBECw2wog6n46Qcm8P3/RdQLLq9HAfnzJxGFGpREvfAypE4NifzDuE8HEAkCGwiBTBxuhyZXkAN+IDrWj0y8anur/7qr1an40BS1qmDeQEC3SKlMghzLQuQSTiV5qDSVc6bTp1mIwEn2rYMQG48+2wAAmpkCLScWVRTIk3bGlFdKRuQCRiXPbzP4YHR+2zMVoG2c5NIAHiV6pGjdvpRp71+rN8ELbB7bo08V0e8H9FbYzrSrTk1JiKwBvRyb//v7EXWZY6CAl8Q4WUCgI0M2PAP/uAPlj/90z9dD1aRgq0e8uhrAeLgT/zK+Po2Bv1lcABc5Be4+C6wAzfgEz7Mn9smlNFGAGUPBAH0WXwL+nkd6JMJ9n3X2rjfh9kjyVUmALJVksxJyAAQQGcADMCIjMJQfTsNFKIrAAG/xSYcBAkQwJQRiJiiGhBLnTkthwT0mQUAX8TCyTi4RQY2qTGQWHxRn/MAsZJDA7/3AB5YCafg3PTk3DKQv/mbv1l/vAOcdCsTMadEH6J/pFBGEMCMx/F8z+bAPg3+6I/+6Ap+kQrJICun1jINn7w4PwKaab2MQOSnlwxHtqBdZyYIAHFI7YE6EigKE30GftFa6TmStcUBZnMHZOJ95OMdayTdB262kpkV7YHKenrXGiv1ZwwlQfL0p6/xvON966o//erTM/Ohq7WX0ckIAZt9EICtwO/93u+tP6+WTbmWDQD+b/7mb66ZgvMd5GobaMvDP8zDmNYsELeXl7HyWfWuEUE+zJ/bAqhDDNV7tywgAoCLmf5vtwIkYG/BPq9rW7t9mD2SfEwEsFWC8lvwYzoTNnEGIqVQUixgKU0OYKWAnJRTc0CkUPqYM3F8YMbenIejAFx9ArA6EVgfwAZoHMx7PvWJHrIADkGkilJsY9GHXgBvr+x9jhcBaOeACWidHRiL4yCziCihl4iiBH7g4fT0IvQXnftmjQQcYHFqKasMQEov4skA/ABGBoDQXPucidDMB/DtkaXIwCGtBRY6mjsi4OzAa04irnsEIBtRx+7q6Mbe2rIJgNBdvXttvROQgd0aKon10t57wBsBsK16a60vz53vIGZZml/q6VtbYIpI2V7biMt6sps5WwcE3jmAT6q2dqX62bZzAVkC2zpLkCkhL/oiMmvUGcCUoj8/jgC0c40YtLHeSmQQeQh+CEAghAnYiAS6TmBognrKkfBH1O/D7UFylQ8BKTkHd0954FeW5iQMEAG09wcIoAEyAqicBrgDiDTRgqgTATiX6CylRgCcGZA5jwUEVM5Smm4hOZ5Ipj1nJW0nOBxwSQc5AwBxPuOnTzoYQz1djZMjljKqjwDMrUNAZDAJQVZCP300X2Dj+BzZXlWU57CugZnYqyIBWwWRUjRHQuaPGGQIMgVz6Gex2tgWIAokAzBK8xG5kSxbqDcX0VU2wUaIQzvgZlvrASDm7d4zhMJertmZmI827FK2AKxKz61JRG9diDHpZSuAkGRTCEDbbFeWSAd203+ZDfIzX8TZIaqfVyNo2wNr228DPPdrSwTLxt61tuZAp9bf+gF44/Pb0vxS/hntbWVbb3Xa9NUACXQAOHER6LsvO4CjfaBPqp/gV7cPu0eSK0UA28FJ4Af8ov428pMOAKX+DBL4GcmCAgwwFxkYnvNwFIthkTkbJyQcIlBzKg7Tj3k4gkgXGJXa6YOjAxnn4micXtpnC2EbIEIADWcQWTkk8Z7IyPmNy/FkFvovw3Bd1Adu2Yd71+omKbj3HAF415yBgfMBKVIS4RGTVF56ap/qzAOw1dEXESALbYG/f1nY3tjhJofXLtu0x0WChC2MCWSuS/GBUT0xf8QAEN5hb7ZMEKP3PUMe1q4vBtpaP/ZvLQnwItbWlW2tB/JTRhTInk94F+GzYWId9EOMSz/2QpK2YkhTJiD1RwCivS1Af2kpy1Nne2Wr5HcSCM9a8zE+Qj9rVoQnnezzYyUCAPTW1HP32vJx7WrL/wk8tA3oOpwoA39ZwBZ3JOwF+kri+T4MHyQHEsB20GQOHvgjAOCPxbbg7/CEgbBkACAIAFiLLkBm4TmBOo5jcTglB+MkFszic0AOALTEwgVKjqMv71lU+2WOhiScIQC7PTIicA4AZBwCcIDKXhkAjKFPDqFfukcCgT+wcwTzk4W4noRQO++LZPQzPw5PzMnWxNmGCM+p6Zde9EUIRJ2Srj1TygIQgPmYA+CbhxRX3+bDluYE4NJnUZRt2JOtRXCl5+xV9oAcIkN2Zld1bIsE9Nv5jWt9FKm1FdVdW1vg1793jRHx0guxZBMkwDfYC4GyIRLgG8ZCXrIgP+Qy5+yGHB3uBn7nNL/6q7+6/q5CBuCMRfT3IyDBgO3pRx9z1L/1RADWc6b6gljnAOpbX+2Ie/WAr13nAAQWOgsg/S6gLQICgKMIIGDP63k/SwKj+/B8kBwxA9gH/q008Iz+sdkkAZNniIzHYFJgYpFLtxP3QGbxSxexM6fgYJzEQhEObBE91957nAQ49Y1UODcnlw5zelGRo4iQ0mSA4kC2A7IBkZUTS5NlFhzQwgbsAG0coK7kNBGBe23cuzZX7Rwo0lH0L+IRYKKn1Nu+no7+ZgBw7eXpZw/LsUX4orzoT1/XtgAiYOcE5qY/JOAeKbBXzu4aGSKPojwBcnYzf6ShDyDxDtBpA9Te0Yd2nsskrIN5WKcIHLC9a9zWQtpd1mP/Tmdro2/r5j3rizCAne3YEoGWLXrOTuZujkjFWYctlC86QG874Cyg31W4lyEYz29B6G+ts5P5yjIEK0BuKxARFOmV7gm98ofWXL12nQOQeSbgYBABKIntAQyVTZMATsLgFothkOzD8ZHkoyKAgwaeGQACaB8TCZhkWUD7JgYCBMCywJwG6wI+wIu4AUWktCAWnFMSBMCROB0HAhJ1QA+k2FqpL07CMRMOE/BFHWkzET2liJyAc3OyovwE9Lye9+ZEuldy1nndvblxahER2Di9+ZgbfellTsAJJIDrh0DSWp+2fM7qT4Y5OwKzhQEEWwFzFA0RB0DIkvQj8omOnFxU5/y2QcDQVgAYABUhsalSW/14z7YLoOenO0QAfIhAdLcu+in7Mo4yQcTmJ/22DuZSBAfEsgB9OWdwKMkPgJH9WhftPAdk+mhvLH0hSHt+wPd5VQn4yMY41lxpTuauFEj0h3yA2bqV0ZFSfFI2S/IFJF+2GGEEehgA/M7DivqVEUBZdfiCtYNwWJvEs31YPkg+qi1Ag86BUzbGag8zyaAswETtiWQAFpKxgAwBiPqitzqlxW6R1YkkFptjciwO1t6RI4mUSMSitdd2XebAQTmje1sAab+0WBotzUYiQAZ4HM+4AVc/Ft99TuE5PVt4wFZ6ptSOuPausszEfBLzNK+IwNiIwfxEQ3Ojp8huPyuF9Zt2ZCDVlzo7G5iHhEDfu+YDcNnLp0b9cXZ2AF5tAIx92AqII9cJWjZEJAEe0EgHd/MdJdGXcYzhPc+8g2Tbe7sHRqAltkD01B8yRCyICQGxpbWNTPkOMgJaJMpP+Ie5E0SI3GQ4iFLWB+RskV5sZT76QQQyPqSnL4FHkLJW1tyY1tBaus7XgF299kRbdTJeAvACYASADPphXJ8IEQC87COBg3A4sVi7fXg+SC5HAHOQ7T0xWGUDB3aRfiofAZQJmKyJywAQAOMwYCAo0ncegEUZnjEtsnSSM3AYCyhKWDSOnBN75l39Apw+AEtU4IjAJbXk6CIXsEj5RQFOrC8OHvnogwR8uspQcojKgC2q1951eiAF4l6/3muO5kZHunFyTk8/jmh/WtruBNvvAXwWdCjIoR0IAouo77nohiBsCTi6vbE5mbu+ga9I5zrgti+PLOkQyZY91AebIwt9EMATzb1DAEdb7wGZ9taHvfu0CHBARuigRABIHDEjZWujb2tu7bM9e+Y3fKMtHl1csyMiBV7vygzooI15qiNIVh2/MY73+RXSQAz6Ma42+mMf/Vu/MlfjW/dO/+kmoHneFqGzggQJlPIH/IigrTPsFFADNkyFv+7ns649n5i+IjlMABPg+0TngT4xMIBvFVc/swCC3UxUKuSElMFKmYuQLSpwMCIBEovFuUQCjmSxcmROygGlkRbQggEbELvuEMr7+int9sw2gDOKEpwVqeiDDpzN+AHaQtNLv3Sy0IE4UJOI4067OT3z7LOWrzzzjOU5Z5253Gv3vmfIwjvG0Ifob2wCNJzV3JR0MV8lHREBcAO/KN75ABLwCQxBSG8BSLST1QAjhzd/xLLNopRAz+ERgPaTHETp/pqQTuq9gxTUsyEAa4toEYBxzMc71ohdm4d7OncW413ZgPm4J37MI6MBTroBHtBnaz7DxoKFOmA3NpBab/XqzBO42ZndrZdr669PGYPx6EZ/+smeZCRsxhZshAD0y3b6pgNfNTZdAJ0+7vmJrKDzAQGP8HniWiAsKAZ8AiPhJQIIUwfhb0ptJsCvSC5HAElEMMsGpdC8NpGpcIr0vDayA4zXOQBjMFA/oHBvX9XiMiRAtVAtkAXjhKIJB1HHiTA9R7LAyMUCWWhODewWk+N6rl/gdj7AYfXJYdvXag8QkwQ4YDrpw7sRAOEYQM3RXnrWzZe3n3bq8uxbnb08ZDefp936Vsu33+qs5Rt39RfsnEd786EbUgNs4xa51NMVkNRpW6Q13+YMYJxVpAcaZwB9/5dC2x4BnHkBA6cGKHNWp1/gLP0HIuMahy2BuyzEPaAYDxHQB+n2i0R11ont9NP6qGf71q4tm7MNfSIppIa49IXMIjnX9EG67F9AsA5IXoS2Fmxvvay3cyTrQvgAsJaBec9aWieBgG1lf74g0MdcERFyQ8LAr7Qm2iJoWZBx9KGvtoaROx2NxQfLAJR8m4/zf2CHBwL0gT8iCC9wNQngygi8ToBfkVwv0Lvpmugs4E8CCOAUS0Gl+kgg8cxETKjJYT1EEDMSn0vmL6mIxbKwWJ3TTuEUAMuBAJ9DAYO2AGoBlBZKe84oWnFehGLxLZoF5EBOozmqPjhA0c77nEg7fSotNL3U52Scsoj+rTugP/M2hz5X5bTe0eazz7vd8p1nnb6+p22OBUx0E6U5u744MpKhL3CaKyfVDnDNn6PSEwDtcx0E+kGTAzVgKrUFcoCPBImxkI53XZtr2RF7IRgZBoACCKAgmiK5a8Rg+9FhKl30hWDMC3joSQ9l5KF/dc4upPzSf19eEJexzEUGo6QjO1jPIi/bEnZkL0TNXkX/gK79XIfOnTy3HkiR7s5TmmvbHePSVdRHLmzO/nRHdNZFX/wockk/YxkznxHU+DRf5/sFTfgI+OoSz2abGeETmNzWF7C3ID+SrBnABH4yQU8AeoI84Hc/xbOutSGT7aQ9tgLYsB8HkbICbGnBLaaFLbKWxnFSTsyxLYr9rqjJURhfGwssEiEAUVZU46TApB8LY4EA0XMEwRlFUATgPf3ozwK2mCSmt+DpRD7v/POWV55z9tpnQOYQxDV53nnnLi++9dmHnYUjIYL215wNkfUJzT2dPeOUHBBoAyJQqQdwoAckoATQgA98ohkRgdUBKhsCqffN13hIQL1+kQ7bOmhUAot+ka4vB8AqUrObLAZI2LK+rJM1MC5d9GmeAEQnZAv03qUzAtOnA89+5GSO+mI7QA9gJNuWjbUubS+BUx1fIO7LEJTsYN3Ni13YNMJyTWdkxrfYXaBgL++ZA8LJl4xrDPrwW/f5CnIQ4Pi8AAgHYQQu5v7fs4JmJDBxBouBXhnow6n7LciPJB9BAHWonOzSNSW2RDDLeb0Ff6UJA3+/pmIc4CcdpjCcRQcAYFIHhJjVAnIKTM0h7Y9zEsAKbIDECYHHQpYmemahjOE9AONo0mj9cTRjAnJRhPMYm7Tg+rDo+tPXt59+2nL33XscgI7G4mj64SzGkSK/5xanH3aWthScDFg4mPdEUPfmIApJPwEIOEV1erYNIJwVYF2LZJMAiryIo4gPlOwHrIRunNqYCEHf+gF+ABXtXYvWfTYEfqVUHUHozzbDHM1Xf0S98eiGAMzNvXf8UAfoywSQi/UUkWUd1sW6sTG7sDO7EWtkHYh1yj+Ukbb6ojObmzud8gtjGIsugolrc0UKMkt2yPYIzvqU7egnH9F3uuUbxhf5ZbbAL/oH9IkLeCBb8Lsm4QiuSPgLm1NgdwvyI8nhLcCUor9BDBb4G3iCnUygdz3FZEzcBJU+gYj8UjKAZySRX2nhiEUTHS0UB2XQFtXCczCOJbJzGJFHJGgRtOGIHJuzcTrvAJASMIFfGqifoqjxihCIwLXFzdk4GN2MY/HpqDTm23fA5qgIQJ0xRRIlAuLM5vLOW958ba9vBADkHBN4pKB0ogeRCXA0jlfEJ9rpW7RiAwLwyKF2RSzRDTl4xxzLnlzTBygJHbQHVO+IyqIxgEYEQC91J6K0ryhAQw821A8yMydkAjTmrt+2I5EBItGfgzdAjMDMS5/GU3qfDaylNWF762GNlNbDurAlu1ovvoS0u1daFzrSiZ7sgcDMTQn4QI88fVJ1mEovZyFtIQk98ynrrH9rSTc+6J6vyGQFN8Gu3wDIAAI2PJQRTHJwr+xZhLDFFexN8JN9ID+SfAQBAH8EQCbQ9wky2Cq2rTMxEzYJTAj8vosyDhIQUYEbGRAHKxYZ81v4Ulh1ATDgWFCRCktry/gY2WIEamzN6QEKKVg4UVV7bfRdSqw9h9M3olDqU3/AnpNZcPr1nF7vvtUtVgLIOQFBWiuacGrAlGJrp4+ck9PoX3+d0tOBXkq6cdZ5GCcKcVQOC+j61h6gERrAqfecOICTxupbf9qaL1CpC/jsWPQHfECXqhMg8WMp4PAbBCf1vtvTxfhIgJ76Nw+6VxonQS71D+AEidOXXsS958ald32YHxuzv/UoO2BH9z1rG8BXrIW1b3tjrsgfIdEDyM0H4M3RJ0h/GeqvBWWF5uuAEAl4x/z4lD6tfxkIMkB6Sr6KAET/CCBAwwNBCEV+zwK/Z+o9Dzvb4FoQnuAXoGF4H9APkssRwAR+sgV8WUCSIoHeJLqO5UxmTrpDP+C3QKX8naiqA4giCKfkBAATq1tkhgZobSwIx/EOp/AcEDiO9wFH9JEpaG8hEYC2HAsRAIqIhnDUczYOw7EstAXXL0EEdKYL8JvDe88+83AGUIYhqnMeUcSYIvr37DKAHNU8tdc3xwQgQKIzYAEjAQTREjDMBYiAThupq/4BmL7e7SSf03b6rn82ieg4MluopxuiAghpuJTYabyvCUAvSgMHoPgz4/nTadfIybjpHukagw2U1oKYj+hO9Ovswvxmum0t9G98a8ZuiNsaWp95RsIHlO4RjnWzZnwFMBFx8zRvRMBP2A34CT3MwV8O+ivB//Af/sP6k2F/WuzXoXRkUz7GX4xjDfWN8K1//mhshFRm24+ARPkieuAHfAIrgd19JKBt4N8GVhIOy9JheB/QD5K9h4AzC5iAnwNOqU1KUTjwExM3YSIDQAAMg6EtkrSewQDfgmFU4AgUpZWzDdEG0IDTgtjfBhgOx0kslvc5poXmdBwcePSd83My73F2ZFBE5ij0cJ2TWXDjA78yAnjWLW+xPP/ss1a92gZwNgDgtEDxtDtfsLz61mevTqIvJaehL6DaCwOa1LsTdjq7phuwicocUgYgG5DCIgDg5aSIoAzBnERY8/WMHsAQERg3G3gH8PQNfP6yTpQHCn84U0k/+iACkdJBnnMAY5TC6w9YjGX+gI/EERwyEt3b6yM2fTgDQJb0tlbIxdy8Yx4yBDqyibEA3foaw7UxjGuexrJ2/MO6ec7ObI746cleor05masDVGU/qPJvMfrhFZvTyzvmZBx9ytz0zx/4gqBgPa2/4CALca7V1662AUV3JXyEF2CfWQCJAOBrSwDukwI2/G5BfiRZMwAXkwCmxCxkKtF1z6ufwDdB4I8AgL/U36m/MiIAoA5tGJRxgQd4WziAVo8EgI7BsTCgWWDODQg+IXEc0cJiWzBOyeFENlGGA4mOHJDDcS4RgGMChjH1K+pwYAvO2eiEiCKBshcOQK+3nXbK8ojb3PpwdEce9NbnUz7zgcv7d1nCAy+LXuamb47qWnTiaByfIwIZcNhr+5GPlNTv2f3LRX7TD5wiF53NmwAKAgMUgMrRzdcclewE+HRiG1sAoEGS2iMh4zug81t6APG7er+nRwJ9vqObP6mVFbhmR2DVPz30J5ojPjrpG0ABVhvX1oj+wNeWAvitlTMCa8Tu+iDI29jmZCxE1jaDHQG0LQYyY1drxt4ROJubs37ZCPmYI79hc7qwb/M1N/2ZD7vxKUAniD6yF4j4Iz+QzfJnWwB+jgBkAYF+C/RIgUzgaxPYYa5AG2m4h8FweJUyALIP/GS7LUiBqVBiEqUzTbCJmTwp+pP53Z/YMzEewwKOhQNE15gWkDwnAAeIgKa0AJ5zMiC3+BbZ+8iBI3IMjsfxLaZIJ8XkcDIAbfy8FuOX4ilbWGTgGvDdG9s16eT3jjvd3njm6cvbz7vt8pg73mF5wM7pHn/Rpy+XXHCH5b23u/XyoPsc+kkpIuNInJDTAiedOR+gi0BA6AcyQOjzpJ8A+84vNfUXgdqJwtJnURGBASEiMU9gBxI2kR0BIWAGRONyaCBRR2wbANJ+GChESMBw3b+YJBPRTibgHikBCjuyPZDKCOikT+RLZDj0AFo6yuqAFlmZW3NEAtYGCdARaIm1dK8f8zA/+gN2kV4ba2nctknGQRDaGo/N2d56IxO6WndjChxSfqk/0jVvhMeuxuZL/BK58wWBgNBPvWvgF/37IRCfd+6FBIA7ALuGkVJ+ARJW3MNP7WbQLdtWl0wCgNkJ8CuSK0UAygjAQAaleIqkZNeUJzEbmdE/VpQeYckO/wAJmBmTUzJ2kRdruy/qaod5ARHwGJ4TADfntvBAXpQt2uUIHERqjdlFGe05FhBxYuShP44C6MR7SMaYHKCMxD1noAed6PYwqf5tbrW845yzlm8+79zlqRcd+jfw9Em0NzfREJiAQKT3Bz/946Qc0b0oC2AE4BACQRbA2f6VI5uz9Nf8zMe8kIGsR7Q1V2NVjxTYK1DJiEq9nQGIwqXJ/pktWYG0GHAACDCQFPAiTkDyDgFgfbKxMZGALMVaWFPraW3o/eNf+eLltx/7qOUPn/i45fef9PjlvV/xopVIkH8Bgb1dAzmdZQTWxDMBgAChNWdrfqQN0FtPa6mO3Y3rWZkCOyJca4+ErAFbR4Lsoj2dHQ53QMzv+Aad9C0b5NNEZsvHBTcZLyIA7iK/EuDbGszoD/BJ2HIdAVQfKQT+j3sGkOi4bMDglAz4yhTqWcAvAzBJBNB+iEQIIr8DQVHU4mBwzso5OQuQcGiLbuEYvgUHJgAk7i1QBNChTX1wAn0CCMflYAAjDeTsnF6E0p5jWVQLrd+c0HgWmrj2nIMV1ZXal5VwSM7OIXNCEbBrEbrIKfKJOoANTHQSbW0L6OVcQLrdHrx0WaQlgCTq0d/c1SnNWT0xX2AHxqKke6X2/i0BdgFcIAcOROkkXMYBFIAi6/BM38raqac3m7IxcvPMeOZqXZw5sK+1/NyHPHj56Qtuv/zEFz9/ed+ll65p90/90AeW337RC5cP3fvC5YGX2bNMD8lGuGWI1pwt9SfaIwA298w1f9KGeK4/49OFmCvSswVhW3PtH2M1FzZmfz7kfUTEF+jR1yg298wYfMCztgD9ERApuhf54UB2IEDaKnsWtmApsIev7pVkkkD4hNcJ8vC9rSN7DwEPkgaYQE+5pAwgljMpkzN5ZWlOKVEMiS0tMuO2lxOhgFXJWbG1k1vOpN4ix/4isvcthndL+Tk3R7TQgUA04uwWVr3UT7+Ig0OLlhGHBdUnoBtvgt14xhcZjK8NAkMMSqIPAvAcVN90MK564wFzIhIBjC2BOXhHP8bhgEAJXJwW2BAHgiDsop6enN44dMt+xiwa6182UArsPU7uGZ20LWLbJvXZT2qMJLwDLGzmPUDXt/fYWx2yUZqPesBH7GzAro992EOXn9hti577lEP/AAqCQ3j+rQNbnEte+YrlfWefudxzByb2jQhEXeASbWVc1gegrRk7m7dxjcF2bGBM82JD2w8Rne6IQzukx67elYn5h1eQgjo2YcOCSARgXPogGuDnG+boGX1lqra6Al3BsHTfNSzICnoeAcBXwA5rW4kAAD8pSMPqFuj76siVJoA6RwAGDuSRgDLwmyAprdmKiZs0UlD2M2B7pw5ULBxjW6xSTQCxMFI0+1QLyNmxrehgQYgFUS/6IYDST6Dn6IRjS1GLhgil1Fnf2nIc0Vr01id9OBEdbUU4IDLwXGlseotMHMK7dNRX+1KglWkYX1/AIapyemKPDwgAyqllGvWNdDg25wUYoHetD2BDKEo2oy9n5LRFYdJ77AmwnrkvXXePGNiEbUT1DueI6GgdzEk9QNOJjQM3sLCdetfWDwF0rbQVe9dd7rS88plPX21BB6Qi3badkG2s5wC7rdPXnn/ualM2AH5ZAAKQNZ5//qFfhnrGxtbcXKyhsZAC3ZAVstN/h37qtUX+rq2VLEXbS3fZiLkjBHPSF/taU2ucIHskYo34HLtaA/f8ue0uHwfwCEDwc0YgEMqOPVMPU1uww9XMsiMHWNwnYXYL9n1yOQKY1/sEAcQ8KZKCFI/lYjcAB3gTnPscRtDG5MsEGMhWIGBZVNGP0S2MhZIaW7wIgJNi3SIDgGBeC8MhLIg2HYRxDo7IsTmbRVenf46iDcdVz/kspIV3EAhUOTFwc0TjcmQRpLOFzi60l2FwbH16Rmd7dw4GfH0D52jAxSmB370tAD2QEmcyP+MhDfp7H/iBlpPStbHZjO2MSX9gBX66uJY1iLTAABQAqE5fIiExV/X0oxu92iYhEQI4dAEQ5BhAzD3yiyCItaCPObDJj9/1Tusc6e8ZcnTOUTZEH7Z/37m3XgmtrRcCRgIibASAIJCdftmCv9CVjZUO8tiU//ii4VMf/Y1Bh3RX8olO/623ubGlkh58C/ATNi84lG2qo5/stgNBfl4WPOsEwcgBlkRzGAtbEYG6npEAP68jgLAc0A+SIxLA9h4BlG6koIhfNgDUgXyC34S3LGey6kye9HXAgormojqgAYAF4qgIgBNbVI5kcSwM0AOkdyyIRcLKFoVTWBjOaLEBh3MgAI7O8SYBiJr65kjeU6cPYwJcaSDi8R5A0UP7wKjPHAsY6OgecXEsc6EDoHNOeiAH/6gHJ0UQ6umqr75EiHDsYUzAQzCcncMZl76yESko8ouIEKB2gKo/79PDr9z6TQHAIQSHeHSR8nfGECDp1NhKpKKUrdCNGA8ZIiNgYhc2NX4HkOZF35+8z70OEw0bOPT0T3kbW1vz0ed7zrvNOicE2JmM9Ub49uD8xXpray2sGTvpm431p39rwH8QTV9/Imi6spe1sgVwzkFXftH5DR3KUOmBjLzjfXY1J2Pwn0kAMhUZLv/uQBDwZQdIQB2MwEVgnhhTTtzNa0F4gj8CCK/KwL5PLvc7gMqDpAGmchFAqY0S0GO6In/gRxLbdsgigzgLYGBRD5AtKMflQBmXwdVZaAuG/YG/6O/egmorAlkcbM9ZAZ8DOKWWznIQDmwcUtQyHgcxDkf3DBDdcyyOI1JwEs/oph6wRQ5gFyWRGDAa3+m5Qy46kPa8HA4g2/v22Q/hmKN+OTSd6GseHJpedKU/XQDdvOnJYe1VAVFkYzPOrA0AAjMQ0BEA3ctA6GNs2xKHYIDvXILNiPYRGPsU8YDVWNbM+PRCltbH/IGT7bT3LpL74bvfeb2mD9LpX/E1R31aC32+53bnrAAHwM5ZrHcp+AwWxvRO5C/zYHtztE5ASqwbOyJA9UiKrZ1v+KxpDfkNe9Jf/4HfeAgZAXhuXgJE2RS/o6tMVqQH8D57K2W9fRr0TDsYgKMtwCOAKTA472u/JYBkAn4rV/hDoKT9/5YAsNaM6gAO9EV+wEYAkcEkBCL6qysLYBDbAGBmYMaPnTmRewtsrwpEQGGxSxE5hMXyDoefJMDRHOqU0nJ2DqA+AAOVCMfRgYxTeQaMopLn7jmyvjiRMbyjXxFcJJVSqwMAwkk4OZAhh76pE5/RpKTqfPZDBBwRMdDPe6WlsiDjAw7H5bT0dx05mrtIzFbGVsfhPdeO7gBo/tJ6wKavQy+6ISqfwfzz2QhL3dwCaI8ACZAaw9qwN8cvA5Al2YpYH3Y0PhtbC+P9/L3uvtqKbdlNam7eiAlw9fvYXV8/sMsAkDrA61/JPwJk5z+RjrkT/kAH89cXH1GymfEjWHp5jz9dutv7WxP2sbbshUARkPEQkH4S4xjXWhNrg5D5oWBmW9tnbr7tPAAJKEV/9YgBBqT7gTqctd/fSs8n8Lsv8idb0E+50gTQAEoKAD+hdBlAUR3AA30kAOBK0uFfhyMM4ZohGEnqxNgWmhNn7PZoQC9KcU6LyPEsNinqqWuxle4tEOBgawCX+kp59WHhyjIqkQzgAD0QFq05q/EBgwMjCk6tT6QAFDMVDpjGASQR5j//5/+8/Mf/+B/Xa/1Jx/2Lvz//8z+/koEUFBD9HsD3d3NFHnQXwQBRNKebeRjDuOZJRDQl5wQm8y57oasI1z4XoPVnLv5xDD808i8P/9mf/dkakWUCfnDU9gB4kI5569vcANxY0mVgBbwAaM2Mi3jYtYj78ovvs7z7UQ9fAY98RH4/QKIP3RHHW25/u+XJl53vAFXZHv/orEhpLDa31p3LyCK1n4SAMPTLBtaWTbTxHt2sX1miiK4dcuCHdEA0+jYGe5s3H7MmbKGOnxoLAfBtAvT9cRAfV+feT+E9E0ThKMBPrCWTDAL7BH/XE7dhe4J+yhX+DgCbHBT9JwmU3hfdywCAvetAHwMq7Y0YglGUDncYmWBdTsXRGZpwJI7IIQEESzO4RS31tZiAx/GUSKG01PsWWkRVcnwAEs2ASX/qpLccgVNyChEBKIHh0l2U8AcjorWIbCvhfc5kbOkwnTm6OhFB3wjAftQ3ZqAGMOLE2/7X/8gS4PWJBPwc1S8CkYRtgQhsHM4GiPpnk9LOIh0buAYizksH2Ys5c9L0QQqc3DzNAQnRw3i///u/v/z5n//5+n/VpavDM+Nri4SQqf70z8YAwsYiJHEdEbAHUo2MkTmiAKIfuPc9lzc/7rGr3Ynthn7p/033usfymvPPXYEPUHxC3wiAuAZKItMoUFhvz2QGnQ2p8746Psa3gDVCTE/zUs82BGkhD/NBKMS7dOdf5qM9MUeC3MxPJosE+Hkk4OsFXxf5XfN5mOmwb4I9kE+8aVf9FvjJ3PuH43C+lcMEQGqcTOBPScEUwlwIYJIAsJOygK6VjNGnv4DPUMRiMTCHYniOK7JyniIedhaJgUJE9axF6CCIWCDkYLE4qnuA8cw7Fp7TcWiAEtVFIJHRNVCIkCKUUooK9MDvn+YGVv+jSaDxSczit8d2bSzjIhpzQCL6Fs0BW19/8Rd/sUZbdf731cCHZPRLEIFMw16cMwKvyMUG5gEoxkQAHI9Dshuy88z86aBtUQ/AXCMDJZvaarQ9QTz93Jgu/iimcwl2AhLr4n02DdAio2tbMHoAjTVha7ogCik8ICrpaU6X3O/i5Rfuebfl/Y//7OU9z3rG8h33v3j5oXNvtXzNPe629lUm6B0RXPqv5CeeEX1pQ6y397SRHQA84PeFSekemOnPdsgKibAFGyNVupkjG5pbgUnf+SjS8L52rT9dtEE+slmHgDPqC34IgP8Lllvwh6/tdZibxFA58bndApCJ8ykH/g5gG/nnYIQiWxKICCIBgG9/X+pPgJ8RGKD9EUMRi2PhMLjF4bgWwsIwMMYGJoDksE7OAbQ03GJwOGDgCO69D5T6s8iBgRO3JQicvsMXeaXD9oNAUeS3XxehgQMJOLX2p6MAwnGMDXCir8hrTM5hHIQyMwtR1b5fH6XetgD9HoA+MgZbD2m3fsyLLfRhTvrt273MgA7acEIExCG9B/RshPDUacOeCIGIvPbf5uG3FgiJfkBvzt3brsgavBPxyjgQQKAHjrYfbK2NCKve88jCM8S2ni34yfGzdlu7pz9tecVuzT5rZzfr5z3ARyyADrTt/9VZT31FesZFNAGUHwEiv5p/Q6JOH0SGwecEnwjbwSFbAjgw08G4xnet/9bZ/PgZYVfP6Wp7wqfnWQAScPhXQHR2FgG4DlOVBO7cF/0n2Ccmw+gWy1vQT1nPALYyGWQO1GBTuSQC6NpkCCJAAoHfxPvkR8oA/AzYokyGtzAMybE4MdC2jy8LsA0QgTmqZxZMtOnA0CJxVA7L+S0QR9EXgGgLCMAkBQZqh1+A6K/ufud3fmeNygDpfzOFBIyHJAgi8P+bBxJjpi9AGi+9pe5Az6mMp0RkQO7/VGucMgAEYD5Ab3uC7JAUx0SAQGP+sg4Ziy2KbREi0EbfAB8RclLPEKUI7l06AKBIpy39kIBx9Wk+tlnu25Igws4M2nYgOIBjR/2xAUCWaQGH54A8t2LWxfwRuMwKoUUo1tF66dMaAnokAIztxY1lHH0aiyAjbbUr7bd9AEYCwEq+JjIT+3Dgl5LzQzZjD/ogFu9YV+94V3/G8AwB0ZmwM0EOiEfbfq+ABBpP4IOJsmY4gRlnaK6rI/AE+CTchUO4DI/hk6gPv/tAP2UvAdTBdgvQwCTgp9wEfURgIhFAP/ohMgDgx4jtjxiJwWJq33fdt38LyO3hMXRRy96cw3IoTlkqmuOIJJypLwcyAg4GqPoVUUVmEU4UJtJvh3J/+qd/uv6PJT/84Q+v+2GZAEA4JUcAMgTt1HEcziGddN1+GUCNgWQAp8zDoZstDN31Za/db9Dp4lMlAtAHEokA+yaPPADStfMFbZXmJ9obwzy9h4zYDzmoAxxOC4wRi3dEd3qxLbuyr7n5woFwPUM25ibjYEMg0DcAAnvZgHnSF1CtBbt0LtA7dLRu7ftlJ3Sll77cWz+gIt4Haj6hD4AzF/Y1PlAiBOtuLZCF9yYJqJMFCD58kQA/f1TyLWtmbHqXvSAC/ihrQDD5GD35Eb9DiPSlpzFtOfTZX7EiG/7edjiRNYehiSXgnnhzv8VkoE8K4PsAv5UDM4BkdjwJAOhTikQCgZ/EcJjNJDO2k1BRv5QfCbjPSAQTK2UC2LeUUVptsTmJtB0AOD4n4vgcXNTwjkXgCBzFewFAP4BosfQLCBzaSXT/80j/M0l78//0n/7T8nd/93fL//yf/3O974Qe8GULzgNK3e2jOSTnQAD0AhyRH7gQAL1FF20BCahEWiAT/fUlBZf2e+49QBKxgQlR6VM/nrkWsd0DMkCp74uFiM9G5sehOWrEB5iuRU2AMwZb0JNtkZC5itKiPqKRdSABcyLaA52+2RL42Z+dAclaGQMoPG8ttfMe0LNVmZuMCbF4T98InZ7sah29r1TnfeuKPAoKyM47QKmttQBeWWU/GgJgvsXnRGPb0TJREVrfSNKYyCRS9773+Kw+ykT0T3/6mBdBFnwX+PuXrvo3Avi7LTEsCI7wMTEUtlxHAMT1lgDCpXLiFY73AX4rH0EAs5MtEcQ2KZu4x1bKJDLo02BnAdL/PoUwCqNjXqU0CSlEDEqMm5E5URFbpOPsnJXDBG5gcWhj8b2Xw1kgwOC0QFSmoC3HUyeidrpPkID9+V//9V8v//W//tf1xN4fw9gHA57oKFOQwssQvKs+YPYXZoiAzsQ4gA2UogwwEdsK7/sioF8R2HuIakte5l5fdI4AsglyUUeck9DDmMAB6By1aAn8wAKkEax+ZB/25rINc0EAthDmg1gil0jDu9aIIFb2RQrAzc76N47xIgTP2w4BsT7MUzYiWwNo+tBTn62rPjy3btYfWL2vL3Ywf9eAa2zt6MUfgJhvCTD8roDU/pxfagf4dDQun3ONRPgkkrAdkIUQQDcO4hBwvM9vtZmZBQLg5wjHuPAAG4JkwA83rgP+DLyBfcoWp+QqEwCZHbufHVMikKfwBD5pEq5NTnoj5XEGgPmwLhaMFRmF4Ulsef5lPwmWsjEwJsf80j2ObNFjeovDOdxzAA5jwTtDEJHUIQdOa2/NsSwslueAHIrTOweQgjsMc0AnvZeaK0VoZw4AJXUHUhmBrcFf/dVfrVsFpAHE6qX2yEL0FaEI4IqkIiwAuyb6dZ5gCyAb0D+yAmjv0dEc6Gz+CARxIAAlgJobnYgMAPiRUVsewGq/7x442Q5AgFiZjsiHPeimb6AiDiWNJ2tBAggK2ADXGkiJgQGASpOBRNle3TyMCzB0AmJ6if7paY7qZD3WDVl4NwKxhsZVR1wjNzZDWLZN2vIDa6xv4wGmfTn/aj8uKCkRASnC01/g0Lfx+ZGUHqC9ry97fUQj4tsqEHOVHSCZAprron9j2R4LkGGlYBquJugDvvuwSKrf4tT9PsBv5UAC0PG2LokEpsKVKU9MrjMABID1+v6PbRkS6EV+wHdPMpiFwLociPNYUI4KDBzEolpciyztQgaATTijBeOMRTgO1Qm290n7ZcTB0UW8QCX9lY5L9x2GIQfRGVhFQkSAFGwT/vVf/3X5p3/6pzVLkBX4igCADrj0ycmBizMBvuhqDJGZM4vWDhp9WtR/oKYbQCI3AhwiMT3oYxxkhTQq6aVPczNH7wFJcwRq4EZ6gNhWib04vLbeQ1wAxWbIBZklbIOEkIk5mZvMQX/Wy5oAg2hYCq3e+lkzYGUTOsrgOixFeADfGuk3gkIcSMu9Z7Z91atDFvpEXnTXB1/xjjlpy086ayrL5Jf5JmACKl2Bu/MFNjBPGUR+613A56OClXmyIfG+Om2QRWN5zzhkpv+l910H/MqwN68DvHKCn8DsPsBv5TAB6KBydlLdrKcERVN2gj8CUGdbMD8Jiv4MXLRv/4UQGJXhI4P2amUAHEn0s8icBAikiJhZmsbonE8b0Yi4RhoIgJNwiA6cLGaAAEhOCDSih+imlKIDE0ACqntRD/gBz3nBb/zGb6zRHwn87d/+7foLP9sB384jEO+URgM0AIqkgIRYjGG/3T+40SdAoAOqwE9vc6CvCK+tLYof7chQLr300pUU6OddUZDzllbrCzDU04ce7Mc+ohYHZmdgBRq2BiB2RgQA3/bC+/SwFvpuHARiHRAK8tUn0b86UVg7BMguZTnsX9ZBP+RkjSIGegCxtW6dzUWbCEK/9KAXItCeFL1lkEiJPh0ydyjHB/NJPpgtjKO/thUA77mslb/KCGQCwM1nZQ308776zrTybWNFNnAhQ5446hqGIgLiGu4mAUwJn2EVbvcBfiuXywAmyMk+8HedMmUDcwJIoH1N6X+HgAgggysZQh2DWgyRH/BL35X2UoRjWhDOwHEA0sIAFQcoMsgAXIs0Hc5waAsoZeUc2nFwzK4vDsfZOCMi8MlLBLcdKJ33Hb+DR+MCgYgLsM4MbAX8eg4YpfNO9n0/FyVzciUnlxUAcZkAstDeJ8C+LhgfkEVJ73F45EQczPUbAgeQPlE6Q6Cv7ACB6D+QIh8CdPRHOsYFGMTAHrIkNke4wOqe3dhLP+xEb+cVthnqvCtia6MsK/MusImEiABwAdAzxEsPRIIEAd88y0zoC7R0s17WyRrqU/+uAbr0HvA9s+ZFevNBTDINz9qKyABEdnPkU7YDgCkAKW0L+GLApjd/Mi7f856IzleBHpHoh9/qyzhEO3XaAj/Rdz7vaxgCECThJaATuJrgn/VbHIbFbf1HTQDz5XmtnNc9JykaAaS0e+A3sZkFlAEEftfqygIYiWExJsMDrBSMMaVZnNNiAjXH4CAATDgVZ/BO0UK08b56UgpdFOV4HBEwOGDvaqcuIInSIjTAAAASEBUBGwkAlPeB3W/nfR1AGjIEwOaMnJMYn0MT+usLEBCM7QQA6wfI1HlfG/ogBJkFckEUgO83CL5OIB2EgIwQiO0A3ToToHeHgggEAQQ29ogY2bcTbI4MZHRlX/NFWN41Z4CNHJAwgnAPkECKAAKp9bCNQwbsKxOTVclW2NhaIBNkR5fOIrRrixD5y+oQgP6VdDaOMSMbZEQn7W0HgV5EVwokrvkUX5vgL7XvtN+a6Y8tIjTXQI8k7PXLUvUn8rOfINY2Q1/8GrEYJwLoAHAL7gAPT+q7J7UJlxO7iftwvQ/0U1YCmC/OAWbZ9bZdihX9XUcK8xygbYAUi5EZG+iRQASgjqFsARjUgnNOaZV7CyCKWBAOhZk5J6frW7nIUcps8QlgA55SROBMAAwAgKUP70UO7Wc5eeCXWgMRJxeJOSenRQrAQYCjwzxgtE0APjogo9JRY9AFMIAIeQA78AOEqOjsoCitX9mHLKO/0rPtsNWwBZF1KBGINp0L2GY0B4eKshb35oJUAIQd6AIwhC3YDpjox97uZUjsTFfvphv7IRr1yBQZ6wfogDICsD7IWGYhq3DPfkhAPxEQuyIl9mfTsjNtrY+1k2ITOvIFoEcEbIwM1OvHfI3jHig7tONPgAq4wAmURenIoHtRvQy0IGQ8/QVsWYB7ZBDB6H+OIRvI5/m/jLgsOfDDzgR8BABLE3O1D/xk4tLzKwN+cr19HWxlH/CTFCz6k8CfBH7Sn/wyRocp3csKXFsA+ynpPweKsRkX+0YAHBPoCUfk0MDFAYsmSMLemROJJJxdmxyN0wV64p7jea4fz3L4CICTIwHXxjW+fvWnDfCJwoAIHPrSN7Dpm7OXyhLzAEpEA+gEcSACANGnLYFfCgK/aP/f//t/X/75n/95+W//7b8tf//3f79uP2wDfvmXf3nxqVKUb6+uX8B3bgJs9HAfkdFd1Kab+dMNUQIVEqave22L9PoBenaxXZItGVOf+mFv74rW3gVG/Vo/9yI7m2jPvnQzjnfLjgh9rBvwK72DXGQTiCVdgZ8d+YV1t/62iPq3PnwHgGcWAJwADpxAKvIXgFzzQ+8gDtEe+G0h+Cbf5bMivOeITVsZAt3KfoxRX/m7rbAMQHZMYAeWws8kgYJqdWEOHovySThN9gF+K9fTUKeV+6QO9z2jzFQ46UDQBBEAxiOiPSMAO8NgRHXSo9iRoSwIw5aKMqwFcGBlC2DBRRKLC3iAwpGkuCIeRxFt7QeBOOBxDADwntJ+X5TgaJySqAN+7ysDNscPRNro05ics+xBvf25VJxI4RGGPjgwHWQenFzfUkzRTb8cXpoNWJxXWQovO/jLv/zL9e8ObDP8OMnvDxCBg0ekgHRkCLYQ7CCrKP0XnZXu6YK4gJfQhz3MgU5s554ji6iAxo5sRydglrmwh8wC0TgLQVzspx9Zj/XxHomcEZ71M1fz1h9dlMDqfQBuK8BO3kNS1guZpxfATwLP/vTUj37pghT4DtDzJ1KU7owJEfA5gBb5AV4dsvAu0R74EUTAbyvBl2UCSBNJyAhkGtp4du6OAJ525hnLN9zk5OXrTzpu+dyTTlhO3WFDgCzSzyC6T7SBOddhMtmSAdkH+K0czgDIQSDf1qcISbmUV86MwLVUpzMAwAdwqT+wtw3ogFAdMrAYjFsaacE5Ts6l5GBFeE7NiaTgwAJIFl7bnI2DcSrRCXjVcxiOzKGBo2jkOcByXACRhnMo+12A1kfkw/mMAzwcT0T0Oc82wJ4dyNov65cerr1DHzqYjyjs2jzo6x2gFVl9TZDy+2ky6cdJ//f//t81A5hnAL4m0MEhYASgVGe/HfD7bEhkGM0pQMm0OnGnK90QUzYKvISuiJRNzVEf7KE/RKo/trJe5lp0RiCyEfbVn/fYATECOCKwPtkXIVhXRIJYtNUvfayTft3TgY09R2ACCDADP8AWoYEUCagDeNKe3j4e6AE6MJ9/2Sc9WQgdRH6pv/eAXr/eRxT6UPe429x6+c4bn7Q8/fTTltuccfpy5k1uvDzq5JOWNx931PLI4/5t67yN9kp1yom55CDgJ1uw76u/HAFsO94Cfx8RUHRKk4gISAeBHQJ28AfopHvnA0RqhYEZn5E5jAjQnt8CcxR1QMpJAJOjc2yA4VQcgFNzPoSgjb5ycv2IFkpOzLEBT7uAqU/A0e90Vs7rXcLZ9OE9mQhgOQfoNwMisSiJOIh+lRwWaPTBwenpnjMbrz22FF50B/x//Md/XP7lX/5lTf0RgE+PMgPkIPr7EqCtswT964u+AEp/c0GQAE8vY9CNzYCXfdgG+GRZRWzzo3cESGf2RXgiM6LUBnABU2qOmLUBWO2tFT2MRy9jO6egF4JiU2tpPFFetmcs6wLI9MvG1hOw9c3+Mhz9IQv6W2P+0QEeIBLgRGrOIzqnAGLkIBMAetdlBH2RQiBArV6kRwjaeS5QIQH9uLalQBII4Cm7d95y+k2W2+4yAMGtYGc7LCh+xbFHLY849hBWZMwzkE6JCCb+AvRBMoF+kFyOAOYAwJ50P9ttwR/wA31C+bYB7X36q0D7IgaVUjFM2UBbAMYEeiDuW7WFKz3kpByD83EoqamUm5MDMufhVBwTcXiHE3IQ96SIZQx9tY+0r+RAHJhTAWJg0bf3epcz0kH04cj24A7kgNgeHIl4ny5KQOLUIh5AeMf4SEAbemvnGRAbE6H4i0GHf//wD/+wivTfD49sBfxjIs4AfBlAQMjHOM3TNf0QmGdsROiXzYA54LA7ILMVGwR4czZftjR3gBSZ6axEAN5XWifv6EM7/ZsLu9Ch3z0gK9kKAmR7ayzqEuOwCdvowxpbD/0iJwdy9FSHBBCoOZQlFKGBkUQA+qOjNg46EYE0n88pgRjQZQaIwb2tQel/2waBCrF4j75lEuq9/94zTlv/d3He4+98nAh6vgI4JP/WY264nHQZXuAKZmCp67A08ZnA5T7wk32A38phAmjAOcgE/ZTaUWqCn3Twl9LdmyjQA3+/CyjqA73rzgCUkUNpFLGQFssCcy6OBrAcDGBEOs7sQI1jAxCn4URAICKVTXBWZMARPHPPkXIIJRBweI7LwUozk1LrIg9HVdcBoMjmGT3opx8l4NMPGD0DzgBKX4K0RDr9S9ttKfzMWKS35/fHSbIBWYFPgdJ/4NeODWQNgApU5mBcdtC3aG+/XlbTv8VHH+0jQbZiG3OjDxJgeyWgifz6Nm+2YU/3Su8CKTE3bYwH9P7tA9f+8MnBpsyFPiK6rZ6tnb00HRClsawT/ehrna1/+236qpNNICLEZO1kEcDMh0Rv4OdDSMM86GoO/IdPGN92R7+ALOUX/UV5AQmIAzwSUGd/jwxkq/pum+HZ42537vKyc265EkFfGPg33xYMYcD2+CG7bcBnH/WR22kycUbCnxLIC9Jb8Cf7QD/lejqr4zoXsbvfiue9M9nJfdfqe9ZBoIkW/YlroG/vX/ofCTASI2bcFlAqxjEsGqewv5RuWkhOVoThEAAA2IBvwbXD+iIMB1Vv4UX+Ul/3z9451Ese9pDl6x758OWrnnXop7scCyCdzCMYoHTY5x5ARCZjiqSXXnrp+twzkQ0ASqEJAkAUStlEkRIpALxn5lL095sCe3sg9zPj/lLR3x6I/O799kCWAEzADCgIRWZCf+O6BmjjGsfeH/jpijSMjwDmeQswmR+iUrIpQNLbnNi1FB4xeM4WyMY90gNctvDbBn9XQVeR39y859BWiYCl7MCrbwDNTvRwjRD0N9dV9uQ5kqOjNuxpnWWOQNmBMv/hA9acjgg6sjRfYyMB5IFckIX3CP+TUSAARCArIK6Bv0xA4OK7X3HWzZfH3fHQv3OBMJDF+ZedIfBzGJAZn3rcscvLjj70/9wIQxNLHah7PvEXyOFygj7ZB/itrAQQsA3Y/ZRZZ2DSb5hTcpIBaTJNQLoj8pf+S4FIBMAgfQbsBxMMFgkgAKxs7yU6c1SLDjwcIWfg5KWJFto+D7NzBu9xMouPRCw0h+PwWP8Jj/2s5b13vdPygQvOX95w//sur/nMz1jed/GnL79wr7svb3/xV6zgBjIR3kk7B45wOJHn9tVScIDi2EBFTw4NRBxdHUCIWJzac8QDpEAZMDwD0ACDBOzxfQWQ7gO/6C+SAhaicOhIj4jFuEVooFDHNsYXiX0tcJ0+2iNWtiSIlb7miFDoBGiutUUoEWNgLbNBPNoiQSRDN7azPfI5U9TXPzGWtbBO7IH86ItsrKn1Yk/bBXWI3zqyG2JHFpES0nHPJzwLtAJJGSS9zUGf7Im8y374iy2gMZELn+Ef+rF9sBVFKMCffwK+/hEFAuC7X3Grs5Yn3enQ1wL+G/hlBPwe+MlNdxnyS48+9L/cg5VwMzEUpsLjzM73gZ/sA/xWDm8BdLoF/0FkQCiTYilLTKD6pK8AM/ojAb8JYAgi+gN+BCDdYtz2UowonQusHABgOIOFw95ST5GBw7Tw/UjEwpH2+aV8+lvb7eSHzzlrec6DD/1tN2l78eW7SPErD37g8oGXvXQFPjACOJBydHtP10iAQwGLLAF4lUBHV8ConVQYIJQiFqfnlJwY4KTpxpBN+HGPvxJEPsBDRHrbDL8IBPx+/APU797p8IFHP3L5uYvuufzM/S5aPrQjsQ/d7z7Li5506KfSshmANQ/6IkxzoC8dRW76EAAWJbUHEvMFcqVn2gASEgB460F/99oDfsSJtMzDGQmd9RtxW0/rgaRtAdjEGPq3vtaW7ZAJYkDu3rVGCEud/gBWf9ZXveeAKQtoe6GtfumLUNiN3dXzDyUC0Y/+rJ9+vC+g8CkpPf8EbKBHMAEdMQD6o+9w++Xrzz5rJQik4B2BTcDj+zABG4899ujlEcccwk+YCVMRQljclgTYD9oG7AP9lOsFZFKnsctkGRLwK1M2hZXt/5WUV/oC0L8J0F8GBv7OAfo8SHwFYFwplz2Yb7Y+r/RLL5HCQnFUjsZBOIOFwv4iCrD3qYcgAcwtJeRofqAiHdSfdO+d591mecrF91nrORcCEQE4kv441+884OLlHTuHkfoXqQMPgARYBBDQO2nnzHSNLLzfWYU+tOHcQKONd6Xyor/oLnLKAABdn8bhuNJqUZxOgPa9u6j6Zw970PKBr3v12i8nX/e6O/v84N3uvFzyqEeswPUMCL0LBICqT3Py3DvsKjU2N2PSCVBkE/Sks3aISzvAYSvXSNh7+kWa3vdFxByNQ2Qigb5fHFpXZIBUjIFQvGt+7GLN9W2tReaiv3Z06/BSX9bOGrb2wMuHAFvAYBtrRSfjyTqad8SDAPiUUn/8BdABHOgJQiD8VeT3YyLP3b/3zJstF+3aIwD1/Jvfl/6fsNseX3LMDZfjLwM6XIUtmCqgwpy6MKoM9AeBn+wD/ZTr6bRBAv0EfgPOe0JJ4MZgCaDbGszrDgCL/h0ARgDAD/DYUclAjIhJL94xNyBzEAAXjTkbMHWwJ7JaTAtk0YiFEsG9a8EIYFskZMAROIGMwgI+6L4XL5fe9lark2jHAZEA5+RAnBIovne3DfjlF3zRCl5ODfAiNUcHov50GCg5bCC2R24PzpkAhMMBjHoOKKrO/Thwi5rAb9/vmkj3ARd5GBsopO50eMsOvH/0kM9YXrsDAmcGUJHUGLYBxnv/jsS+5TnPXoFvDBmIMYET+LVFUMhKOk3cmwM9jSPVN6bsQTtrQbQ1N1kEYqODd4GszKizDfMFQAC2FWN7pfUDcs/KNtjaXLwLoLI8Kbo1It6LqCMGz63xPOBDCtp6h3/IKrRHhuZhXnSzRtbKu9qZG3LRn2zRVlRgkvbTG8E4L1AH6DJW4Fc+4i4XLJfuSODCHSEIavy8/f/JO1y85pgbLfc+5vLpPnFfCUNhjoRBchD4YVUJ5JX7ZCUAomMv1eEE/ZQUoVzRPXD3PR/IkyJ++37AJ/NzX3spJZZsTwX4QF5qbHGKPKWgFs/CWyzOwQk5EMKQ7llsoEYGHAcILLBFVYcEnneveyxffcfz10yAWFAO410EIKp478276PoXn/e5azS2FwdEACeiFPFMvTQXEYjKiIDO9OfEnIv+6/Zip6tIKKoCPhACtkjfX/n5kY9rfSIE/1gpIAIXG+jT9Y886+nLd33Bc9exgLC9OOcGJH2/ZkcIv3zxvVdQ0a9tBDIAUAQQgNmazq49Mw/EA8yRFDIEVgTMRsYzf/3baniGFOz36axOO+tkDawZW5eZAa45EXpbd/Y1P+8Ac6m99sjceons/ET/QO2afUVx9nEd2VjXtoL8xFjWwLq09aCj9sZQImxkIGtEAvwTyPmPTBMRIAFbjb4gCGIOBx95lzsv33WzGy+vOONmyyPPOXt50FlnLi845aTlrccftdzzuMv/4x9bgG/r4E4JizNYTyI4iBT2EkCDzE57YQ6QUABhONnvYE/6bm8ToJGAOkDvZF90P//889fn9vjtoTohxZwMaj/FiMBv8aR2FkT0yZE5KOBzSnUWT+SwgEoOB+QcweJxkKI+cHBGfbeQX3z3uy5fuiMARMHBLKbxjY1EHExxVBHij5/8+HUPLtL75NZe3H4ekJzUe+5gybPSV+AzD84IFObBod3Tx3wATmQFNO+K/D77+c7vc5ntgN/61y/wmQ+9gOvXH/LAdQzR2niyEv0hIcBuvJ++/8XLWy+rF/llAMZkTwBgO6DQj/714Zk+jWM+CECJEPSJyPTvnQgAcM21cwHrpC0dtQVS6wVYQGlrZ50Aky2sOV20QQTWF4lbC+8iZgB9zI483nDxRcvPXnSv5dcf9bDl5+9/0fK9D3/o8oqXfs06TtsSxAH4be2IsflC/Zs3fRGG5/RSGpMfADvQAzig81d+xMeIANJ5gGeCjHu+/Yjzbre86Oyzli+52WnLxacc+j9oyY5l4Fugdx/uJka3ZRJWw26gD8/dX44AZgc6nC83QETgniABBAD8QA7M0h0GwZBYz+Fdqbxn7n1PZQiRHhkAfb+0AkQMyoBSdoYvHeS8xOJwqMQzi1VmIIpGEIiBM1tsqT+9pP8WxJbBgntmzMfttgDvvuD2axTihNprx7m0ETUQwQt3W4OfffQjVge3H3fgBuyyAek50LsXoR3cid7aARgAASp96S6iABd9gQYAiajsl3rA7vMeEnBiDvj6tQUwBtG/FN57APZLOwJgI0BFULYUgChSq+fEQPgLz3ja8h0729AfkWhXlEca7Icstaerd2w1gF4kRgLIw7zMwXO2Bm6EQB9ZgrbAHlloC2TITnvrC5yAjHCtPYBaB+m5MbQLrNZNek83/qCvlzz7Wcsv3f2C5Z3Pesby6t36GxPxf/WjH7X80oV3Xt7+lS9e50NHZCDr0JdxANp6RwLeI7ICzwUPzwFbZsIf+IWtKdAjAr7uyxT/Fbg8A3x+jwTcC3L8n/B7wXHdAuwCKBzNLFxZ6h/ethid90ngJ7BbmUQEH0EAvdhggX92OK+1oaDUH4NJ60V4YGcARspQ2NzhDgMxishKGKY033NGJhbEYnSQg+0xvQXhLBzA4pXqSdM4KDBzYJGU43FCwEIQgGsM4yIAgFfSkX6e6+9DF95lecwuA+iPRCw6JxAJnAlwhvfe6+7LS576lLX/UnKAJP3vvkRrKTsAIwFgBhR7bkIvhEVnhMWRkRVyoD+nB2qk4n19Ajoy6P9XgGj8KtAnQGTkHcD9Vfv/HRECgfMIoOuMAvGwIRD8wiMfurxjF9WB37gIw9iAAqSu2Ta7IytA1LdnxmJvxIJgZCLG0ZexCRJAMLIA89C2jMAY2rADArB9sB5IoPSczUV/ZCFyt69HDPXx5p0Of/iZ91veuZsf8tInHay79XrJjiB++wEXL9+9eyaLQUbmgTj0CfQIwXh8q22FsRA/aYtBLz7NT5UyAdfIyj1fRghlB4JbJOCayHRlyvACNzDU+RkigKvAT7oOe/N6K1sCCMMT9HsJIOAns4Ntx0QbLEV5+3rpvIgO/IDGUEDFiIDM0KRDOADDnkVjoGf4GN4CAyTjd4ijT20sqkUTaUo7OYNF5eScgOMVxaR9HMm4xmyPppRl0Ndz+j1/p8/33f52yyN2ddrSzeLSiYO85jGPXj74sAet+hnPXl8qDpTAiAQA049z+gc6kMKll166ghHYgBUhyApsHwAUkACY45a9EM+QgAxgRn7jGgcxAJa+gAspfehpT1m+92tfutpAnT6AG8FwfoT6nB2of+Ged18zglJywlZsiyjYkV1lACKi5whLFoAAlMiL7sgKCZin7MXYiM5cbYesC8Dpry2L/vWnDiHRTX/0VBfpe0bP1hkhsJM+jf2hpzx5+e6XfNWqDz3YCCmnP/K4ZDfHP9zZhR0IHfhHGRH/QkDKgoKMj+8KRu75H39GBG0B+A4fIfxFFivIuBbcYKItLSKQ6SIAW2HnXwhABt2heZ/7An5YVAb8gwhAGzhNJnbD8hb4yUf8DmAOXn3XKdepft/sTRSgOBBDATdgMxzAiCAADVDAmFE7qQUyC2DBOQtWBnj1xIK0T3Tf4VLpNAcinMvidi5ggS2ahbFoFg9Ti/AW0D2dtFH37LvdZfmx826zfOWDHrg8cac/nb9qR0w/cPG9l++7331W4BuPQ3IuaT8SAET/Lp8/zvmbv/mb9ee59uzqAUMklJIDs0gOxISuoqDIBaycU0Yg+tr/IgD/5JdzAKQC+EBlzAQpOHsAvh/9wAeWP3/kQ5b37DKOSEfk0781EG3fvpvHK3fzA2z2NhfgR3JFV2C0HtYTUNibXoAFeNroDxgRmrnRCwD7PympR0LAah2sq/YIQkZk20O3yJsYw7iIkA7es67ek9khSmBHHtr5nYN+kJ/3jWls2Zdx2ND24w8e84j1XUTFVkr68CeHh+xN+Bb/JQJDpbF6xlf4I+DLbPmNPT4fk8EoAb7oDxttgZGC8zHgFzwdkMuiBVMHgUgggbWCLwxuiSGZ97XvehLAQSSw/otAvUQMlFQ3FZCqUB6LIQD7f4zX6S2jIgClTEBk5zAW1zXwi8DSJwZj4KI/Q2N/i2PxXavXdwQAlEUlBECAiCMVpejB2WUMCKf0DODLQuzdkICMgL4WzjnBE3Y6ve2B918+eI+7Lh+42wXLpfe+cPnyJxxKC80h51QiAE7O8YDV/+7b7/T9A6GAazugjUxApC6VB07psD5EZX0DI0JALPRHCPb9SMX/QBShIACR1Z4duDl3p/hk/ULw9rctf/nYRy0/9M5D/yIxYADQi3dAf99DH7R85wMfsEZXtkG+HJ8N2Zy9ka9669JztgZ4BABI7CxqsoN5EQRAR5mNe6TgYJRd6Az0IjAyYjOEBayugZWerrVTRjRsziau2YXu1tGa/dhubdjN+msnC/BXkvTQJ18A9r94+lMOE4I5eEeEz0f5kzmZu7VQD+T8UtYhmPBN4hl/5Md8BviJ8wt6deAn8rf3B3xft6T/Pn3DD5EBkO1ZQAQQ9ib+9pHAlEkC3V8hAUwSaMB5bXCKSVVEfif7CMBhBgIwScCKKdvPKSMBgHbPgNgToEUdTuYaE3tmYUQli60/6bl2LYy26jml6MAxiEUiFtm7MggLYqFE+RaI4xDsjYjaFpQVlPYbS1ZDV33JaEREzsYhOeg8HXeaDrD+eS7/WAci8Jd7nNE2QVSyLeD0RWZ6mltbFJG4fThw9469vn4iEo4OJMbVDsAQjfZrVvCD71t+98mPX373EQ9ZfvPRD19+c1f+4i5avumZh37lZh45NAFm6yADoI81YAPzRrjIFZiAUzYjU3HP3s4F2EKEpqP03zViInRFkEr39AV+gHdPZ1mS95SA6jwBuVhXJRAGNqk28kbqP3jB7Vf9PTcvdmV3xCsrQKLs9Z8//xmrjkjC3M3J3MyTbyIA/kk842uEDZAjoqYXXfgFPy5gkHxJYCnlRwIEPvpZu2wZAZQBRAAzC0gAPRII/EoSPnseVpUAH2a7D+P7SODwvwlYSepwgh8rIQBsRfl+vWdyFoRhsDPDAjMCACCRnsHUcy4GF32U7bOQROBndAthUS2Wd0QjrBsBYGogtDCckyMCpiiljjOX1rdXU6oDNIBzbZHp6bmFVE93pAHw5mNMdfTlDBGNcaTGpbUAydlEYX+iK3L7RztkAgDsd/v+3T4g5pwRByJDOjIU4wIXx9Uf4ACJ7QKAc3DPPSv7kE1oEznYA3tPhqF/hIIo07sIz9bm55DPvfUJ8DIBZMBG1g9RmSMCML6o6hr4O8BEvMjH/GUy2iA7ujvDiJxkBfpAckoZg62DZ9qYiz6tP12tKb0AiyAB4Efa7zn3nOV5O321FdX1yS7GNL6+3ruz2Ycf/pBVR4GleZo70tC/enMm7FEGysfMEREheO34sgBCDyQA+OxE3PcFzH4f+IG+Xwb6TA43vgD0c3jgjwC2B4GBmlQHixObtVNqN+vcT+AfSACkgbadGDhWsven6Dz9Nzl7HA7MOAyBCRkDsAgwATKnEm2AnIjuQGhBMDkm9rxvvRZDm84T6ke7Un9O3d4fKC0aUNGltD/wA7vDSLp5jtGRDEICcs6OaDxLX4DwnjaAIIoogYoDdWAHEEAoxbcP9o909P/+dy6gtAUQrYFJBNSPeRsTyXHA2nFkTgzIoqO2yA7QZA/el44bEwkQwPcOYqAPvTgvPdlLmstmxszZiTm5tw5FRATB3uZvPQCoeQIDIIvmdEFoyEbkliGI9uoAnI62IvTTRnZg/vSSRWhHbwRgnojRNkFfSvOWjgOWPXXf3vnYMx/y4OV9d7nTujbWylxs/cpKbEP+6IVfsnzwVYf++Mk8+ZVMyzU/4T/ma72J8dQjAb6kpKu6gpVAwbeUEQD/QQwO+xCA37gAfL9sdd8BIPDb/8MSmV8COgOYJDABrUy2z2c9mdH/ShGAl+cgOsE4lFEiAYpSWuqC3UwMu1kUEV861Kmna4YBYk5ogTC1iIMALJzSPUa2eCQHJdowvMXRhjMCrUXE3qKwxXY67UAICRBtRFbAMgbH5sz64NicyjV9jFk6yJHoo6064yIEz/SpLeIARo7BsURmzgbcv/d7v7emoO3bbQOQQYd5nB1wCEByKDqaD5ABvANFURHIzIsTAqfxObA5GxdYgMv+W7TzbhkDIvAufc2JrsCPLJGW+0AAiPoUcUU5pTUz/8ZFINoBLyBL14G6jATQifQ+MJuP8QCprZl58oXsabwyKnbtGvj1QUfbN9kcH+NXSmDjby+/8G7Lu+58h+XzduulT75jLq/Y2fZnd1ue33/Rl612QTz0Qdzmz35EtsEvBR5Bhk7mT0d9sTfd9VkwsmbGL7AggrICWIAJIjv2R20IQCljFvX7dSzpK4ASAcAYrCWBOdlidErBW0n2pf+VlyOA0v46brCA7zoCoKQMwF4Go/V9cy6KvQ+2FmmBMAABNHC5JgDIyByUwS0GR+MkgLl+ttq19zzn155TArU20j/At7iiidI4gIs4vOd973rPIlps98DBAV0T73FS/XmnNLmMwPva0Y+jIgFOxFE5vxRc9PYv9AKw6z/+4z9etwRK3/ABFGg4uzH0LSuhpywGqXkfYUidAQgBmC8nVNIZmIGkiA+MIi/wEzp5F4DYiV0BizMDA/JAnOyl1Nacinjsmk2UgKOdiI+8gEpGgBDM2/wA3xyRnP7Z0fj6pLO+9G0O5t1Bo7mLwnyAaGMdzIF9rTm/sn0j/ExmCXi2bp9/r3suP3zebZYfu+iey48+7rHLTz/oAcuv7K7f+/wvWAkSKfGNDk9lF+ZgPuxoHcsakQA9kYKSPmzkeYFB1mq7hgCMj5xsS2QnkwBcC4YzI0AC8zNgZwARQRib2JsAvyKpvesJ/q0cJoD2/ckkAEIRIi2hnOiPwexlMJyJmeScuFNPJ6AMIwuQhrfgIrqSWHjCORh8RgIOWDZAGD/yqMTUomgOLD0FRM5koUphvQ88xgJk19pHOBZXP4DNWYsMxtGX9xAHQtKXOmlm0UREBAZRUQbgEFD0d4DnX/HtRzz2xFJ7oAFKtkAyshFOTxfz1oY4QXdvTE4HvIClNL5+3Iv02huvrQOHVw9IRPRGGOroChTAAMj0ds1+5s0e7GN+7MEuQGJtEIB3zKUvEojHJ051StsSABP5zdO6mqs5AJgIKnLyAQSr3jrZavEVWyL25hfG1Qfxrn6836Eu/3INkE/fPX/tC3bbw53fIHkEhGzpx1bmiPzoZn7mqV/jRPT0APzWmQ/SgX8iLu3oJxjQx/iCX5/87PthAQbgot8ECJS2y577erbdCgT8SADmAnNYnPgM4MrqJwlUTwL8BP5hAogRiMZenIOWihAKkkhAFuC7pon1mwDEYJLSHoaQsmFHi4XF933+swgWjDB0EaN0sQhdahppWEBOySFFi/aXFtACyQCAWFuRFcj0zzE4rkgAQN4BjKIgx9c38HlHf8akn3rg8i7wi9rtjTmaHwL5HCj6i8QOxRzM0a3IaM6BgQ0iJfXmqS0wiermzDHZDdHoi65IKpABtmwB+EThwKw9HbVHjMBg3rYrQKovv1VwEGdfjxSQiz4BnR6lzQhS2bh0QzY+P9JVP84+EGDbEXO1hsiK7cyZD3QWA2zWqVRaZLenRopFYQL0yJcvsIfMCejZpGzAO/qjo3XjQ0ivLQodECwwt77AjXy9p1/6WQ/gLzulv35kMnyPvtoo+TAdZCV9/svvnYu5jwQQgIxZFmA70BcBGcA8B+i66B+Yw2RAn+Am6qdok9RmC/6PIADSYGQSAFaKpXwJkLb0x0D+HgARmJAUB+PJBLAiw2BIhzYW3wJbcIYHUAtnQQHVohMgsOAtBmBwICD2nCMgDZFN9J9/0IIIOL3+AEsfnMiCcwKLCQwclCMDRM6uH1KE0L9xOAEAAAanBmTAByzvc3h1RVSn2cABTNoBi/E5GSJxLtLBURGx1BeYgckWgB7GlskgAUQG1OZJX2NrrwRiBGBc+nQQqI+ioIiNlOiqjQzDbwu86/DOc7bxnrnQG7kBDFsgRzZECuwjc/AuIpHl+ARKb2NJrdkMEM0LwZmntN3cywitDxALELaMUmrkAIBsxy4IA9DYjg4AXkDRV8+AlF2MzQfKepBWmYT+ABn4y+68x0f4DH9r++deOwHDvLXli20HEYbMw5x8lQB4vi/lF/jcA38ZskDZeUC/CYCd/kw+XE3wTwmTJAKIDHo2wQ/PkySuFAHUaUQwB44MsBShLMWlMvY0pAygrwOMgP0YxAK3j0MCFpABSwEZloEZmnNItaqzKAAEBBaMQ1pUBMBhiQgGgJzYNkI7zucayLXl0JwbKDg9MHDYCRAptOeivIUvdfaeNtoaKxD5zCeq0sEY2rsvBRZ5OJv5Oj3mLBxYFHNGYv6AjXx8LvRDIucAgO19zgYwwISAgNrY2nN4hGGr0eEhUNPLHLSdxOSZd4FbtkDMudN77Vw3H33IspAAextPnSxIqU+/f3DA6ReQDkC9y87s513vWd++DCEC87G2wI0ABIhALTgAnzERAV/pKxNgChxspy2y0CdSYAf6ADyCQlSIwPojY77Ar/TPl8r49MvGgg5fox/SpRu9C0R04pPu6V4bJGS76wwA4PtUSVwLhG2PYUMmIAMoC4AbROCAEK4KuOHO9jtSUNd1OCXuk1lPtiQwrw8TQI0mAZAYJWU6E6AExWQEDjAIQpAJSHNMFMthREQgCyAIgUEYzMIDgIVkSAZtIRjZYvUFQAYgM8DUgCCiijCRAMcEXM7L4bE/5g4wwMJhiTZS1747J07TgQA4pLWAAQTe50winrpA1R/m+N4v8qpHFAhAFKKnuYgiMhcRX4TjzJza/lFGZK6AB7z+qW8imgKZZxySYwIToiDGpzM9pfNKB3G2Hp7JhLQzfyTGToiRngCqDfCXMbAJ2wAt8Lr2vjk5FxA5ZSPuRXzvApzfNhAHnQjI2YesoHGVQCbTAVSlNbau1tT8rD878IcO+cwZ+QFgBCHS5ydAp78+oRoDEctA6M12fEA9PwF+fmQNlOZinfiU/hAJ3QQffbqOcOgoa0AAdPe+OsStP2REPz9Sor91RXaIns/LAOAAJoA+AugfBhFE51YApjoHgLMpE+gwGTlEDLNd2D1SFvARZwBTJhE0qM4bNOkEEwFgsTIBEzR5BIAZAd89EpAR9C0VGCwmg8e4FsBik4yOhYv+lRYWMDiatNeJNOHQIiggAD9y4OgALDpyYOB1OMeRSXtool4p4neaLWIAuGiCQBCAdpzemEhIxOFYnI9+HIyD0t9e1jw5NCfhNBwGGOgpjQZgTiwDAFgOKevRJ/CZp3EQlecBFajpa37mCcS2Cm096N95BQCzgXciRESnX322JUpEUGAUkbOxOQM84Pudg2v2Mz4iZXt2k/qL4uaIxIj1tMbWzbwQDMADIWDzC2BHOgDIL5AEoAZMduQb7Cr6IzQk2pqbu74RAAL2rjH5l7lYG+PWv+zDuhgHAdCH7a2f7BPYrSMSQOpKIpvgv2W3Sj5NP32q4/9SfwQAF6K9yB9WgL8zgCSMte1Whr2uw2PX3XtfGYHA75UigCkRQGRQ5w1U5wYrC2gPQzAblrP3Of+yfw01QQCdCzAQg9kK5BgMCyycxiJbIAxs4UrrMTjn5pTAZtE7mBINgVOEB9QcneOr46AO5zixlNvhlXvXEUJ7Y+TBkRrHNYDoh3A8Y3B+Y4i0RDtkAHzmxKFFC8JJZEAcnZOo0xaA6R4xAXKHcEDej2+MA2j04cSitrZIAUC19R4AcmDjA4LUGBGyEd2RG4DbBrGfa32XQuunLRAScAaDIIzFRuz2X/7Lf1n+3//7f+vBpwiMHDxnE5kZ8kIAHaBZW/dAFHGxFyADk2fK0vT23UAJrPrRlgA2MjZ/czA3fSJJY5fiGxNxKPXFj8xLyfb8zzpYI0SBJPRvfJIv0sU75mRLpy96Ajvi4s8yGSSCFPi0+/b9In8pf/t+90V/GIKlMAXoCawBfwQAfzNAl6GHUfeJ+4ltwK88IgFEArOjxH1KpTQxCZMxKWzXr6H6UUSHg/ZHUiYgYDyMW7rF0AxvwSyGxc/4gF86anEtNLYHRM7UwZZ9qZQasAEHMAjgABewi1pOrZ3ci77uS2lFYoBEKtJJkVOUFEWBBcEAEHCKZKKoVBwIted8dENWEUB7XCkjElBHOJGtDf0RgHEByTVn5uTGAjrzU49wEBnHNycCnMb3DlDZgnBW249+B8AGZTqRG1Ipm6CDa+Sinm07PzF3c2RfdpWp+OT5r//6r+uWBaHSjy06WzF/0RZZy+Csp5JuxnaWUqZETwQAfKKte/p7Zv1tGYh3ESaCsyb0ozObIQG2N553rY+gwb+QB9DqVx+2BoBtPQBWsOGD9KtNe3+Ap6e++CEflBnoV4CSvRT9y2r5tUy3vb8DcoGxIBlOlEQAhaHuC6wTW+Ev4E+cTmz2HEbd78P4FRKAso4mCSgxUIIEUjACwHBSHGcC/eEQInBC6medwG+PZE/MUEAA6IxtkS2A69geIXBiwLcIrkU5C08QgAgPFAFFBOewAaS9KwcGfOmrwzPptrK/5UcOyAPIOZS+RTV9iGzeRxiiKEcELE6HLCIhAAE2QJIGczTgRwKchiOKYByM83AioOXQ+gI8ABThXYvadEJsvvfrPzLg+NJf7emKAOjEgQONCA7EiCTiMDfRk/3YSR8AWeqP9KTUoqq25udzozHZuN85ELrp2zM2Yi/2oQeAAqRUHZgDpnnSFxBdq2MTutJdezYBvK6RPlHXVxn6sbV5mYvnAMp/kC9S4Vuiu7q+CiFWviRSywRkCQgA2RiPnvxOe2IudHSNBPTlHdsD/gv4thERPULodwA+k9sSF/Fhg8BJgI8U+rrmufvawdkEeOAn6mGx52E1Cc9TjkgAZJKA68igwRIsIy2JvUzE7wQobcImLgPwZcAXAaelwE+kwgwnEgJJkUCKyHHdcwbpp0V3uMZZCCfldJzTwnNeUQdYOIOSY+eMIh+nBX4n1qIW51Xax/rJrmuprCwAAQRmgG9rgChEO/XG4MQApd4YSn0UpUVEDscZHXpyRPcclVMBeU4mNQ0MHLTTdiDXnzH1jaTM3bhIA5DdswPC0I/+Ihl96ie7IEOgEdWNw4buHXSaT1sC9TIocwdu85cdSf/bOtHBOwhI/2yMaBEBXeiHTMy5tTRv9dYLSdLDMzojKn1FaHSgO4KSNbT+yEn/bSWMLSgUPERowLf1yO6eAT37GtNY1kWQQcoE6LUpe9G2ku70RACIAgHILIzDhwFfJtFZRhmA9B8OZMWCYod/wA4zM/LDj2d9GSACawAnYTHxrK1CmKy8SgTQC9vBuk8RgzSQSWzTG5O375f+OwtAAPb/jGPP5DAMAdhHYVFsXeRHAKInZ7GwLUIOwymKZBzfPRAAPAfkXIDD4TmtT1RElAd0kR9YO3RDCgRB2A6UCWivTgn4+kAQACHLQDzAA5j68a5nHJJjcmJRkONwRnMU9YDCu0iKQ4kkog4nN+/m6v1AqG86IQNg5fz61sZYQNVhmPHYTrYkWspg2EE/7Gav71CziG8OZQAdpOlX1Adq82Mvc3RN9IXgisS2FbZY3jEvetMPkWkjg0N4+pVRWCvzMCabyKj0R1rTyIktzINdANdcA7E2SNAztgN0WQBbA3iRWmAxvrHMkWgb+Qg4wO85sLNdWQfRzhohVWI9BS5bmw4KEQ2flt0674IBggBkw8oO/yIBmCl7nvghcLU9CwjY4c8zW4aelS2E1y2+gf9AAgD+pLpJAslUICVSnmAuByAdgjCCE1FfAiKBPgNWZkyLZrFEDU5MihwAwtk4DSfltBwKoBAA0Is+SICDAjLQArpPZUAE6JxZPXArOXm/2+fcoluAV+fa927t9aVvYzUmp+WonBEYAQ5QAYHOnEkay0FFaHrpC1jMjSMSQCEcDTEAgb7Sh27Ixfy1M3cl8ACAvtlFBDVekdQ4jQeo3vcMgMo2gE50ZV/XiMz8A31kKCOSDRAgBkxglGmZL1DTm00AV0pdVFXvHe3pwH4yLeNpb45s655+9EH+fEGE5hu2Cd7Xt7m75xtITakt4UPP20VqAUUJwGwC4PokdMqnBBrva6ee/SMM6wf0+pRdIBdbhs6pkIzSdsJWQHZbBuBAHPj7wZzojgRkArLlJDIAetdIoexgEoHrcAfsU7YkYTuwLwMg18MC+x4A+LYuUvCsPQYFDKScypqECWI7k3YG4CDEGYAsADMigA5OOjSxP2ZIxpWKWUTOVepngTm6e6XFaR8r6nEs4BeZOSMHBXgAjgCU7fWlsa5tBcoE/AWfa8+0BwDSj1206bu3/o0H+JwYuFyXoSADIKJjTgUI2pXOy1C0FWE8BwpglAmJSGU0+vGOcURP7YqKQMzBOalx1JUWi8jGkbXQGbhkR0gAabKlsdkz8MsQRG/ZRtG/H/wgACDXj21SBKQvcwcwQEJE6oHHVoResgHvNhfEidzSx72xZCrm7X1zQoaIE5CdyutTX+ZJd/f6jxjUITWECtCALMLbQroHfBmCPvmYTMj4fIgNtLcWZSz69j6fRAL6LVghpb5yyGJL/51zlQH03d8WYBJAmQC8RALdw1GYmuDv0D3A98Ug4BP3MHlQBkDWDOAgAtgyRvcT/JMASIrOQwwMpzRpRnAOgASIX0kxVNsAhyf2T1i0LQDDWxCLzakstEVW5xTYNQcW8Ur/ORfnTDguMHe6LyoDBeHgHA6w/WsyzgH++Z//eS0DvGvvIwxkgQD8+Ee9aIUEAA3hEEBASBwQmOiACOjcXMoW6CyVLRKVFgMJUgAueiI0/dAdAUjz9a0v8/cuAuDMnJM96Ny/kAO0iIpuQAXcCIK+dJM5IADZFECaDz2Mxw7spM78kR87IgZ1+qQPfekBrIipcwSAI0hQZmBc80Z89CCAZ2xEZ650ZRf9AZqoj0SQIuCap+zA/JWADZjaswdCRATsqq3n6svCzFdbBIAsBBZ2NSbd2wbkb/xQWyTAvkhIyl+mKmAhgz4rOt/qdy8yYAfgCGAeBsKGczJgjwBgpXvgjwACeUTQfRIGu/ee+yNlAJfbAswGQN69kuhE/ZYAuo51KpuECSKDsgFZgFNRxnEYiAD6DIM5bQVkABaaoaXGgG/xLKQFsWBY2SICGZBwQAzOmUSRwAj0AEs6nOJgIrDnwG8rAND/8A//sPyf//N/lv/xP/7H6uTE9+2//du/XYmgrYBsAfj1KYqJgoBgXMATTejMWYANEAEJKbQXLkIBhijm2ruemZcIVBSmb3oCoHkAC2fluK45Osf2uYqTS9Hp/o//+I8rIQIwAimtZjMSESAT9+ZgPuwUWZojYkIU5mneiE87QNUfAAOU8UXJIq11Mx/6IQNjIQGCAJVs4n3je64/bQUAYOIXvpKIriIyogJw7bVlA/3zDSSjnj/o37zYlh70tzZtE+gF3GxuPLqwj/XwjD21A37jmpNStOej9AF494gAUdGTP/vMLfrzdQeA89d/MuLSf/gA+oJlmUG4aTsN8ASwJ8iL+BGA6wjDNWyqh9PwnVwuAwjYgTzgk571vOueNUjgNzilS2/KBuyBnAU4FMSMSKBtQL/sIlIpi4/xsa5FsOBKTlZ6ZpEsMqexuKKKkrMCBUbnxMDr0E9az2mBQdQGCKCWFgOLLwH+Ucn//b//9/L3f//3K3h85/ZMFAQ+/9CHe6I/YAQQfQGPaAiYHJrOPeeodPJcZOJMSK4ogug4sU+CyJAAkn7NgY7mUMbBoQkwIBrOy5HZTuqN4ADVfLyPuPqyIcL7CkC8Ry+6E6TT2QnbeNe96I6g6B4RmFdnAUAs8psTQACP+dPPvJTAp38gBUp11pAt6C6ay5CA1hrLBNlDZshHAIydRGgZFL30ZRwC9AQBFAxc8wvj2mbwDT5jjehjTq7bUrGp/gk7pj/Cdk8vKb952v8jgr5WWUufFOmKAPg3f/cFjCABW+G+BAA7kQ3AhvoyBO3gRxCVUZddlwFEAO5hz30k4BoW4TBcwuteAugGkKXzgTygKwN6sr1HAG0FGjgCKNVxHQFIiZCAA5KLL/tFHIfHqDPdk+pxqiJ/B2VSXU6PyS1qe34pa1HRYnIAaSbQiOb29iIp4CIBkREopMciOlBLmWUCBPgBCDF0RuA5USey109jcypERQeO5pktCLB5HoEBCAd38NmhJ6eSATk9doiERIDL1gOYgRGAgZFTlppySA5qS8Qu7AVEord5IY5/+qd/WrMcZIgMEBPwIgMESpATu7GZMZGO7QfdjQmc+pbdBELzRxQAbL2AgAB1WQo70FN24H1zV2oPONJndqG7rR9QAX4/lxYs/HZE2s229AB8esh26Azk9ATksiiint2sc2sl8+MvdEMQ5kaQGBKKGIzBjvoDfjanM+GfUn/605tfWs8O/xxyO+vi7zMDmABHAhP08zlimFsBQIepAmw4Qw4BnYTF9v/hEk634P+ILUCRPVBPMtiCfls3swBCaXsawDdREzNBYhuAAPxIop9PSqWkT4yYY3QKznnsyXIagqk5rAgmEnBgLG+xPLOA6jxDECIiEAOBVJrzt6d3X1ofwF37massADF4ri3g/8u//MtKDpxKlmFcDmRsEYPOHAe4RCQkJQMwj345ph3HEbHLAtSzhZ9Hy4jYgDPSFRgRmrE4IpAABPCzkzqfn0SgCEY6izhsYSI9ROAeGSIDRAAQ2gIUMNFbezYwZ+MCMbBYB/Ms1aYPUAGf9TEPegOMqNyv9YBfdkdndkDi5oD4zRfYlfxBBJVGA5N7kVSdk3fpuT5lhkBorUV7NjIXdo9ItTEX6+QfaSXmw5ayF+8RczEnc7deiLeM0vvqPfclwxwFI3Zgd77o7ME6mJ95ONvi2865HADa/yMCGAjgBPhJ90TAhBlBE7jbAsCTEhG4BvrIYEb/LW7DJqwekQDIBHQvKOfLtZltyWQbQikK92MgE+9nwQgAO1pYqVK/nAIOEaBPLZwGSBibg9v3ywJEAA7L+TA+oHNGYqGKjqWJBOPLBIAe4F2X/gOJKAkUnAQBIAolsCAC9drICGwPPBedAQO46UEvzi0l5BBFiM4tgIODmDPHF/m8o4202fyJ1J8dkIo5yVroa57ABERs5gxFyU4iEBvqF7gAkI28W/SjPwCoU7KFOQCDfts+sRUCMHd/msxGgKCNLYAoaW7mimi8g+REfXMxVwQsqqsTWYEV4P1YxrzNN8DbK/MHkd5nYgBSjwAiAfNElohT9qFvggCA3jpYb/pEqsBpqyIDsNb9/xr6EtTaydb4DVvLfhAaYQdZlCCjX3PpPMrY5hSxIV62l8128t/f/7cFCPzhoDOBPg92NnDfU09ZnnvSCcszTzhuufNOEEGZQGQQ+Iv24Y5sCcB9+A34hwnAf3p4kEwymHU6rzRIWQCRBVBcFoAAYjupj3TI4QhDAUO/iecgHF8WAECIAJsztFQPEXAAi2XxMDQnd9rMOV3bW1osBIDJOabFBKBSaNECIEQMIpUXDSMA0b3U2fbAM5HfNqIDMOCRHjcuJ+T4pYacj5M4NKIL3c1NJJPOShF9JgJmEYjzSHvNGWFxOs4HfDks4hJpgd3hmGzBD09yTI5vDDZDIhzaXDk/0HeOYT7mDByyIwRRtBPtkYL23mMLdtEPwjUWEo7k2Ji9zRfxysoQF1IQLdkDYYiW7Y/NU4bDDvO38vkEKTgAlJTaQSC78gOEKhgYT1Yg80EQ/ZrUWB3idebBD8yXbZuba3NiJzrzI/Zgd/Yh1thWBuiJrEYWIsuyDkjd1lXGgtDoTP/zL/s/YSM2pQwA6JFA2+DOBIr8DzjttOWdJx67fPHJJyz3Ovmk5aKdfPkJxy6XHH/0coeT/u2LQOcAcAZzSUSgnCTQddj9qAlgK0Bfp8pIICWUZQAOAE0Q22E6TGjhOwS03+2kFwFYTKUDFg4mWmDZfkhiAUQU0crCWDQsjhCkaggCGEQg+3IOjQA4uYMtAkSY3uJGApyCo3fAJ8IDTH9UxCkcAAJhe0gRh1MgHVGE03FMzsExgF+UpJd25gGknJrjcxSOgzxELKCQAZgLEAKXsZANvZEBh9YXYJVlSGPZwrt9lwZQxKIf+uuHQ5fW6wu5AQZb+OxoTmwj00AIiOd//a//tZKf5+xufkhA5mItEKC1MV/3bMnW5qBNKbOspO0NIhDlpciAAgiBgl/IbPgGP2Er7/GJMinjszU7yzjYVGYlW9CWLYGTL9CbfczLnKwT0LMnAkBU2vATz9iMTdgN6bGNgGM8mQfSMd/GlskYn//KVBC7dQV82wCleSE4c2ye7iME+HjQaTdZ3rgD/hm7DABmBE5RX3nTHY7ectxRy/k74KuLAIhAG+4iAPeBP5nBey8BzAZTAnfPZ9kzJEAMTikKUIyitgBYzkSVDMIJ+gRo4Ti+CMiBRYcOA0UyEVF0ASTGF00Ag1gYBFAKiggsevtvTs7pOSUQADwAWXDkIPUFbBFdZCdFSSXRB0dABCIn0HAKgBM1HEohAHtHhMDxgUQU4iC2MErkxcFET3Ptj0Q4jnc4tbl7xpEBm7MDHYd1Qm8OfWkALPbQv6iIKNs7sx2n1C8nN39gNo9sglRkFWwFqBze3ACFLuYoG0KG2ouS5sr+CKisRpbjGVuKsCKrPpxd0N8a0kdWJ0qbm3vzDxSCAxIQKZ0N2QZEAiKqOfED/RFrTGfrze5ICOllO2cpfIZ/ADZfENmtD1+hr3sZIXsivJ6xtfZtA2Ritj22VCI/u+ubvWVblbZfEQDikt2ZgzkBfFlOW2AS+G+xS/3fddJxy2mXfRLsEyABeIH0tF30f/OxNzoMelhTdl3kLwBPXEYCcDvBfzkCuCIJ+Nv7BjLoVhHKmoADDRM1efui9nqMZcEIILSHRQRYnPMwNjCJphweiKTcBFsDocUkFlbkV+b0HBLAgYeTWlwLbuEd4HnmgA8wPOcUsgH1AUVE49zaIw4EgnCIqMfZAYlDKtufth1AAObAcemsDumJFGzgwIpjcVx2YB/1oirH1L/oTC8Oau7sAvCArp33gMV7rqW/CIC+bIC82IhTuzcfJArECITdkKl5m1+Hm6Im0mRTEVg2QxAZ8GlPLxEVSSJR7+sPOOyPAViWJ5UHDnoCOhC0P5YJqAN6URyYtCWiP/uZE/JhYweB7AL8dDSeyKwtsuEvBQNr3ZcYxKZE8rIhQYFPIEDX7MJu6vQrezBPNjcmWxX5bb+QmXWznm0BAB/B8fFIDQkgurYAEYCs+Ak3OXV58qmH/o9bJPB71kEgHL1otx248/H/FvnDWbhLJgG4VobXvQRAJriPJEV90rVBIoDJSJTuK0DMxxCxPJbkFBy5bYDSXg4BYHWODkxSLuwPcBab84rCtgIcjsTunJ6jW2QOqQTiGbkjAaDnHIBv8Uv5CcdWL30GRIDQvz6A3TUnFBn7TGT7wVk5hW0MR5GWIzYR0JzMzXPEFzBEcg4lK+JAHAnIzEPUJa6NAVhSXM6OLDkfspRNeVeKbY7mZh5ITKbD8QHVPIFYWktH7yqRkLmyi+gpk5GB+ILCpshXFoFIgBH49M/uQIOkrIeMiH7mbX7maa076CsN5hOBH1A8AyLtzYVfIBB9WXv6AaBsEBmxBTDSxXrICoCe3fiJ6wgCwGUD1kwdwrflk+WxC90FDevPl9jBXPgZYpQFsAdiKavx5UrQ4rdtb/wCEPhJJFeWY75Kc5bxIACf+169S/3PudmhX8xGAHBD2gqou/iUk5ZnHH/5b/4ECcBd9e6L/gRGw+8EP7kcAVRuJbAH+NjENTHIVKKDCszVDx0qYz8Lbg9o0Tk7J2ZIi8+owGAf6zALszO81NTCiqLSYI5nsTgkpxapOD0mt+D26wgAkIFfOgewCASgA7zFdy1dBnh7fY4hUnJw7yIM73mfswG6a47JEYFJWkxXoOS85lSKKL0X6c2PowA9AXjzRgqiuWf9Q5LOQ16wA/kbn/j45Tu+9EuWn9w5qrmzCUJENFJjxKJv/SiRjAjmEBP4S/vZBREgB4QFWKIzsBHz8LzMxnyRHbIAGtGXHYBIW/MVIdVrr6016g9lmk+pP0C037f+yvwBCZQ6s0lEgOTYFMkaz7yJdBzw+UnbQ8AH5tbGc7o3h3QHZtd8g40QO3/gB9Yb4ZUBeKYvmZJxnWVYT2uDAPJZOltPc7B+iBjJEVlv4G+7U/oPE6855YTl7MsAX9qvXuB0jQTIhSccvzzz2EPb6wLtvizAfdgkE8vhPTlMAGQ2TOokAlC3jwDmFgAJUNgkEIHTy7IBBmAU+98+k8gGGA97ihjYVVqLaTk4cVrOESwqEEjLLCJwIgARCohFScLZAbg9PCfgGKKEUpRDHlhfVAwotg19EbAn5gzaAkXRQITj9BwpIAR+pCWaymLozFnMB9jMA7khhj5zaYccOBLS6E9In3jXuyzfd/aZyzvveN7y5s969PL+Z3ze8iN3u2D5w2c8bXnfLtoaF2l4j80AmU7mZH4IkjMjuLY05ogY2VCER17GRsDsr17qD9SirawDEER3wDF/EgmZn4NN5CyDYQOABFpzNB99A4X+kb31FgERAB9QR9oONR+2KRAAnSwQ0IGQHc3VoZwUX3rePXJGFn4DwA58hK8gAG2VwK7OXNnHfK2reQoiAoH3+JR569vcrKG5mntZHB3pap70R9xEtoPwygL4elkA8EcA5Jk3vfHyOTc79PcypIgfGZQFPO+4Y5Z77sTnv0kA4Y7M9D98TjxPvJMjEkARf19HkxACP2X6YQKF7V/KBpqQCceMRYC2A5iTMR0CYlgRBAlI8+ybsbBF5oAAbaGkaqX/FszCYW6g5vQiumhugUVpbM5hLDpQa0cciPlO7LOX0uGX6AAwUkHRUOQ0rjF6z/jty+lGV6kngHIYhMBZAEod59SXrYF5RgrIz5cBNnjmXS5Yvn0H/vvsgMOxAE3qy+G+4BEPW/7gQQ9Yvu2N37zaxrt9/iorkh6zgfnRH/CRIGIEfE7M+bUDLJEMYKXbIri5SP2BBSmyq/4QIZCYg3l5rzWy71bXJ7EAXzRU9uUDKNoOKIuaCANhljGZr3khmQ7g+IBUnG5EXVkInSM2ushKLt1lfUhM2XmAbIY/uPcOkFsTwcFc8yfrzV/00xYPycuwZHn0k3HR23wBX+pvTjIac+Xb+TsiEP1hoB8AKc/egf6tJx93+HcADgGBXnn4QHCHJ18C4CuMlfKTrmFxgj+chtWJd3KFBED2EcDsfEb/lMBQfQY0iU43TRoLMgSDMAyD5QD2yhyRgWUBjA0sgCLF4wgW24IiABFa2mcRAZPTB1DpbFmBhbaQnAaI7QcJIIiUCMChUD8D9hnQd399cHoOwjn6MgBY3tHOfal1qTBS4KwcUXR0lmEOyKDfOYhm2pgnwmODhz7wM5b33+oWqy2QAjAhFWAVhTj8973utctPP+SBK9GwjZTbOOamToZS5Hb+QdhJptSXCKVI5l0iake+QJQ9kKAsiQ3ND2iAQDRGTEjAXERppffth80FAIBfZDQXJN/hnjUv6hvXurMNMpGJsIfoz2YIi61K9enHziI8YCIAJTLjGwKEgOEambED0PMRviIDYCuEjcyIzIavWEd28p4MiL/plw7WwVqZI8KkMwJAVmUBAG9r228azM9c+XlnHmUBvooV9Z9w2o2Xl+72+AgAVhBA2Lnx7vp1O/Dfe7cFAP75S0DS1hv2BGEEEAlMzJKJd3I5AiDbFwI52ffMIABv4BQhnQGYiEyA0iaE5ZxumnwHIgwkOkh/OzFmYIYmogwAiU6iOAe3mO39gR7g3CsBGzm0h7NN4DScnuMAs0igjehY9Lf39+s/15zfVsDhIefXJ9AjC04iSrh3LW1U3ykyAuJwARJopaTAYo722yI3ZzYfQAJAAHn5ebddvvS+91lTYTYAbH01Rqn8r+2ygBfunol2yFD/wMm5ZQLICuj9abP/z4A52gogPIAAGuTDtvQzftsQZCM1RnbeMU/jsxk7eg8JIBDA9y5g2PfLRvTD8a2pKK8E+rYDSAAhiJgiJ8Iw16I+2/CBDoOB2XmH8YrEsgJjO2iUaWmDLICZTWURvsIArsgO0KT1FxC09a6+tSmr4zfWzljm2jz1KTCZH8B3tmH/b13NzXxlOAjAejrLcB/w2w4IgO5lAP0S8Ik3vcnytpOOWx5z6snLmTus3GIX9R9/4nHLW3fgv89lp//JJADXsEe2GcAWs1u8H5EAivIHdeZZ4J97kZQ6f8dY33DCMSt7vXYnr99d33+31/FZ0ISxIEPYD0YCRQnA51iipT01AhAZLBQgY3mODNzAyeERACd1mGMRRWJ7Quke8gBG7/ae9N0+XwTvZ78ieiUS6DkAiIQArw4Y3RsXqPRnXMDiZEArYiIqjsY5S29JGQDH5eQciPO8/Ranr4AAJo6mDRISiW1P/AyZXh9+9auWn33DN67zQXI+ZfrBDl3ogIREfmTmLMQzc6Iv5xfZ6CW69WnLmBxa5HW+ATDmyabeMz9zkoKbD0Eg1skcXFs3fVhPIG9r0/4YCagDGmSjrfkCvHXXTuQk2gCcrMD62w4AvLGMgyhEYaQBoEjIPNiWmA+isO6iPZJkT6BHDsRza8AO1kxQaA35jPb6NqbMVMSPoIC7zMbcrB/g90WjOSEAW4LOvDzvEFQgJMhAdnyrHS6ectIJy6t2eHn5cUcvjz7+2OWUXfAM7GFr3pMwCPz7gnWyxfsRtwAT+IC+7XhmAAaemcBzjzlqefWJxy63ueyzxnoouGO0F590/PLyHcudcdlXAczIaByG0Sw8J2FsYnE5loUSqTrAwtAcVMSTAXBQaS8BAqRgIaV2UkXpI4cXJTkxcgBaEU6kAzDA91t/+38nxIBOfE3oiwCgadMPa4wLbIjGmAAvdQSy0kypO/1FEsATtdUhN44MACKhub/15jddHUpEBABALCMB4P4o6U8vefPyW9/6pjVL8YMduiMqenBeJOfePMyVTWQobGJfaxvA6UU5ImoCGfCTQMLGbMpmBMmyf21FaZ8dOTtglLmYj3Wc+3/iGnC0094a6wMRmL82lcClb8Bmq9qKvGzDbt4zXsGCr9gWASzf6X2ZlDoEYh1EfYRgHp51wIxQCV/hM6X9+kZAEY9M1TzMka4RgAgP3IjMc3Ph3wT4kYF2yIDvJ5GBLYDzs87OyBbw++phL7x+TARQmegsoM/6pEERQFnAE3fgf/pxx6yRfj3A2EmTsi146AnHLV95ygnrZKVADMNA9k4MxEk4kEWWNkuRLYR0DAlYnPZ3DuhEKKmbVF2UkvoCpsgvPUYAACd19F4OD6QIAJiBy1/++Ws52QDQeybi+4Qm9RbxEYU/Dmrf32GbMTgOguFIHMwYwG48UbYUlbjWBtCAwVxlAe+4/XnLI+5x4eo8QIUwjIFkRKci/O8946nLh3Ygp2Of+GxL9I14ZEgIjn1kTYjIc2BGmkhBKtzeGGl00Cjqinoip3dtuYDePMrAREfAAAZ6WzNgNA+gEJndi4Dqqgdaa+o5EJm7eQKMFHqCSXvPAb9oqg6o5paCryALbZABkBNgBVwZFx8qW5BRiOxtJWQKyI5vAb01Ywtrgxw6I/GuPtvzR3LmTme+y5fdmyednAmUASAGPi7YAXxfxJCBbYCA2J8Bwwm8BHBgT6or4yYz7Q+zW6xOrCdXeAZADiKA6iMALHTCTpk3HXPDdc8/vwIkJmaCrz3h2OW8HUGYtK0A5mQkBmK0IgWD2wJYCCSAsQFLlOW8paZAb//dXhkpeN6+z2cfDg2ciMRCIwAgFkVFfVFWii3iqgN4fRFAs4/WjiAEvzmQngMWAuhUGTg4k2vgsicHQA4lQnFIZdGSgys5+ON3877k3HPWc4KiqpRbe07KaS/ZAfCPHvHQNZLrvxN+cwRUwAZ8pNHWx6/Y1LEVsnDKTT/2YyPgZmOODpgcXPR0gClFpiP9iX11e2NAE5Hpbj7WDBgAuh/ERGZSflIarfQMIKw5MJMABWBtCYEeKfTbESK70E4b42mv1Ldo7yCxrYqswBzYHrm5t2YIgH8BuXqkjAD4B6Iwd+Qh+kcA+kEmdEds6duJP0CbB10AXXqvLLMxX/4u8iMBBAEHAqYDwH79R7bRf4KewNyM/hEBfFZO2eL9IwiAbF8is7MYpkFdG1jq/+Bjj1mecNm3yhR2jRAiBZO8741PWV5w45PXiTsPYKRYkoEsKofiYBYIS1tIJCCai3Ic2qmuyAj8DqtkAu7tiz0HPtHQPSAgDyQgUiIIBNC/8tM+mYj00n4ptwzB7wKI9Bsx9MtBRAB8AR0JAKDx6AJwQIaEOBmHsz8FNMDJ0QG+CPetDgLveeH63NxFbWBDAs/f2eDXH/6Q5Ve+49D/51+qTwdjGZNdZD5IyRkHm9CJDnSUTQA/HZEFIkUqQA0AdOPonJdz5/CiGacGWkSEGKwNQNkKIDDttTMn8wAQKbtn1lLkBCR1xqhtwABo120btOMLfAKwCLAAGukLA3GPbMocjEV39rbVMQeZDXJjR/aUySA080B2xgN4h6Dswec88573PSfAb20iAOtmHnSjLz9GAvTm1x16079nCMCz9v6y4TLlgC9gThzNQ759Eh5hFI7hMswmW6xfaQLYAj7QT6Hg5+/S/zvtSMB1LGVCjKE8/F1zRwSvOfHYdeJIgCEYhZEYk3EZ3QJ0+CPl5HgAzHk5tH23VBfoRf9OcO2FPef4UuZLd1sBkc4+Fgl4H2ABR+S3h7YF6B8AQQDALvLbDrQPV+cUXvQHLkSgtCVQB1zukQK9gLSfkYqaMhjg43yAkfMnnIhjv+WO5y0fetTDl9/40UNfNszn7c977vIr975wef2Tn7iSG93blhhbOzYwrrmxBYKLJKX+7IH42kIhVEBhW1FR5Gf7IrH0XjoLZJxbCbyAAyCuzUOEB4qisHtRGFkgCVFZW/M3nr61Q/Tm6z3rDsCelfrbGgINyT+U/Int9CGr0M67iEAdXfiNVF/gkA3YDpiffkV5QAd4WxKEgYQRs2fsoh74e25ObKMPYyIwurIV3dmHDhEWPUX4Tvln2eEfkfYLioFfoAT+yrBki31QxJ/YnJidGCZbrF+pLQAJ8J02JjGSkpKPP/pGy8U7EnDfcyUmIzIActuTT1pecvyhcwJG6asAduQQDIxtLQh25jwcyWJKa0VUIODkoh2nVwIB55beAbt7ji6KdpoPkPbStg3ALN0nDvecAQCUtjIABED8JmA9ff/wv/0LuQ4IEUKfCo1BJ9sPugCbNB3hOHBCXPQqSnMyDiVicSBzFsU4NsB88JJvW/7xpS9Z/vpZT1/+5MmPX77/cz57+ZLd/KWm+qEj3WwBzKsMxPw65Uc29EAA9EMUSuSIBAG/aIkA2nZwag4OmCTnpqdn1gMBABMpFUYY2hdNAVC/yMAYsiBtgRTheYewAQnQ+gZgz/gDm5Ri2wYEfvr04xtt1dHBu+wkq5HhsL+ojqzoY4vG/ubRdstaADsfk3mxA53NL2IkHdoSutEn0JfFdrAnsDnn6vu+EuD7bUz1giLwA3zpftdFfvhSkoLuJAAYVe7Db7LF+94MgOx7uYFI0T1l1Lk+cwf2Vxzzb2cCldoiACyHAL7ohGOXi044fv06UBaAADC5qMAZOArjY3MLIz0VeSwmkItoAI4ERDmgVKpDEBwcGBxiIQjgdYoNFCIzINvX9zcDnbRL+YFa9AQY4BHppdrqgPvSXUbhuk+Cvpt7x/4a4Byy2WM7NLOflIbaY/fN2X4dSDlaEZkjAhcHM1c6IyHj0AHxSV/ZAKnRAeCNjQAQj68eMg02QgAyDzboPAQp6kuWwi7Gl12RIh3HZ3sODlRKehXdgA0QREdABzYAob/3pdm2CoBE6KtENghBW33JdoBVX8azzvoQ/YFXv0iIPxRhjQ/k+lDqB+j0pZ1+9CFYGEsAMTZ/YBdZQFsYz7Q1P+8S+tDdHDwzPtGv5wCf8FElnUT7Ij7w+7ztWoQX8QU6Evj5PYkIIoCZAZBwtg26YYsAfuDfF/WnbHF+pbcAJPAHaMwU+Ksnrzrq+ss5Rx0CfopisiZ25q5883FHrUSAEOY2QAYgMjA6xxANsDMi4EAiQyDi1CKutBsYAB8p2PsCg9RfpC0FByggAAx7Z4AVQYFY1CcIwb3UWmSVJQA80AC3SO9dfRoP+JGEdBwI3fsqgAA8T0f3HNAckAEgIgAAkiGIyObWPpZTIg46IwuHdD7dAR0SsHeXUSjphCiMrx9EA0DGKftwzWa2EkhQFuB90TBiBQ6g6AQfESitBQDm6MBGP2uivXbmoS3gmSMRPZEKIIq20n/nMACmP+ssqgM2MInO1hvQZH2iPHAjn9opARNZIABRV6SNBACSTsZiA32aj4M8GYl+kZ2MhN7mQSITUjaino70SMrQSO2MC/T9uk8J/Pb2RHbbAR+g5/dlw5FBGYA6WBEwJwFUhqnK8DevI4UtIWyxvpcAYpP5IqlzA8dGtWtw5fG78pIdCVxw9L9tBZrQbY4/bnnHLkM456RDB4IMggDW30TvDGcxWwSLR7AvEuCgBFCkdSI5hwcmIBP93AM/UIjyQChdBlipt0gr8gEx0AIvoAOQDAH4fVYr9UcSyIAgAX0CEUfWDx30ZXxjizRIRmQ2FpEJABsQSjk5aJ8lOam0GCnRExjNX1opEtpC+IKgHwDm2BwYCSI179ELUdFX9tG+m0iBRTslEkGQ7MMu+vZMe/te2QBCAOaiHl2BheMDGxKQpUUA1sOcrA9y8j09wHuPDj6pmRv9zUW9sQJPqTNQIQZifGAv3c8nAJxefRnwvqDhuTokhACB3dhlkErZCZuK7uaISCIi5ILclEnj0sO1OveuCV2QlTo2KepHBJMAOuWPAAqGykkEyoiAtB3Ygj8Jf2Ez+ZgIoA67TurcwBQh7ufz6o7ZyYuOusHyxqNvsLzomKPWf8zgjcfdaHnlsUctp1+W+pcSSZE6BLSYnE30x9YIwMJbdIzd3o6jARvwi7IirFLElxE4fRc9CXDaDgCtdohAVLVdEA0DkFRbBA/4iMF1h30d/hXZCacWyQFcCVQIADhFbPUOmziluXA6kRFAgJKsp/u7570L3BwVGM3PnKSxtgDABWiIAil4xxbIPJ1HIDVRn/OzFQE45NMXiUt32ZLzAoTglNwpvv7pAtBFVzZXtq+3LgiA8xf9vUsfgpzMmY6yF/tsNvcVxlrJVhCN+UYyQKVPERQRAGTf0IErsNuKALdoTg/6eIYgvAekAE4n/dPP3NlcfwUSfXhfSZoXAEdw+kRIfFG9e20Iwskf6QT8CESbuefn00rAD/wyABIBtL9va4wclAXLCGAb9Sf2SAF7ysdEAMl8sUFinW25TwlKYq5zdoA/V2qzY7bYbkZ+LMkBGN0CMGyLJl1kcOKe43MuzivKArcIHAkAi0wAwEVe96KOKCTScUKRWnvtpOuA4fwAyKX5or39PhIA+OoJknCAaFsAeMbUPyLoX6kBVMCSVhsTMOjN6TkpJw40CAKZaUsvegCnPszR1wKAEvURn75sJRCMDMSY5iKqIzG6y1K0QwIAjUy0lxXRtwzGmMhBRBTFzYONOTqHLjICpTrAV4cgpPgISomogU7UdW/OSEh2hKSMgxhkAcgQ2QCqsaT31lz0LJLbBjxqt/6vP+vmy7efcdryppucvLzpxicu7z7tlOV5597mcMot2nrHNf30Z65O/AUQxOXe3IDdPBCa8QBbG0QTiUQASs9d15YdkIx7OvJRtvCMPqRzABlAJ/6kU/4yACAX5TvdB/Yw4Vngryz6h7XIoPuDZAt+ssX4VToDIFsFPN+SgOcUNwGTxWwddJgogyABRmK0okAGxvwW0TWxmIAAMMAtggOxvb6oTjgZ8Cilx6KQ6CfC+vbLIQEGQYi2pL8hAHBgd6gG6PbUIqvnIqtsQFagjecEASEZgBLdOHspMQdDXK4RWukop+eMngMNUAI/4COQvslLz81Bnzk2wCIXbYxnbgAtsiMz80BMIq73kIwozSYyF5kQsgJI+2J7dLohAbZV5uQcHGCMbS2kvHSmF6ADPVLynm0ZKTtDTGxtq6M9XY0t+zBHpFaKzkaAIwAY4zH3uWh5/1lnLJ915wvWKO4ZghBhv/zss5Y33Pxm6zV/oSvw05dubG9OACvbojsxL2TI7voTqSMQYuwJesIX1QM3kphgN94Efe1dRwCdbRH3yrkFKL0H8rYC4QNmwk3XYW4SAAlrE3vJFsNbrB8xAyDz5X0AV1e9NupSsDbEBEzW5GI7zMhI2NG1bKBMgHE5A4a2sCIn5wdkKTIHBl5RBqCBn9NzOlETMOytAYxTcjhkwPm10V56DXjAI6r3wxlRVCQGJodlImpfDRABKSuQCejHmPp24MapixCcswgq3ZT+ywaABwDoJDqbh3MKGQFwA20AE81lPSKrrYP2yAxJeN+8jY8MZUPm416m4D3gN2egdK2eXURwkRg4lMiCfiK6OsBBXgCOLKS9QC6Cy2ZE6v+vvXv79fWqyjgeb4yClLaUAm0phEI5SLQgomJpOFkF5BQaRIPgASFgRSCo0RgSEkVN5IZARdDG0KjRGEDChRdiYkLEhD/q9fdZu18znL5rda29V9u1N/tiZL7vfOdhzDHH84wx52911zj0Qwjsze4yFzoRBMYuCMD8yIl+9oz+1mlfI3vzfPPFd22vOgCKDzj26Vs0p88Hnvfc7VMHIgA25EGXbExH9fwowuJDiNc89sQ3hFK63vFTvTL/U0YCAXxmA57r51tivH7jL8NVIgG+3lm/VF8ZCcCHOngRPEv/Sbib+Ep6n+1mBrCHbfKYBEAapEErE99mGegJheZiJgGU8vRTCGEkBmVkhucYjgGYHWBEE07GiUUSUROYObioD0Au15AEhxQFOal+IhNAABin1A9gZBKivhKgRf3+wEg9wCMKbWUDHFi7oq6oJiPhqBweYEROTslBgUk0koYChUgsA6Ev4CuBSn96WZsUuvsB4LIebazDMUYfdkCEsg/rBno2kZF03gZG9kAcbIE4HIciIAKEsgrPsgyR2vECKViDPZAldINuHQCF0LRpHESAAJGSMejRHY39QcLeXbKyLb2QEGAbEwH96f1v2j7z6ks38uYAbm0Qgfei8z+94M7t/gMZeO5XAGD0LqIDoj2QbdmD9AVcdwv8S3vgBNgIIRLQfwJfnXG9G4N+HR1807Z5iXEFt7IAWa7n/hCO35OIAAEkCECwDOhhKGCT6mfdlPCY7OGanIoAkgY1wRx8CsVSICWVZQClOoQBEEI/g1i8OgazERjWpgG/qMmBgUMkARwZQFGfU4tunJ4zyxQQgJLjAb++QAUM+kudpd+ALMIDsucA7sws6ssIXCxyXqSBDBw73EEYB/DKRgCUroTjyQQ4n6zA+RcwO8cjI7rrTxeXZUAjbaYjYIp8ohhwAILbc1kBMlCyCSIQ/c3fvQFCsh717GU8JKI9spBaAxdgya6MlV1kPQhAhAcU4t6CPoAqyjpvIzXEgBSsV39rcxnKPshZVsO2pf2+ybYIO7IBQBkLkL9w263bSx8Fm8jNbgiFXdiSX2j38Wc/c3v97Zcu2kq3gQ74tAnUno3FjvbDPQb9Adl3fYi0nUQC+gA1HzSmd6KfMRAjAvBesKqP0vEiAki/glx+r4SHjgKkc7/n+TN7Zc+9T6B7rs1KAGQP02cigHXAKQGepEh1MZjFAX5MZ/HqWjSjdDRgNBtkszi/1BO4REYgBEhA5Vgurzg+gIlAnBHwCaBwzFJoIAI+4CAcS4TirN6Bnrj8cxwQrVwGcmKgErmd+4k+gAvUQAc89JGiG7cjAQADU78WBELrQQCipewCWEVzJAWQ1uE8K5IBnmjbb/RAC7wAAoT6BHykyBayBDqwD1JhA9kQmzgPS/eNIQJnX7Z1KUovc7C/8aXP5gVUc1kXUFkXPZGu7EIGhMiQkvmIjAfY2QYZsSWSYQdjBDRp918dzv4ADowAhjT0cySzDtEWcN7+tKdub73pUrCQahdlAVJ/QCYBHIjZ0XoA1juQRhQEmaiLOMxFJ20T4O65YwI9jVlbdcblw/QifNqdlwyA/jMA8n0YKBPwjABgJkwVSCOAgB72JuAn/rzvYTk5EwGQJlklZaakCOWx2QT9HusRRmEkjGljbZpoxck4E7A4m4sg0m9RmMMrOTmH4YycHNg5maxAX8CUdgIFp+KowAvEAM0ppfwivjO+Cz8E4LKP0/bbPsLoArF0nmgjo9BO5FOaWwpPJ+AWzQAFYSEExxHgAxwZhizGWukNaMhPBlHEEQWB7jWHzMjRqPSZWLt1mAfJyYCk+s7VbCM6I1BzsqnzNEAjFem99N83RGYdxpDaIwltgEcWwQZsiKQQg3GtS7290EeUBATncim3jAEhyyKQA7IRkX0PPJ4/d+vN248dgAdAwITgzOV4Zs9kBYLEb//ID2/3PP2GI9DrD7gABrgE+JCI7wgAmLVzB8COkYRvkUCg18+zOt8a07eeAzrCiQgiBmPra2zgLxMo/ZcFRAQIIDysJIAAjgM+CfgB/STZwzI5MwGQOfCcfO9ZSXGLQQKkxbbwSQwzC2BAm8YxgUIazxlEE1EKAQAvpxPtgEpkchzgkAgA+PQDQATASUWS+gChqCfii/x+Susv+ghCEH2AE2GYH5gAScRFBqK3MTxrZ0wA5uxAwtn1QT76FRkDuTYRGRCL0sALXNJ0WQCwOIsDuvMnInDJBWhK78iAfsjEWhsDCSBEgKazUgYA0MZEJgmwR5Z0BW7kgDCQEUJDbjIN+vuOcNjVfNrSD1gI/YqMwBIZyC5kRnRHQuYGonfcecchvT8cAx7NCKyX/azLfQd/ED0//5QfPPIVwNKfAKs5kAHfAWQlAVp9kYyxRfJAmtSv9t6TyCCysLbAb1zP6mabNQMAekfd7gCK/jDQERkGZh0CKIhO8EcA4e2xJNyuWL5iAiAUmYCfiqWsxSSBvrsA4GcM4pmBMpyN4ARIgLOJQByOA7pRBjrAFDkBDPBFMU4s8klzAQCBcCIAAEZkwcG7T/ALgAgu0kj9/eSHAIDfPI4cQKqPowSgOloYp78ydCSIhOiBfIAGCOlEd87sToMgCOdn4wBtN/sIwXeRHkAAGwGIXi4UAQewvOeEMgR9AFeENZ9xEB+d6csmkRdCKKrLsgCwSzP6IgiApi/bsWWXfYBvLMRqPnsgM3NEoSddAJ6O1mBc+1hkBEziHWiQl2zGWoDmoVtu3N5176U//jGGDMge8gPR8/1P+aHtHU+99D+flSWyH1Kz143RHObtnsA3uimbO5Lga8byrH1AVkdn4yiRgWd9rRH43WEgFPXNG5nIQIC/8z/fXn0e6AVGpXoCI0X/GfnD18TYfD5O9nBMzpUApsx6incMaKERQEwY+NWVJknpbBwnkAoCB+cDLmfczt8iJ0cEPI7OaTk4AHBkTsthRXxAAwAOI1PwbhyRX0bhGOCZuP3vUhA5ONcjDGMhI+ObT2QSAQkCUCfdpSdQcMzaykpEdRELOJCAjIHOteXQCM+6RVMgBaxunjkx0HtWJ6oFEqA0txJokYqondDdXMgIYUipyyQ4s/GM5XjAbmwrY7IWF5AIDQEiUvZ0l2EPEA7iAFL6AL1I25jAYD8DpWcA86ydZ2sCvlcf1vXIs2/Zfu0ll/4PugHprgMY/+CQ+j944yU/ASx6O0LRlT2BGzADYJE4UpBlAC8JyMhAW6JNRBBZedeWjt7V6wP0ZQCNZ15r0IfQe14AygD4Ov8PA/AA8FP6+a9yEkDPKw6T43A6MZycigD2Oq+Dp9gEPcFeFiDy91OgBU4GXIWhSpsY0Ia6iBJRgYOzceIivohHOHsE0DlaFNMHQXBUgAdYAEEYIqIba0cK0R/QneuV/WEN8S7SARHwcziEhGiUxgIG43XGBTYRmN4Ih27S327eRVv6yyCMixzo6wjgO+BwLpFQlPHM4SIGzxxaWg38xPhIxBrpYc6OGoTu7MQmRWxjBAy2Np+MAOmymXsFxIdYZCz9XUFje/eMONKNTsaRpRAAjNCByP6W6QGbtfgeWG4/tPvgzTduD918w9G/k/jF59y6ffGQGdz37EuXafoAHKKRyZgXQIETCZgjwPIj4zZ3wLZm2VQXkdpbPzF2GQtQ+zbFd2IuuuvTuJEJMWfzz3N/BBAWSERQ6h/4VwJYsbdic5WT2lxWBpCsiqQk8U7ZCKCFzSPANMYkACxZ2oYAGNoGAwUHDHhABsgc3TugcUj1ortvBBg4siOA6A+oZRGirzO8n/1Ef/cLLveQAiIQ/RGDvwtwBAB0cwCP+RCNZ9IZH0EBBFB7F0HNBZgclgCqKAvwSElb0db4ARngOVWRPnCJsAAqciNG53M26SztHG5c+vWHO77LKrRV1/0CkObwSlEN2RBjWZO/fUCGSEM/pGY82YuMgP5+NjSPPtZHVwQnKtOR3sYvuiqL0gBifmQAXPZ8EgVfCFj0MqZjESKVHbGDLKKs0RjAWx/jGceYAdc3JQDT2Zj2w7j0ZRfrMDb70z07JWUSCMD8ns1tbHOZ09oI8HcHEOAnCVQG/ikT/HsEQPbweRo5EwHsTTSVmASwSuAnXQQG+AgAITCMyJABCWdhYJtigzg45wM+TokAOGVn1aK/iCXiib7uDYCQs/bzGCJQ7/wO5CJ9f1vgXgAJIAT1vusnenJ00RrogQgxiZayAuANdDIAcyMZcyEAzsJRrAdIOJ1jCkAhKu1KZ0Vn7TmVPkAEVNJsF4NsYd3m8ewbGyEPfYnxkaZ0Xz8k0dlf9OtoAQhlAQQRaIOYHnnkkaM7kDIatrd2/d1JGN+atUVgviEK+8BebICUHTeMbR4kRl+ARnJAjhDSA2is29771hlbliH7sLfWBLyIEuC1E2mBvjUEfvVKYwBy0d0esBmfYlN7iQC82wNrjLzsGf0iAGM03iQAOk/wIyY+TfL51feVHZHDyAQ/gbE9ElgxeRa5ogyATEWmsiRlPcdmc4Fz8UrnISWWZLhIwCYyto0uqhQBnEtFW4DjhN5FuUkQRWZloO9s2yUgkEt1+2WAk/VzmAwBEcgARHdAkKYDKkdBOgAMTKIGMgAKQOCwSt85LEBzUM7KebR3AQac2slM6GgNAMNBOR2gGN86zI94pK6AJtobw1hs1FEBkEQv+mhv/CIbp1YCkHmMr65UWH8ZBEBbu19DnPuRbWRiL+iAZABHPd3Yl07I1zPb2hvA0hZpOBYAIFsUrb0jBlE3MBP6+EZ3YDOX8ewx0CI1erCV74Rt9eFDxjIPXzIXO5q/aO9df3cr7GFtfMsvJGzDnsBtHwiwG0edEtGYs3WUeRB+LCvh0/n3eu/F/8nMksPLvACEscDfe7KHzdPIFRMAmYqsshIAaZGTACYJYMrYM+ZmTM5pk0UmGwdcHFu055jAzjGAD/hFq44JolPHgLIAQHdpx0ml+6Kcd/W+c3g3+10A6s/BRTWXekgH4SACzsSJgMr5t5/XOBd9CUfleBxElOCkpbTWAnBIBunQUZ3vHJ9zGl/kA2TzGLN5iXkDP+Gg+msLKDID8xd5tdWHFN04M+AgA8TBtogSCSBFBIWcjGUvzEM/GZG21oAcZTvaIVG/3yNKe0ZfcwGMfbXvAGF/1RmT0B048gl+gBjYTEDQJsI0d2TZOvhKa0EAiMAcSm3ZsTsMPoSY7FdHAZGfrdIn8Ad65fpMN1mMeb2bzxq7/LPOSCBx7k8QQJG/o7MyEghPK8bIHi5PI+eSAcznVSZjRQAuNxBAC+YEDBARIAAbbrOwJwPadKBhWA4cCXBS0XXeBwB+6T9ScGvtEhC4AUspknpGCBxciQSA3zMgIgB/nedXgv7eAAFwHASDBJANBwJuQAI2gAAgoEUEnIlTIQOA4RickrNwWBFHG2P2ywadrAdwOWY364AuOhmLY5qDeDc/pw3cbAUAgKWfyMtuEQWHliH45uhCD3pzZGM7KrAh4MtK2BjpWTPiszbtjEt32RSdZSVIQB0SoK/10Z9+ZXb2NcKPDM3PfpEDkABOmYA2ZQcIAWCNz0b8ov5sAoj6lJYTtleyp33Tl170sx42QG7ejW++CJOtAje7Enr3bj+Ru/kieevgw9a4EkD+npQdr8BPCqbKcFU5MXkWOZcMgAT4+ZyiiQUF/koy2a9NjwQIA3YkyDmxuAjp/MwxgZyzxupEHQJwBpXKugPgyETkEPlFJ7fwEQDwifqAjwBcbskGtEMi5hJxjAsMyMYzh+FUHLzIwWk8F1k4GgIASM7BkTkUh+O0Sn9I5O4B2TiyiKgcM5AjEhdv3XwDdATiuznUAzgwmI8exkeY9EBWiMfcdDGGuawdeDufAwgAu5uQ0pddaW8c+toDOunHxvZAlLdugAEKUmYCHEVG0hkdYEqntbP/fIM/AA2Q0dUalZEIfwC+1o3UWrM+7GzO7B5ICZ2Mp62+kav1WJd1qifWE6kS8xo3Emhc70rvdLQ+vovsEEAkILvh9xGB98APG7DieRLAlDB1JeAnV0QAE/TzfcokgDKAxIIBnyE8I4AygUgA+AlDAgwDt3EcUPQXdQCa8/VTYH+s45ufqYCeI3cfoL1jAbD3F3yPPPLIUbrvLuAvD8D/1m/++va9n3v99t9ve/P2nTffv/3na39m++obX7d96BD5RX/ZANAgG07DCYGHg9h8js7pAJQTlfoWNTgrIkMQRS1jIiL6OlOLzMAF4AQgARHpiMLOwQAHkMT5uGioPdAjC2P4BsC+mZsuZSBSdGQG6GxLL30Bgg27Y1EaFznQz92DdF8/tkWmjkT2yfqTzsdAa2/tJwDRw3jAh7DUAUx+oS3QqEtfZaAqMLCn/ubhH9YItPZDvedIyRwRg+90TRfrthdsyA72DUEYQ1tja2c+INdP/8hLvXcSSc0MoLuACCDwW6c1wwECIOFkzQQmCcDYxORZ5bIJoIlXBQJ+EvgpXFpjUTMDaOFlAXPjiSwA+DkS8GBzm8ThOTQAcj4RCAEAkcs6hCBiOxaI3urKAkR/4i/YEIDb//7d/IcP7995w33b37z/fUdZAHFs0PczD7x7+/d7Xr598iOX/pUbaS9QAAsH45w238bnmIDN8ejNUTg/Z+FcnApxWAvnk3EgKBeL3UT7+a402rvUGvE5/iBB5OObqNUFJPEMmMgCYSEBIAd4AGFDzk0H42prbBmHb0RbY+nPlmxrPkAggOssTl9pP1L1HUhK1UlAIO0n2yAv+2d8c+kHWPYdOLT38xkAAbxx2BeZsKPv6tk2ALKr6G1sust41Dn6eLbmiBjQPRsvEmht9sX6lPbWGOrn/YIx1OnX/MZR0o9u/fxnTR0BgN761PXO9wP/SgIT9MoVZxODZ5ErzgBm2XMS+EnvlAd2pYVN4CvJzAIYjAGBicFtVmxsk20wpwVCDkpEfuIeIKeVBSAETi47UOdoIIL7GRDIRV7R/79+5Ze2r3zyE0dA5ND+pqDbdxH5I+965/Yfr7v3iBA6CgAiByttzPnTm6MQzsEx1HE+Tq+vc7RSVAUo4BVdAVsbpe+iOWJwNyDy9j0SUGftCAIg2YDOjaUkAF8mQADI+OwDOHTT3rh00b6fPq0PCPSxXm31kZ2Y192KPUHYRUGRWmn9+onkiIa+6Wjtzt3AJkLrD3zsBkDEGEA1M4jqIlX7QCe6OiI6RgE+2yFSoKYDMT5dzEcAV73oz8YyHXbQDtC11QaRZwNibvrQld7GSq+iP38mRX111fN5vl9QjAA872UAYSoJf2eVczkCrEr0vipJygLKBFowAphSFkAYEJhmBhBD2yAbLYL0E11SBqBeFuBZBOQQ2ssYZAEu3Fx0+e8LvvrFL2zfe8dbj+pFeEcF/b0bQ3orIj/8U6/a/uy3Lv0/4wFOCSiALBIDDBIQoYCAcJAcwztH56AiMyABhHUBtOfSUTIzAKTn3do5urb6eDY3UqJrmY4I2+/b+huv9BahirhsSh8gAV46mUM/fbQH1iIg4AErIo6U6YCcEKLLVO/a2jNrDtDmt16E41jBbqRIqh7QABmx0ClCNYZnc7Ih4OkDaOawjojYOGzEHkrrslfWRAdtW0ugLsgYAyER67BWa2QzGUT2igytsXsA+hH62f/Ia0b7SQAIIQJQhonAn0wCmJiamDyrnCsBrIIAZtsyAFJqk7RgRkAAjFIW0F2AKIL5bRbDc2iOwzFtrsgumohCgcDRAIhFe5uPFLRBAP4eXhvRXQbg5v/rH/3w9vXfv/TPWk1C8U024IgBgB/6xbdsX3vL/Ud/+msu53FExGFyWs4pe6E74HMsDmwNHIWTcy6RRl9RkNMCOicDPBGY4zlGBER1gAbwHFV0I+yBnBCddTm705d9kIljCJDl/J45PWelj3mKnOZoPqAldEViHNt6jEcv79ZkXAQki3C0QkAuVxGJOQDUdxecbMaOhG6IE0jZiF7sp76ztTn4AZ8AGs8FBiRED3Y2j3e2kJFYA3vyE2TDLuycPfhSJGAeQFbSgd7a2k9gz2ZKtpJB2Sf76Dvd2afjCeGzHQFIQS3fVtdxIBJIOgKs4CcTZxOTZ5XHlQCmlA1EAhZWijMJAPhjQiUjdY6y2TG9jbOBHEXEEbE4bkcCAggIAEhFJBFd9CccEBkAtxQf4GUC33rfL2//+Nk/Obr5B3ikofRPWEmpRWx17z6A6tv3v+GoHaBxFA7D0QAaWDhH0Y+IEF0ccSDf9etvCRxT6M3hRDBjGFP04XiEo/umXuQnQKsOuNRHgNaN/MyBIDguuxkHMDg6Z+WkRS3fpMgIAIgA0xwIQOSkP8cGSM/App9na3ApiVzpYC/ooY19QxpA6U+uARFhlJXYR+2K8PYWoOinb8cpflDUBBzv5rZ+ttYeabEhsW7j2xfv5qenZ8RgvcBvLntSiu+dfvqyARvTSVuiX6SgrXbae7YGuhJroTuyKgMgdI8IAr8y8MPC3h0AmZl1OFyxeVq5okvAKWvdVHLWkdL/yqQMIAJgEEZivCIpZ4jpRQcbAJQuoZTIQMprk7stF/1FeQQAxJzUN5GqaOk7MH/j4x/bvvaxB48u95xlgZ1w6NJi/T75rnduf//zbzo6F0cUgGZeEZdDchhg5xCcn+Q4IjenMa6sQTYigzEeZwWIRHtiPP2J6GMOYwAssnC2B1xZhAzBGq2V3hwfeXBehKIO4Iqs7Ao8kY2xrcOYQCo6E6QFcNbC9kgHMWhX9oXE9AFE+hkPAQKCzM2xBOnZP/YRgYlxA7j9TTe+IFLSTxv19OUf2iIwwANeQm92A3L6eaY7Yo6kCbvpZ256ATAbqUOOvpMIJdvYB/MEfqIOgSAPa0ocKdiKz9K1S0BlvwaQ6fcFxYmPmQWsuCIrPk8r50YAe7KSQOzVQlpcgvHKADIMIzFcJGDjiwiAxeCYnENzPuAvHVcCpTRYlO9egIOqB2TAleq7DwD6hx96aPveIbX3bwy4F0AeRQzOw5mA6l9ff9/2Ow+8+yhqIxBz51jaBlhAB1YOxmGAU1QCSGBXz8E4Z79icGDt6AdA2nC8soacVlQ2fudTYq4iFudXsg9i4Mx0YDNtOTxHBja2RA7GNT6dALsx6GLd5jevtekvm5JdsQHyRbBsyw6Izbx0RDZsIvWOSIHDXgK3/QVk7wACCPa9qBjYRXn7ilC866sPnTvzk/nsWEQn+4KY6GNN1mg8wi5s4htbswVbspk6hKh9BGA92ivZQzulfhHbzAT4KxLgw+tRgFhv4I8Akgn+vcBK9jB6GrksAmjCVYnq+7anbBnAXBSprmNBhoktVxJgTIYtXQMUDgeIRWJZQX+nz0Gl6jKCLgE5LPCLvr7JEPwM92/ve+/2L5/43aNjgRRae47MqWUZf/yeB7Zv3Peao4gtg+hykVNzFI7OOUQTZSCno0jJKenHkTmOOoQFSH5ZQDLGsg6RXN/STgBsXPVKDifKADJnzkH1CfB04qDeAY9zkvTTBgCNZR4C4DIL80jn6UgvAGYPxAJUZV1sza5sDHSIztjGMbd3BEA3Y5rTPtpjjt5+A7xAQD/AKcL7pjS3bEB7PkGslQ79LYM9t1fIlO5sydbI0poIfehF6MRubEvU0btjlr5Ig72yq2f9jIks9FNPx44j9iUicHSyXvpOcivyKyOA0v+JEbLiiYS5y5FzuQPoedadJGUBeyRg0RbPGDKAnCKmZ8CEczCsqGWDbLjNRwSclTPaeM4gPS2dV6ct4TBIAAEoRXyXV99+25u3bzzwru2Th/aiGkcC3M++9jXbP7/kRduDB2fj6CK2jEJ0BAbOUnrOIejGUdQBjzE4pLsJ89ENwcgkpMbmp5P0HUnoY22cCmDMAQAcbzpawh6ij7mBGAA5rLbetY8stPXNWOo5JWeV/nJk2UHEQQ+CnJCS7ACA6ILYrKnjT0cRNrB+a7cfjkrIElDpR1+Ebq/te8Rv3xGA/aWneegPOMYrFfeOHKzXfAhaVtWRhx94ts/sFtiRD91kN9pHpAgAwVozmyh9iwQCeCBnH32Us7/v7Uvgp2fHIH7cUSACsF4SAazYILBTOWVi8qxyRQRAUmBVahWgnzIX1mJXAuAMEQDhLAyZET0zLoflZDbZZvtTWSmgKASYIi1AAatojxg4pLSb46r3XT2CkIq7E/j8B351+/ZrXr194ydfsf3Dy1+yffPHf3T79L2X/ply/Tm6Z4TC+cwJJEXNRL325gJ2ZOPvDfq7f8cTt+buIGQcsgDHFWMDmzFzNGMBHBAUyTkaECjLAjghB9aPeAcebZyjc0ZObSwO7d13RMOhiX4ICFhEfOmwyEisTURnR0BCDqIk0lHq47s1sC1y84dW7Aso9KFrJNDxz54DgWdkEODoZ73mppM10Jf+dEOu7Q0fUCfl5xdsRidtjYcIyhqRQTZCLNnMsz7WoH1ESm/i3TrYy3OlNt1V0DGfFbSsFdHyZ2tr3QH/uMgPM3u4WvF4VrliAiB7iu2JhSgfiwAYglE4gtQoApAFMB7wRwAMK6LZLJsEfABj0zkEcEpNRSfZgehTlAi8InjpqygF/EVohCDFBd4cyzOnLgL2ExYSUA8InIsuAGse84n2QGBcF4zELw+OHf7BDe/01I6ekYa+nB7RcUig5WgcTFoJFMgBCbAFUPiuTsk2wMxB+65tGQCgIAuOC5DmAV7A9g1AgN0Y2hH6qLc+NtGWPQBM/+a0D0iYsLW162fv6GE+ewgY9lhUL/PjA/ZbNHY0sU7trNn8AEt/+450zC0zMY8MgP3ZC1nQDRloazyld+0jAGNFAmw3swHf2M/aEC99sq367Oa5iz/gB3q+al2l/tbXmd8aCeAH/jX6rzhK9rB4Vjm3DGC+rzLZay6MWOxcMAMwCGYkjFQmUNrUpRHH4cTEhthEEcqGAybn45yyAiACLuDnIMCuzjuwyQCUfrd2XwD4LgxFK9HYeR8Yu1fgYMZBNpwRYHw3X1kA51IH0LIMkV3Ed8RAOsZ00Uj8twiiP52MLVOgLxJAJkgGGK2J4wIrIHAujoYUOB9bAAqH1IYzctTO+b5pA3xs5juntwYgDyB0l86bl04IztzWqYwYZEHaIT2iH+AAkPm1Q4rWgASQoYga6OkjaykyIgZlEdE7IrEeelsD0Jmbzr5Zn/XLAs3DfojJeqzbfAgAGdCLADY7Ii5r0o6+Ijt7aMOf2MJz2Yr5kadndb4Bvrokn7Q/1mmP+Cz/JQU2/j0jP1nBvxf593B3uXIuGcAqq8KkhczSAlfwM0IZAMlQjFYmQMoEOD9Dx8o2EglwBCQAkIGKAwIVcDnXAyUQivAAKUNwru8SiSCB/pag83kRWsnRgIZzAYMsoIhoXuOJ7EAuzfff+iMZczj3Owr4E2TfkRCwRFjIA2CcP4v8hFNyOsABZM+AxA7ZI7CQIru2IlMk4JndcmZzlD0BLjADvrXSxdroo/SOnOhJ3+roD3ilyEBkT6xBO+MDWMeQoiRCD9je23v7TFd1yACYtSGekb35lEBt3z3T37Nv2vIJegCs9dJBnf3jJ8ikyE9v35XeCRuWObGpMdTVPvvStT1obZMErIf/8ueTCAA+9sC/yh7+ziLnSgBToankHpNFAIl3i+8IkFFyhJUAIgHG7dwLCMBhM4vAHJOjclx3ApwU+IAfoEV4ZIAYSODvEs6ziyu/EDgaSGH19Y44RD+pJ0fjTMZ352A+34wB6P4TX/8yjj+CcdZHKojBPzXmrxBlB6X9CMQY5pZlcFARjAMHasLZci5SWg3UHBXIKtnnVYf2H7z1GdvHb3vW9vY7DpnCo/1zak4v4tOB3nQwP5JEmtaHENiRjtrSzTqL7sBnrkhGSW+koi8CsC8it3ntXWsAGKDybt+lyqT02bfS+gBLZ3uOaPKBojiCMJc+ZQrEM7KwZ8YiyMA4vpvHGAIKu2ivjr7sqz6CQwDmjFwB31oA37O1EBnOPAKUBUxfX6P/xEsy8XYecu4EMJXsPTZbxbcWa/ERQJkAYZwyAIaLPT0zJqfnRDbKRth4zsERbTynFY05J8fmqADvMhCYpfuiNLCplwl07pc1IAQA0Ka/I/CLgr5Awak5CGc0H2CYgyAfR42jPzA6AN//Ysz/dETE918e+h+R+Jd23DvQA+iM6YjhaEJHz8YFIA5rfZydE5Ium0qlSVGIeH7ZQb5w8w3bZ265afuF256zvfH5d24P3vbs7W+feeP2zlv/799UcGhz0ZuwgzUTurAl4Mt6tAN+JECk0vQDhuY3tn0BMiRmP6xV+g2E7Aa42rafIqU9j+i9WwciYWsR3Tytnd4AGnCJObWlK71kIOymjTU6pvhuTASuNGYkwbaI1Dhd9KnLx4xB1NOjzMo6gN26PVsP4FtDGUDgLwPg53z+JAKYODtPeVyOAGQqTyboe5/1LX6SQODPWKSoEAFgWoa3OTYOi3O2UlhpubSUIAEgy7H7CVCEB34O3oUgQuh+wHd9gEA7z0Vn515gIEiHg4uQyEYELdX3nxz7p8e/+93vHv2vx/yvxZ37HQv8/IcE6IJo+smyqAssyMS6cjpS5OaUxDeA4GgB754DuP7upqdtrzyUgAYAjhGARz79rFu29zzjpv/NFoyBaKzBOunDTh15AAog2Np6vSuBiO2BCnAiJHrQyby+GduvINamT2BrH5EH0Nt75YyidDSOs76x6AGMnjtqND9Aam+N7MaGns3HZkpts0PP6s2hjXGUE/CRhHp605dYK/2ttWgvE/Ac+K2H3yKAwE/4+gyC1wQBkLmACf61TmnBlTEi40gFA3/HgYzoQgXLchLObXM4t82UBQAP4EQCpeScT4oP4JyakwO2uiKwVF498BOABObSYuNoIwMwj6hkTs7pWUREDohAxJMFOAb4bwr8PwdlAn4S8+8QOgL4F4ccSRCQeTsO9FOjsYxd1MwRRTsOyNk5ujrOzwb6fOV5t28/e6hjF+CTTbADu0h7jfPXt9683fOiSw7P+a1DX7awzmwku5FWG5+96YH4WjNAe0cEyKS9EQUBw/iASgdrM7934wF4+wg09pfoV1ag3lr1M4Yzfqm7ddAHSAGRGFd7tmC3wG0OANY20qpvqT/RVp1v87v+jU8803FGfL45gV/qP4NZWe5e9CcTK3v4Og95XAmAzEVMAfY9iQUTxokEKhmRczBulyw22sZwKBs9IzJx9gRWF1EAHoCBGbABToTn7P1Nu8jt3O92XjQUFTtOAJG+3qWX5uNkHMozMLogk2lI5UV4Z36XibIB4uc/PwP6VcB37RCN+wU6ICV6AWJnZ3MqOb8sR5QHLOl1qTggavMbh7V+/VWvOFpLl6LW0VFGPV3f/uK7tz+6/dI/r8XBS4uRhjkiRSn/BILngIcwIg3Eqn8EUCQEOmMHKMAjxqotIgtIomrnZv2909GcgG9NbG8MdZXdLRB+oY54Zis20yYi4C+yCTp5Vgf8rY/OhJ76RTBT6MwPlemclLHOyD+BTybww8KKmT18Xak87gRA1oWQCfpZlxEmAZQJAH7g72wYCXAebGzjsDcgclgABQYRDwGIPEAAmJy1aA5oAUO0c9HnXwnyr9r2RznG6C4BeRDkIirmJMDBEYFH+y77iNt/Y/lvDhCBuZAPXQjwE8TTf7tAv4iK3u4lvMsU6GGNgAeowCBj8EynP7z/TdtfvO6+IyIpi6CDf/YsYhFJ6e1/y83Z2S9HD7DWIYNCINZnbQAYKICdHgRRddMPGCIh51ciAgD0TWl8e1VELdoDjX3V3n57V68PgtA+8qCDDERJL2MDcWOSSAUBmJPOzes9QtMPOVRXMGET9tCfjsZKmoN+9KW3tRb1I4B8NwI4DvwkPKyyh60rlSctAyB7LJcRJgGQGfkJozIywbhtiE0iNk1ayik5ubMqsAJCN+xAJFolgO98KhXv3O7v84Gvm2/9iWcABCrRHuCUHJFjckpzA5p/aATogA/oXSqa25h0BDBE4KztO+Dr10+X5gJ6JXAhNccVfZCXKM75lRGSNP4jP/HK7ffuufTvClg/cRTxHzrpW3bEPg/f9byjfp3vI1JREKEgFms1jzoA0QbgzIVc6WusUvuiJWC0T6IkkOmHpM1nHHXaAox91E7U1xexA3/HCWKPjU/ow+7EuMYD4kBr3I4X6s2ljTHzlwiBRDLaRjqAH/jpRtJFvSAE/AF++mgEUBaLAC4C+MkTkgGQvUWtUgZQOQmA0Yr8MwNQchRiM0r7bLCUnFM7CnBit8GcWDQDnAhACVBEJHYZJy33HwOJugAHKKX/gE+AQnYh8gJ/RwGObW7P5kQ4fm502WeOjiAASS/HCeOqcwwA/nQL+OaKaIDMz4bIwpEGKIFWJBaluxz76UPdl+9+wdH6nf+RjTn1p2uk9Y5D/8/dfdcRuSAv0dAYvhtbf32UvrMtIAREwMs+SM+6kQLgAk8kgADsGbCxDx3NA5BABFRKfRCMNRkDeO2r+SIGpTHpAax0RjrGBFpzBGpEQOcArj4i0JZ+6UkCujk749NBnW+eO3oSz9Ym8gf8Apbn3ov+MwOYwN8LiGQPT+clTxgBJHsLJNMIxxEAA05mLeVSEpthc2yaTeaswNgllUjIkYFExOKwBMiAEthlACK0IwAgqgPOjg9AWRaATDg+EgBQ4wKDOTmwkphbdBTZlTIKoNdfH+AERHcGHQNEaJePMhUgp7c2oquMwb+qgzCsydzAD6Daa1sk/PKzbtleedDFe1lCBCFyGvNLz7tje8OjpMVmvhkPSZhPP6V6dgWEHD4SsAY2UhrXHL5pVyQvNQYYgDNW2QYw9m4eoPWsXn+RNaI3ZntOzAPQ9Q30wG1s4hu97AfdfNOO7oGedHcQ2Oc3op6PkdZXICJrpC9r7Z3sXfxNLEwi2MPQecoTTgBkLnaV0xAAQ3e+4hA2hSNwLJtiAzkAZyYcm6MXBTl2JACEwNyxwKVfv787I0vLpeHAiQDU6QP0HS8Cv2huLtGI00UGCEgmILswR6m7cY3pAk9fUR/oRXbzujfwrm3jK4njChIxn/npIeoigUDL4e994V3bw8+8abt7AEKkZA/fP/78O7dPPfe2I8Kir/Ko38FOxkAE3gHLNyBla3YHaM4PGMZFLsYwfsAiM9oWOdsfbfUh6rQ1n7l8QxTaB3rzTTLwLZCak57GtQcz+hsTCRg3XXxLR8JvjFPUn6V6vlXEpwud+GJRPvAHdNLFdcDfA/8E/Cp7+DlPeVIIINlbcBIJrAQQozJ87KvMQZCBjbTBHDjn4vCRAAIAXkCSEgOkSC/y+lt9ZYB3TvccWQCtqO9df8ArOhOA4XAc0TNQ+i5SA7ILOf9EuexCJiCaAxvQAr3swyWhy0fHEO0cWbRzFPB7NiKgt2fObj7zmAPhcPSOIp7vvfO528M337B9+JANvOz227YXHRz/vXe/cPvSc565feyOS/+zFcDTHlCUwKc0LjtWmgtwgIKNAQMgAAUA9dMWyIwr2rK/4wSiMwadIxXP7GSsorhv+jZmwCvzAHx7rQ7QrVV/fegXURFjKltjUvtSfxE9AjDnJIcyAus0P+IrmwF8/sgvT0MAfDngT1n9fw8vj4c86QRQOSWjYMm9LCASKArZCERgg4jNtMkcjBOLkp1LCQLgjN0PALMMwM28c7roKtIDHbAjC+0miQR8oDNe2YW5OLG5K5vTWKI2UDt2GFf24RtdPCMFerh/8PcD9HA2p2P6IADrMR+9Ag+wIQXElB7qi2BvueUZ26dvfNr25zc/ffvoc27dXnpw9LIVIAmYnoHAN+BsvUrfjakNYHsPPJ5bK/2AnX3YjL3V0Qmo6Ax89CLtnzoABsDGVfom8gdA7e2/9vSgkz4kICvNFWEFaO+TADxPojGfdsYI+GU9fC2ZUX8CP38t4lfveYI+mb6/YuTxlieVAJJpAFL0TyICRoxRSeyr5Bw2qchgAzkFh+OIhDMrgS3HVAIioAGfCC+9D3CiL1Bxfs6tbxFbag8Y6oDH2AAPOBzK/J6RkDa+6wvQwC4jkPZ7B2xz0Ue9Y4h7CPqI9oijY4O2gU1fzyKuuY2vfUDl3Gwxj0nAwPGLdAGAFEXV62/MMii6IRZ1xDzNFRC1Q1BshggCvPkBzPzKwKWkj3rgRiwRZ3rYz/ZXac+1BVR9SaDt3fMkgkjNeNao9O678SfY00sJ9OZEOso9Auh8H+CL8vltddWvMn1/Dx+Pp1w4ApjnoUkE05iMHQnYAJthgzhFBGADIwHgBEIlJwUSTloEBXRpPoB55rxIACGok/pzbIAHfGRgPIA2nnEJggEQzlX08syRtddWFDSndN5Zv58XzYdMPJsXMfRLg4iOMFxYIib1xrEG5GVOa+lXDvVAKZIG7sAAXMhCHdCq90zYi75sVp222c0ajAlAAOqbrIPedPBdPWJiC+MY0360RwCmjn2MD6zaAah6+tLRPMjTHIAY2PUHyvbat8Zrz41rXUQf78ZqnkRbbfQ1Dj2Rk2difJlGKT7AB/6y0Bn5SUDPX/Pd/HiV6e972Hi85UIQAMkIq6wkwLhIIMNPEug+oAhjYzkUp+TAQOEZgAEHqAM7YBERTT0Rdd36i7KiH2ABfcBHCMBhXADwbPzm5kSeAWa2Mz+gA7k5RH5R3TwIxxHBXwIiAgRBL0cGxxQXie4GEBbg6Wcc2YJ7DGsBQPqZN5ABNmDRmf7eASDwBCCkoIxIA1QAItoojadEAqX8yiK3vsYKeOwR4CJpY2tvLOO2Z5FTurQGY9hf7QJr4wToyur1M95cs3piXO0CP4LhR0V9fjVT/YAfKczovwJ/T/jzBH2yh4knQi4MAZDVKBlqjwQyvLJNsWmdDW2mjeZ4nAv4gNAllXS8CzxRE7hFUO+AD6QAhCQAUhT2HbAIEPnO2Y2pvYgHCEBnbg7FSTkoUtBu6oEEzN1lIyCbXwYC8CK+sl8n/BqAFNxPuBtwUUm/Li+JS0R9AFEEzbknGOgAcCSgAQYJLER7uqtjR+0DcoBlA2UpNYnoRG7tjWEObdUHuvYngibaaa/e/AGc/soZoZECAVjfjZuu6ssQfGttfc8e9Ehab+Pqz5cQQGCPBPgcKQgB/0nAX/15lT0sPFFyoQgg2TPSNChDdxSIBLB05zQEkCNxTtErp+ewXWw5owIdAvDOSTlwkR2QgF+01rYI189snoHemEpOzKEBn6QHMCAJehBAIMYAfiSAAKTvCAAxyDY8A7xfJvx1omzEXYUMwZ8YywoQBRLw3w+4N5BF0AXRASvnDhSBCCCKsJ7ZpZRbH0I/ACbaWIN11ld79gq4RXRj1re2EaFndSQAGrexvWvru/ZACID2tIisDKAAzd6NaZ3600U/bcyjfsokgyn6Ihh9jKG/+fZS/STwT/+cges40Cd7/v9EyoUjgD0jTVlJoCOBTeqMxkFyRo6BBAjHVnJeIO8yUHR3fgUEDsWBteHcUnSA7MigLbJAImUCnJcY27ycN7Ap1flWpAN8/T13jjeHuUr5HUUCN8BL/aX6MhLPfk6UFahDDKK/I4P7BXo1fsCgC+dmG1ETADi3et9bL+D6pvTOFnQ3Dvuoj0gJUOtvnYGXVG/txFwIsTrtzeM5vYjvgdN7UTiJ6IHTHEjLnuljv/XxTT+izlzNS7fGT7eAX3bBPuxCX3rPIwDQl30S/jeBr1x9dk/2fP/JkAuZAZA9o5GMjAA6c9mINoiT2PiAl6OJLsqE44jygF8U5+icClFwKk7iGZiKyp4dA8oQEIAIBhTmCPScyXPvBJhI/czpGWiRAALobw5kBsAeKcgGZCtdCHp3KShDAH5EoU4moaSjNVqT9XJyOhTV2IaDsxcdtekcD+T6WVeAVMdWxkWAyCESmKACuMYDpNYekNWzsfm1p5dvCJxuAbG9C9DGom/ivfkCbG0jDqKNsRovQiD1qb/Se3PMOwD6lfrvgf+0wJ+y5/dPtFxYApiyGi4CEPk7CtighINzBJtqozldDsAhlJwWuDn2mkZqC8w5CSDJFmQAQOAIAMCiJiKIPPQN+DkSpzIOR6eHPo4DojQyMDZSAWzABXx/+osIRHTHD+Qj8wBQpX5Iiz5IQRv69YuGPzl2nABm+pozcso2JFKgszUAd30qI06At1Zz0p3e7KVkQ+2ybes1H1t6zi7sQSZR+5Ze2c1Y5vUdaD0njeeb9vrVX1/PBIB9T68JcG0DOJnPfEg5I/+8Awj8fJBMAtjz19WfL5JcFQRApkEzeOk/sTERgM3LmWx8gCQch3CqnJuDBH7tlUS7HAhAAM/ZGhA681cHCDlscyXmJ74hCu1J/QFNVEUMiEBkB2SRHviBzpzaAjNQGc9Ya5pOB+SE3KxPFAds7bxzdDYCAqohALsAAAqpSURBVLrpQ5fSe+vUFqHo59369RW5m0PdBGZAz9aB0rN67bWJANSzR8RhrOqIto1bvXaE7hOwE7SBvzrinT7mpV8kkS34Dulir+ciPf/yjgCU3ifw13P+nv9eVLmqCaCNQAQ2ysbZpDa9TeYMoo1nJYfiWCRw5qCelRzOMxLoO5ABBBACLfEOQMADHNpztulwjUW0qa3xunMwlkygqK4U0Qly0CZwAysdOXKAAbL0tu4AYb3ISR/iu36ErsDu2ACI+tNJe2tCOvoE+AjRmNaij3VoYxx9Wy9hA6VxIwc2CZD0826cCKbniKZxkhXk7bdnYo/7FpinTxgjHfKNSCDAkwiAbxXt+VvvAT+Z/rnnvxdVrkoC6B6gzbAxZG5eDmFziXSuC6RIICLIYUWhnDyQqFcXAVRyeEQwwcVhOXnjc2QOV8rqe46t7FISIQCbMZGAi8lScJkG8BPtvDsK0MMcAY5Tew8k1plTW792AVlJN6XxEEwAD3z0Mqd1mZdt2Kq+wIq8uhOhK/3V+Ua0DcDmTz/2Kb1Wqteuec1jPdqSuRb73T6ve64M8Gxg7L7lA4BvbPrMsYl2pHd9zVe0L9gUgFbgJ3v+e1HlqiQAEgnMjWkD20ROoOQQOUXCERLOlxOS6nNcDkmAJCBw1MDLcaXagG6c+nM4wuH1DUyNpz8C0Ve9dyAq5VcPUOqRRfMAm2eOTF9j09M8SEtpfmsGEvYAALppG0iNW0ZjfHXpRR/f0o/u5tQGARB1ji2OC/RGJt6Npy8CyB5sye50owud6Bcwle0LUKrz3jftrSUwtu/q7H0ySaC+3psvP2Ana6WXOt/r67n3Oadyzk9Wv0z2fPgiylVDAGTP0GQ6g01LbGaSs03JQTgdR+UUASnn6xvgRxCBDhiAAhiASr0x9G0OzyTwEcAtqwA0AoBAA0iBzrjmDYC+Az+RIdDVWIin7MX8dNY3XbKFd/UAbjwk09/r08FY2hjLuzn6ph/AmIOY27xAHmEAv6NDdglg2T+gBS728e24Peu99gC+AjBQVh8R8IXpD82bmBvRtFdTj/oZZ52nd3JcBkD2/PciyjVBAGUDbVJOYKOnQ02JEDwri56E06ojHEQdcJc6Eu8cHFgIMKsr0uVYwNjYviVApD8BHoAknoHOMxAZN0ACl2+AK+oCn+8iLoCmQ0BGOuYOfAjNvIBrXsRiHJHb+PoS62tNRHul+rkGa1OabxKhOdg1MLUfJBDZs/bKe/s1+8y97L2+7bm2a7vazmftAjaJCNr/9NW2vkpzHCd7vkj2fPeiylVFAGQaeBp93Zw2cXWqHIDYdN8DR4Dh1EUH9Z45v2+cnsMDivaTFOpfX1I6GwnoH3C0D2wAJJKKnrKAzt/qAAvwuw8Qmd0DADDA+SaDiACM29h0sD5lpGA+7cypv3FK/62HfrXVzrj6+OYZ8dDfmNo2B3sS9g+gJCD23vcJ5CmBcK2b7/Vr7MR+rnMl6lciIPnA7JcOZM+/zD/9b8r014suVx0BrDINvzqTzbOpczOra+MJpw0kgZyUBQBxEc8z0S5QA5qoF3GQgNEY9a2eeNdH/4AlEieRQgAt3ZZqIwJ15gVMegCr8byXXTQfEvKNzsrmBfJIzDOdIj2RX71xlWUO2rEXIE2bKgP1ui/tjffKvrVf87lx53vPZO1LIvnZV5uelb5PApjvnud4jbPOk7SGKfnk6qcXVa5qAliNn9iwNs2m5hRtXI4QCRS5AjuQBN49EAcQ7QIQ8UxqF/Dq3/OcTx3Rr1S71L4yMGtjTmAk+pnLs/m9ty71AZ1MkBfdiW9TX/agl2+RS306PmgXWLJzNs/+yuP2abade1J9des7Wcea30igXfc8qV4528zndGvu9Ji61GbK9M2rRa56Aljfp9io6QTVVY/5ZzQAykDFyUU5YFCWIfiujngHHOAAJM+BqffaBnoAK1JV1zzATYrmQK8kE4yNa6wcmf5zrdW1rkkIns1jLdbgWV1rM/4kB3V9Mxb9syd5LDAc1yZJ5/lMAt1c1xyn77MPaV/Tc/afwkZr3Rx/znPSezLXfLXIVX8EmLK3KTkIJ/A83zmAkqMAStkAZwfKwKnsWRtl4AESgA34JID5DjRzDP3NNQHa/Nrqo3/AND4wAn+ANHd9yXRwa+7ZWn2bYl7zRR760898rSmdPWtnrPop51yrrclafxppXwg913Eae53Xe/WtkZ7Z1Hvj1neugTT2HPe0sueHV5Nc8wRAcpA9yWkCA8cJ7AEhmWCuBJqAmVQHQPXVdvYPTMrmz2m1MQZBAhGBsdf+9Ws9qyMbu7rsMO0x5268aRNS2z2Zc62y6jJlr29jNuesn2uovvf6pfPUv29J4005Sc8pez62+uDVJtcUAZB1g1ax2dOZOEAOAwSkTADY5jMA70mRH2ADaNI7YEcwpOiUw+asSt/qi0QilgilcdJ79j2tQ9dG+ynq5zjZqPf6TlnHnO/67X07TlpT/faksZS1JfRmt+p8T7yrr299kupPkj1/u9rlmiOAZN28NjhnqCQ5HQcigbV0XRkBACEBeCXQKzle7RN1U9QZfzrtqgOJICIA4jkdJvj1bUxiXclqgz2Z7ecYe22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