Question
If STUV is a parallelogram, the value of
must be ___________.
![](data:image/png;base64,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)
- 45°
- 90°
- 180°
- 60°
Hint:
Polygon is a two- dimensional closed figure which is consist of three or more-line segments. Each polygon has different properties. One of the polygons is quadrilateral. Quadrilateral is a four-sided polygon with four angles and the sum of all angles of a quadrilateral is. Here, we have to find the measure of
in the given quadrilateral using the properties of the quadrilateral.
The correct answer is: 90°
In the question there is a parallelogram called STUV.
Here, we have to find value of
.
As shown in the diagram in the question, since STUV is a parallelogram whose diagonals are SU & TV.
So, SU and TV intersect and bisect each other.
Both of the diagonals measures 10 units.
As the two diagonals of this parallelogram are equal so we can say that this is a rectangle.
As all the angles of a rectangle are right angle, so we can say that angle U measures 90°.
Thus, the value of
is 90°.
Therefore, the correct option is b, i.e., 90°.
Parallelogram is a four-sided polygon whose opposite sides are parallel and equal to each other and the opposite angles are equal to each other. The sum of all angles of a parallelogram is and sum of two consecutive angles is
. The diagonals of a parallelogram bisect each other and the angle into two equal halves. Here, we have to use these properties of a parallelogram and solve the given question.
Related Questions to study
If the length of the suitcase is 12 cm and breadth is 6 cm, what is the perimeter of the suitcase?
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)
Rectangle is a four- sided polygon whose opposite sides are equal and parallel to each other. In rectangle each angle is and sum of all angles is
. The diagonals are equal in measure and they bisect each other. Here, we have to use the properties of rectangle in order to solve the above question.
If the length of the suitcase is 12 cm and breadth is 6 cm, what is the perimeter of the suitcase?
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)
Rectangle is a four- sided polygon whose opposite sides are equal and parallel to each other. In rectangle each angle is and sum of all angles is
. The diagonals are equal in measure and they bisect each other. Here, we have to use the properties of rectangle in order to solve the above question.
The perimeter of LONMP is _______.
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)
The perimeter of LONMP is _______.
![](data:image/png;base64,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)
If
, then the measure of
= _____________.
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)
If
, then the measure of
= _____________.
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)
In the envelope ACDB, if AD = 7 cm, then find the length of diagonal BC.
![](data:image/png;base64,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)
In the envelope ACDB, if AD = 7 cm, then find the length of diagonal BC.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQ4AAAEHCAYAAABfvqhtAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAGRfSURBVHhe7b0HmF1nda8/Kg7Exl2WjSGNcgN5uEAIcEO43Cd5QgpguEAggYQSUv8kpJkYLmCDKe62XGXZsi0XyZIsy92WZbnJvcsqlqzeNU0azajLlsz6f+8+s2bWWbNmn3Omz2h/el7t08/e3/qt317ft/fZUydFK1rRilZjK4yjaPLLX/6yjKIVrVIrjKNoXYzDU7Si+VYYR9EKoyhaza0wjqJ1MQ17Xx8rWtFsK4zjEGuRGbzxxhty8OBBee2112Tfvn1d4PEDBw5kr/PvLYzl0GyFcRwCrbvk9maxZ88e2bVrl+zevbsMfWzv3r3Z615//fWOz2RZmMeh1wrjOASaJrdNdkxDjULBHHjMmkZ3YCBUIUU7NFthHIdIU7Mg2ffv358lvzULxZqDx75G31uYx6HZCuMY4c1WGSQ5ww0SfufOnVnyW9NQU/DYisTDexjuMP9hG9+n3120kdcK4xiBzSYst0lqTEPnMSID6A1qQL76KMxj5LbCOEZg02RV06Ai0AT3Sd8XYBr62QyDrFkUxjEyW2EcI7SRsBhGf1QYHr5Dv4chEMMhP3Qp2shqhXGMwGZNg0qAZNbk5n5fw+ergXCf25gHk7HaispjZLXCOIZ5IyFtUnKbuQyb0DbJBwKtPLjN0CWaOC3a8G6FcYygpkdNSFhN3P6qMvLQ79yxY0e2HhhZUX2MrFYYxwhpnM2p1QVLi03qgcB+L8ahlQ/Dp6KNjFYYxzBoOhxRbGMYwHBAk1ST1iauJjT45/U1/nUWfY735L1Osa/R21QfLKk+oqFLd9tXtKHZCuMYBq27xNLTxqtJZos1DpYktSa2Pmfh8+3tWr/Pwnv9UZfutq9oQ7cVxjEMmk8qlsxnkMia8LXgE5/PYclntbW1SUtLSxk83huz8PBZGJ49YcxvY9GGdiuMYxg0m1AsKfe1StCkrxWdwGxtbZVt27ZJQ0ODrF+/XlatWiVr1qwpg8c3bdokTU1NmbFo9eE/s1rU8DAQ5j3stuntog3tVhjHMGiaTJT3lPk9qQBsonMb48A0tmzZkpnD6tWrO/DGwWNqKOvWrZPGxsbs+1kXlpZaDEXfY8/5KExkeLTCOIZJs0MTm6jVQqVgK5Tm5mbZsGGDrF27totR5KHmsnnzZtm+fXv2efbze7J+vId18kddCuMYuq0wjiHeqDJIKBKL5LR76mrxyUzFgGGsXLmywwhqhfdSfTDM4TN1vXpiHrpt3OYIkT/nozCQodcK4xjCTY+aqGH0xjSoDJjoZK6CpLdzGZExVIO+n+qDz+Z7erKOoNun28p5KdoK4xh6rTCOIdrUNGrde3t0KMHEJhUChmGTv9ahiofP4DMZ9mzdurXDAPjOnq4772O97SUKiza0WmEcg9x8Kc5tHZqQRLrsCSQfe3AmQDGI6IhJX8BnYyAcfWEYpMOOnmK3OfqZvr1ftMFphXEMcrOJQJWhh1o1+Wo1Dl4PfAYVAJWArSx8xdEXWBNhGMR3MnHK0RKqpmg989Bt0D7gM4qhy9BqhXEMkUZiaMKTMD0t84H3MjQhqUlkWxX0R9XBZyvc5zuoPlgH1keHS7WifcFhY+5Hp6sXbXBaYRyD3PSoCYmhe1hrGt5AuK+PYTT+NSQZk5W+ItBKwyZ8X2FNQ2/r9zFM0sS32HXP20a9rWBCHJq2VUdRgQx8K4xjEFt3E6A+WTxakSha2jM02bhxY78ZRE9gXRi6cN6IrqfdRr8t1cBn6DkfdqhXtIFrhXEMUtMTurTKsKbBY93B87xOb+swgGEBe3o9N0OTVvH3+xtrHMARHU5rp/pQ82AbdLvtNlYD78n7pW3R+rcVxjEIjb0lSU8SqRFYeKwSuvdmElKHJgwPdMgwlNChC3AeCed8sO6YXrRtlaCPMA/6jwlYTFgNpDCOgWmFcQxgQ9D2B2qI3yZEHmoourcl8bTKUMMYiqYBWnXo+tnfu7Adfhsrof2mBsJtDtsWbeBaYRwD1Ngj6lmgNgmqxSYLVUZ9fX2HafhEHS5QfbAtmIeaQE/6h/fwfqqP4qjLwLTCOPq5UWXooVaShPJaE6QaNDl0b8xvQ5gA1dIf89A9+nAB02Dduc3EKZWT3caoH/JQ09FzR5h0LoYr/dsK4+jHplUGZoGoVeRqBtWgycFt/XGaJh0JqMvhBOvMcAW4zfZw2JbttEOXauF91pDpY4aEGEjR+qcVxtFPTQ+1Imgr6kj4ETYJeD9lPUlmjQITIflsUg4HWG9bKfEYSyopDinbPrB9UgntazXp4oSx/muFcfRBszP5dmhSjfB5jQpe4TEgATj/Qc/NgOFoFJWwJsK2MnRh26P+0v6JnrNoXxIHe7o6rRjG9L4VxtFHDTGyd2N23wpXTaA79HUWHc5w3gPJZM/NAE2ykYIOW9REWFJhUX3QR/SF7y+9H6Gv57CvGhBxKaqPvmuFcfRRQ5Scl1CtqBVNBIXnEbs/N0MTSuc3RhJqiBYex0yY16E/6Btdaj/5vrTwGpa8Rt/L0LEwj75phXH0sNmhib1Cl4pWxWpFrkJnSVUBVuQsGZrwAzFNHjWM7hJsJMC2eYPUx1kycUr1oP2q/aV96dHnFF5PLPRiQ37oUrTaW2EcPWwYBjABpwagpbEVeHdYQet79boZI9kkeorOfWjf0W/V9rVF+9sOXTSW2uztosWtMI4eNkSnR00QouKF6tHXWZNhLM+YngTBNArKoV+0ImHeR/ut2j73qOkwtNRDtt48ipbfCuPoQdOfwVsRenFWQgXPXpShiSaILdULSvi+0cO29KEd7lWLfX1x1KVnrTCOGpv+QM0PS7jNY3o/Qk0G4bLU08Y1MQpi6B/6SeG+TpzS57Uah6LvY8kZp2oYVJOFeeS3wjiqbIgJcSE0NYBqUJGqqSBSvW5GlCQF1cHQBRjicRq+9nN3RLFRNDYMPYuhS3WtMI5umhUNpSzj4Uh0lUCQumfjPkMT9pYqfK02WBbE+P6x9+lDf9g2wsbEQ3w0Rjp0KUwjvxXG4ZoXjJ7QZYcmXniVQJQsOTcjSoKC2sAsGLJgGCy5z+P2sC1Li4+JRZ9XkwEdukBx7kfXVhiHa2ociEVP6AIvtmrQ97E31AlQNQsEb5OhoHp0rkPv06dawemvbdUM1DiqiaM1EJbsMOzEaVGFdLbCOILGFaWYrbeiqhYrPm7rBKgVud4u6Bndma4aM5UIh201Fkol8/DGoUdumBDX6oNWGEhhHF0EoUdNEA1CyhNad/AevW4Ggo72kAX9B5UHS/29i8ZDJ1F16JgHsQfVgT3qUhhHYRwdh94AcahgrNgiYUWoydgJUATszcOKvKDvoY+17/WvyxFTG6M8eK2aDOh7i9PVO1sxVEmNoQmz6SocFUw1IlP09QxNrHC5rehknn2soO+J+lj/MHY1MeU1vFbR+2om/MzgUG9D1ji6Kwe1OlBqbfY93GYPwp6EklRFYwWkt+1j9vCdCov3MzSxez3w5tHX6PeNdKJt7w7/eu5jJjpx6mMbxbk7NN79/Utbq3HLUGlDzjj6+9CXdj5LHZqwJ1FBRELRIYt9HXAb7NDEClZF6x+rFU2eCL7zUCDadiXqM49+DnHisK3OfWh8NZbVwOt5PzscqtWBaNY0hoKBDDnjsBeaPXjwjbI5iAiezyN6z4EDB7NDrSoANQhuVxIRz29rv71167bSuRldSmPul9C5jd5Q/tnJSAz+uUORqM+60jlMZMnEKZcwaGnRnUM+VgOl17fPfyXzYegS6awWqtEt2PwYzDbkjEM7hSUBIbhMbrFXh+aU3BaS3bLNQZBtBdGa2LZta/vnNWaf39xcuq3f0cT9dnjef0f2PUk0vLaxoVEa6huyuQ0orWs5PNYdTdWg6xXAupe2YWQTbXsHUZ9Z0mv0cxobm7JDtaXYNHdoRI2ge4h5iZZ0v/SepMH0meihtZUhj6Fda4rVYET2HeiqHa+3rax/tr2NQ+JvyAxJ41Dz2Ldvr2zcsFbWr1stG9avyeC+ZdPGdWVs3rS+jC2bN0j9lo0dNNRvSsm+KQlqcxmN2XJLCs6WFJxOuL+1ud7QkGjMaE60bGuW7S1JSGmZ0YIQy9m+nSMzMW3bW6SttXp2tG2XXTvbOtnRlj1WC2XvD9i9a0dNRJ9h2bmjNVyP7qj1/VE/WVpTH7emvgZi1ZrYTmwyE4D22OWgMbc0NzVkNDWC0VLD5kxnFqvBCK9br+uNGzrZs2d3lh+D2Ya8cWym4zasSZ2HSaxNnYo5dFK/ZX0ZDfWYQyeYhMUGOKJkFJb6tAdoMDQmmjqIROZBpN2BmCOxd8eOtpYskZQokSph3x/hE7cS0WdYonXIo+tndH1N1DfdUTKMuP8hipnHxhzKTYSdSadmsp2P05XXocfr1ut6y2bMZUO23Lu3MI4urdw49qXOwoE7DcN3aEP9hjJ8QHwAuxpDOdu2YhSWhiQcKgul3CwiIVoiY9C9H/iEqATvt/e7JlllouTvT6J1yMNuX7SNPGb7078+wvY52PdzP4qdxcYcyo2EnUm5bryuvA49Xrde1/VbqFpK7Nu7J8uPwWxD3jgYamzZvC6B62IWdGIn3ql9QDAKS/mwoyvl1UXJNLa3NBnKzcILMsKK1BOJvBI2iaJErUQ03LBE78kj+gxL9J487PZF20kf1NqH9vWeKGYeG/OuxgHluvG68jr0eN16XTfUb85MozCOnFZmHMkcqDS6Mw7v1B4fEB8wO2cRgSjsnqZas+gOhBolhuJFzn2bNFD2+oBdJKshSuY8/PtrJfpMi98e//5om+w29xb6NIpNHtY41DwsXjc6/9FJue68Lr1uvc7VNDCQ/ftGgHE888wzMnPmTFm6dGn7I71vncaxVxrotFRxVDs0aWxgXqOTpsZy8yiZRSd+ziLCCqSScdik745IzIruIS0+0cpeH+ATMUrePPz7ayX6TIvfHv/+aJvsNvcW+jSKi8XHtZJxeM14I7GaA6tJ8Lr1Oi9NsPaNcSxYsECmT58uU6dOlfnz52cns9XaemUcnD158sknS11dnXz2s59tf7T3zRpHI2WaMQzfwSVj6J7mps1lAfNjUT9nEWEF4wXlQXQ+8T2RmPPokmiGnQE+EaPkzcO/v1aiz7Ts2b2zDB6z7w+3KYeozyoRxUWJjMObitUEeM14I/G6s5oEr1uv89KRGgxmi7y2v2envC9ZskT+4i/+Qg477LAsZ5Xf+Z3fyXb+nD9SbeuVccyYMUN+5Vd+RY466ig5/vjjZdmyZe3P9K6VGUeqIkqmURrreaf2JaDHjzX9WNQbQ4QXUR59YRxRclhsEtqE6w77+mqIPqMWos+0VDKOCP8ZFvok6sc8orgolYwjet7qJTaOct15XXrdep1zqgCm0dRY3yPjIDff8Y53ZEbx5S9/WaZNmyZz586Vs88+W97znvfIb/zGbwjnk1TbemUcVBmszDnnnJOt0EUXXdT+TO9a2VAlmUVpmFIa62EkXTu1k64BKR9r+hKSoNo9RW+NIhJpHl1KcmcMPYJk7EOiRLZE78nDG0dmHhY+09HlOx3WWOnDsj5N2Oez17Q/HqHmkWcUeah5WLzuvC4xhkjPSnNTfYdx7N+/N8uPahv5dMopp2Q5ilH4hmFQBDCCqLb12Dg4dffII4+U73znO9mZbMccc4x86EMf6pOfHecNVXxJ5zvYl4B+8tPvCXyAKxmHF1RkFt5I8kRrBZ6JPD3vk6JWcpNyCODXzxNtUyXjsFQyjqzfTYwifJw9kTaUyDi87qwm0ajXsac3xvH4449npvGxj32szy4L0GPjmDRpUrYyTz/9dHb/n/7pn7L7zz77bHa/N63MOLLxXufchjcO5jAs1RiHDShBtkRCsHgBRaKzeNF6ELmFx6JkqIUuiTjE8OvnibapFuPorl87+ryfjQO8rqzmwGoSjZaGKOVaLqfnxnHmmWdmuXn++ee3P9L71iPjILH/1//6X/K+970vJXdpvDVv3rxs5f7zP/8zu9+b1mkc+1JH0VldKwvFD0080ZmeNqBR0PNANFZgiLASVrRQJvIA+3xP6JKIvWTPnl25RO/Jw6+fJ9qmWvrIvzbDxSCKkxIZh4059yNt5GE1B1aTUNrBxRoGhjM9NY6vfe1rWW7ec8897Y/0vvXIODic4x2MGdkPfOAD8s53vjP7uXJvWp5x+EkkX1F41CwUH8AoyJZK5tBFkA4eyxO2fw66JFIFOAU5j0qv3+fwz/v3ezAP+/paP8+/31PJnLr0V9Cnts89PmYat7K4mphHxhJpx2I1GOF1S4VRrvXOObrXXqttcvRTn/pUlq9PPfVU+yO9bz0yjh/+8IfZinAsePHixZmRMGv793//99njc+bMaX9lz1q5cWAYnUMUX8JFQxGLD1BmFhYXYC8Iu6eJ8OYRCTBPxP456JIIOehevzfsdUSvqYW+/jyItl3p0l9Bn9o+9/iYadwsPu5eJx6vK69Dj9dtXxrHV77ylSwv77rrrvZHet9qNg5OFvnwhz+crUh3YCC9ab0xDh+QWiuMSAReNJbhYBzRHrzseUeX5937PV1e7+jyfIX3R0TbrnTpr6BPbZ97fMw0bhYf90gnFq8rr0OP160fuvTGOL73ve9leTmocxyPPPJIthJMhs6aNUtuueWWjiW8//3vz87p4FoTPW29Gar4gPgAVgowj3mR2DLV4wUWCTBPxP456JIIFfCJ6Nm3b08ZXZ53dHnevd/T5fWOLs9XeL9nKBiHjXlkHFYv3Pe6qoTXbWluzp730XPj4HwNcravjnrSajaOv/u7v8tW4pVXXml/pLzpOR1Tpkxpf6T2xnzJvn37s7mSkkF0GkbJgUsdCb7E884dmYclEoAVCZQJyIHw8gTKY12EnQPPV9pjW0gsn4gjDTWP7ujSX65PK+FjpnGz+Lh7jVgiY4m0Z/G6tTtD0IoDjb/ebhzsYJW8xg74D/7gD7K8/MEPftDFPLikIlUJFziqttVkHFQRJ5xwgnzwgx9MwYxndjkcywr++Z//eVXXY/QbjWlwLUeuzlS6clP5WM9XGL7DPd44fEA9g24ciN/sbSsRJdpIJNr27qAPo761lMXDxUzjZukSd4fVS2QcHqtJ8LqNdohqHvaoCvlTzaniL774orzrXe/KcvOjH/2o/PjHP5bLLrtMvvWtb2XnY3H2d78ZB2eX8cU/+clP2h/p2riW50c+8pHsVHSu7VipWePgeoqcxYZh6OXdSobR/ZxG1MGWnhiHZaCNA+zetBIkSpRoIwk1g2qJ+tRTFg8XM42bpUvcHV43kbYsVpPgdRvpuqT3xlRxlC4dqNUGxuF3wFFjlPDVr341m0ogj2H8+PHyhS98oeN8rGpbTcZBQi9cuDB13M72R+LGVaQ50tJdVRI1yimuu4hhUNmUrhHJ7HJntVFNxeED4iFoeQHmMbv3GGjjQPh271mJKNFGItG2d0c15lEWDxczjZulS9wdVi/d6coSadOicx2KmgcVB9/Xm4sWc6Hml19+OYPbPWk1z3H0RVOn1NtUKZgSF/u1F5aFkuOWnBa8UfgOjoJgIWg2yF1ABAaCZAXURWBehI7+NgLK1pFGtJ21EPVrHpHR2JhCl7g7rIlAqC1DpE2L1zWocQAXS+bPlWrTnNK86u824MZhN4w5kGwCNBmENwylklF4fAAi548C2QFBN/S3cUTCr4Uo8YY70XbWQtTPeQyGcXhdet1G2kb/7EiptKnKufo5O11vFgNhHoNScdBwS+YztAMYpkTGoWM8JepQiw+AD5AtFyOywBL4dnprHNnzSZjdgXAj8VdLlHgjkWjbu0PNoFrCmDm6xN3hTSPSlsXr0us20nancZR2sjqkH8g/DKVtUCoOXJIN7q7KsNhqA6IOtfgAeLOwrh9C4A29NQ6Eafdunkj4tRAl2XCH8xQsPBZte3dE/ZxHZB42ptAl7g5rHGoeeVhNgtdtpO1O4+CgQVqmHa7mCTth5gkHqvW7cWAUWjrhivzmnw1Vt8Q8FO7bzmhu7tp5voM93sm9WfgAdwERGBCFFVAXgWEMBt2LKQgzEncePpFqxSfecCPaplqI+jQPNY+yuDm6xN1RZiKJaAdksZoEr9tI26p/zCM74tiRJyV06GKPstj868s2YBUHbsiG+SoDA7HwmDWSfjeO9kBbo/CUCcSh5pBHJNY8omSohSgZhxPRNtVC1Kd5RDHzdIm7w+qlv42DyVE9+qiQL/rXBMkznTgdtsbBSnOhH2aB1RgsahKKmgv0VcVh6WIe7YHujXHkgegiseYRJUMtRMk4nIi2qRaiPs2DGEWxs3SJu8PqpRrj8Lr0uu1O1+RA/eZNsq7jb+KW4I9p8we4WZI7/f1nIvvVODANhibr16/P/jgzLqmuqHDOh4XX2Nt+XsN3qMd2PqhZKD6AfWEcds8UEYk1jygZaiFKxuFEtE21EPVpHlHMPF3i7rB6qcY4rCbB6zbSNVomBzZuLJmEwinjK1euzPJMhytUHP1RaWjr94pj165d2cbx83uWbBwbikty+UHdeO6ztI9t2LA++9urvhMtvsOti3eYBoFqxxuFJxKIHev6PRGiisRoicSdR5RMveH11/cPaaJ1roWoDysRxcnijcPHPdJJh4kkuujK4Y3E69br2u48MQ5yiBzRJTtadtJMCfALdnuOR3+0ARmqsCEYBmeTcuYp5qAlFhuNW9r7yoaNGytWGb6DvZNb0+iRcbSbQ3dEovNEws0jSo7ecODAa0Oa3ppH1IeViOJkiWKtVDKOzDzQUg7eOLxuva6t5jesXyurUs6QNwxNqDJ27EifmyoNztZmZz3sjYMjKbggv8hjToPTXLkS0auvvpoZBRuuhsGyrOLogXF45/bmEZmFxQsiE4XZ03gQUiQ8SyTcPKLk6A1+Dz/UiNa5FqI+rEQUJ0XNIY8uGnFEZmHxxuF163UNaJl8WL+Wne2K7HRxTqDUKkPhvI5hbxwYhpZObCAbhVPyF6T4JS23N2zY0MU0emoc1rW9afTEOBCJ3dt4IuF5IuHmESVHb4j28kOJ3ppH1IeViOJkiWKt9IdxeN16XauhcA4Hf7We+T9yaf/+fWmd9naYhtJX193org3IUEU3DONgtpclG84v8rjIMVUIQxlvHhuTo1YyDuvS4AOQmYWFoOWgZmGJxKNEovNEws3DJ4bfQ9dK12R9fZApX59onWuhJ+YRxckSxdriNVJGHxiH6hmNZ8axg/OfmqSxsSFVGdvTOrCOezO8aZBfw77i4GQUu3GMv3TDGJPxN2fvvffezEAYvmxMVQYGwqQPt71xeCf2HR5VGFHgOiDIBgIfCUWJRGaJROrxxlAJn2i958AgE61Tz1HzqIUoLpYotpZIGx20m0dfVCBqHo3tpyrs2IFGO02jO+zh2P44ujLgxsFtjIPbaiDMCHNJwttvv10ee+yxrOpg7oMqZPv2fONQZ1b6wjjyQBiRkJRIhJ5IyHn4PWzveX2Qidap50R9VokoLpYotgoaiLRRBloyhNozeNNgyfs42WvLlk2ybVvpMCuGQO5wW3MqYkQZhzUQ2wF6myMu/E1LDITbGMqOHeXn8Xvj6Kg0FDrecGhUHAxHaiGqAgaSaJ0s0TZ2T0/MI4qLJYqtJdJGBz01jjQc2b2rZBhofeOGdbJp4/psh6g7W/IFyKU8RlzFoRvP0m4oHYOoOLuUoQvXLH344YczxyUQahR0Ip3aUWE447DODVGQyiCwupdoJxRDO5GILJEIPV7Efg/qiZJFOXgwmkOoRJTMA0m0TpWIt1+J+k3x/Q1RXCxRbC2RNjpwegKruWw+rV2bncbC+UJpKL9zR9phbpY1q1dn8xl7djO0TznSnjeHrHH4DbTwPKUsG801Em+44Qa5847bZOWKVzOToKPVMDLTYOmqDBsgG5iOADkqGQVYwUQiq0QkXAVhR4lQLRgHV4OqDd5jiV7TlxxIVP99sdHE218N3ZmHEsXMYzUQEenGUqa7diPBPPam++zwmOzc1tIiK1asyA4MtGzfnuWC7mijfMljRFYcleD1dBqnpD8wd45cP+VaeWz+I1n1UXLnHVnVkVUZxjR6ahx5EHQrkEhUlYjEqtg9Y8/APOIE7B6bxJUTuffUZhydcyFK3xx56Y4oZh6rgYhIO5YuujOgU05JWLRoUTY81+TXylyXtXBIVRye15Jo+LscixYukBuuv06mTb1RFi96ORuy0OE4dl8Yh987eKxAIlFVIhKrgqijvWS19CzxbRL35P21UlQcXncMZ/bu3SVcQ3fxooXZhYS5mBUHC1T/DN8xAJsT1XJIGkd5h+2Rg0k4jQ31cvfdd8mkKyfKPffcLZs2bpT96XUEIBszthuFndvozigsBDUSgiUSkhIJ0WP3fCUQc4muQrfj+hLlSRcRJ2D3kMiW8ueJWV/S9TvLv68yvCfa7hJRn/l+tX1eojMeUcw8UewtVi9oCm3Z26q1TG+JXTt3yqpVK+X5556RtWtWJ/2WThNH+zo00ZzhMZsf1XBIVxxApwElKx3LyWJXX321TJ48WZ5//vnsPI8DKfhaUVRjHBrALIgm4N0RCUWJRGZBmOUiRtR5e1P/vE+0KIns873HJ35vib6jNvw2l/eJ76/KfVr+fDXmEcXeEmmGJXpT3ZU+a680NGyRF154QV588SVpbr92Rk/MIY8RZxy1wnvpVG7TGQSeP9Z0xx13yMUXT5BZt8yU1atWZC6+PwVKq46hW3Eg1Lzxu3/eG0PfG4dP9L4m+s7aqGwc5X1WqU/Ln49i5olib4l0o/rieT6jrW27LF68UB5/fL4sX748vaa0U+zJHEYlDvmKAyjjWPJ+OplOocMXLnxZrpx4hVx26YRs8pTz+DGPzDCKiqNqEJbFJ35vib6zNiobRzmV+rT8+WrMI4q9xeoFXaE11Q7LzZs3yhNPPCZPPfW41NdvTp9ZmsvoTV7kccgbh473tOpQuI+AOH//rjvvkHPPPUem3nSjrFi+LDOMzECSSWQTpsY4rGn0l3HYvVlX4wCEm4cVuTcO4DHFP1c7Q984wG5z+Xb7/or71NMZDx+vKKZR7D2qFdUVlc327S3ZDu6hhx6URYsWZnNxr71Wmr+zWraa7wswJm2HpHFUAqHQSVwoaOLEiXLuOWfJ3Pvvk8Y0jnwtBdEOSbIJVGce1iA08HlEorLERtE9XSsGksLuXf3z5fgkHalE295JeZ/FRhL3f0R35mGJNIGeuM9nYA78ZOKhhx6SRx99VDZtKq8yvI77mkN+jiMP21F0Dj8CuvuuO+VnP/2JXDVpoix6+aX0ul2ZmFiqaaiZqKH0tXHUAqLOS4IS9vlyfIKNVKJt78Qbh53P6DqnUQ1RbC2RNgDTaG1tkeeff0HuvvvubDIfrWIaVM+K13JfU8xx5MDnaRBYIiICt/SVRXLFFZdlBnLHHbfJ+vVr2wXBZFT+UCUSgyUSkYXv0T1XNXQ1hsI4IqJt72RwKw7gNzY8vnr1Srk/Vbxz5z6Q/bqb77c61duRnvuSwjgqYINSeqx03sf2lpas+vjxj8+QCRMukueeezab70AYGISahjURL4YILyDQvZTihVgSbkxJ9J7OJCgRJUsJn2AjlWjbOynvs9g4PD5Gnfh4AnFGLxxORQdUMfyGhCEJ68f1Mp5++kmZPXtWpjXuU+2gTSb3VaPcZtkf8xqWEWEcdFJ5cvcf+h0Ejc5btmxZNvdx+ulnyPTp02Xt2tVJXKU9vRqHmkJ3FYc3CguiisTXCSItF3Ke6Ev37fN9bw7+8xFWf+K/069PZXjPAUP5Z9jPLlGpT4lDFKsYYowOrIkw9CCWaGzFipVy5513yl133ZVdEkJNAc13h9VsfzDijKP/KQVFD+Hy/VzI9b777pMzzjhDzj33bHnyycezH8chKoTAXIeaRGQe3iwsKqbuQXid4+2hYBwen+h9TfSdtdG3xkEM4ljlg4mgB5Z8L3928fHHH5cZM6YnTT2ZXWWchN29u1Rh5BFrt+8oKo4eoB2n38f3k7ScdDNp0kT5f//vezJlyrWyatWKTAiIERPou4qDx5ShV3H4xB5oonXKp2+Ng/vlMQIfv9LtUnxLVQa3f/lLLr69J6tkb7311uxERK5Yp1WGDkW8UXisXvuDwjhqgO+hw/S+BkiXiKatrVXmzp2Tqo8fyc9//jOZN29udkZf6t4kjNIepZJp6B5IKRcd6DhaqWQcHvt8YRwlo/B0Pu/7q3KfEgcfo874YTYs0UPpdunIzC9/+YZs3dosjz76sNx0003ZBbe5cr/qm4sHYxw6p5EHuWBRzfYVhXH0MVQeiIerq1955ZXyve99L/vty7Jlr2adjSgxBzUNjMGbhhVZVxBanlFUpnzvCjaJKuMTdbgRbVM+5X0W9WkepTiVxxGd6DwG68TtFSuWy/TpM2TmzFuy6+PqeRlqFnl44/B4nfYWcs73a1+2ETjH0T22Y1kv5j64ytiPfvSjbP6D4+7NzY3t4itNnlrTUOPIp9KcRmVsEpSIkqV7vGCGG9E25dNb4yBWPo6vZ5/N85wfhE6uu+66bKk/f8cQqDJspdEd3ig8kV57w4gzDpu8gwHrQSBZF4IPzIRfddVV8l//9V9yxRWXy8svv5Qqjj2psxFVUXEMNNE25dMXFYfGlWXpb5JQgXJGMtfB5YjckiVLMg2hHcxC/3qaN4kINYju8DrtLYVx9BK+06PB0oAiHoTw4IMPyk9+8hM5/fQfyW23zc6u/ci4FjFiGvzxGzUOKhKO4VNhlMyiRNfxdD5dkwB43FL+PIZWTrlADgXK+8T3F1jjLY8J7+l6myMtpXkMPp9fYN9///1y7bXXZkuuhctORisMjqBgHGog+rjijcOjGlS8RiMt10JhHL2E74yCxFIDyFLHtKtXr8lKUqqPiy66KLv2KZ9Dx/Ma9kJaqezbtz8TXO+qC5sA1VEYR6WqJN84fN9zO31k9rnElcripptulOuvvz47ZRyNoAFvDnlYk4hQLXaH1XBPGHHGMdD4gHjsa1hPhMMehBlzqo/TTjstO+zGtSBLAisZCLcxCm5bajWPTrFXT2EcvTcOXseSePF5NK0ymDRnvotr3pKEJHpkDnl4o/BYDUZ4HddKUXH0Er7TB8WiQcQsgBKU9yAo/igUV1rnyMu5556b/a1bPpMgqPh4ncWKsxo6xV49hXH0XcVBo4rkmp9UGAxNqDJIfmLNMhqKVMIbhcfr0GM13BMK46gRvsPjg2IhyCwJpgqE+9ym+uD2E088IT/72c/kv//7v7NJMn68RCMYWmUAt0uiRKiWrqJVygVfHaVxuKVcIIcCUb90Qr+WQ1+rsfMaPoPG3MXcuXNl0qRJcs8992R/AV51gQbQBTsTNYRqsSYRwXfkEenYEmnfghn6PuvLNuKMwwfAEwXREgmAIHD5+htvvFFOPfVUOeecc7JTjHlet7HcNLitdDWO8r1hSch5lFcX/W8UtbboM/qX8j6J+sxS6vPO6pCGJjliolXGM888I62t/H2TvZlhWIizf8xjNRPhdeaJtJqH173HG0dftxE3x+E72BMFzRIFHdgG9jwMV6g+mPvASDAUtpFW2qMVxtH/1G4cQOM+VcacOXPksssuk9tuuy2rMkg24o95EG9iXQteLx6vM0+k1Twi7VvQq+2zvm6FcTh8wNmb8LjuVXByhioc22fo8vOf/zy7whPPqagL4+hvajMObcSOKoM/L8p5O0899VQWN+JL8mMa4E2hGlQv3WE1FhFpNY9I+5YRZxy+pOprfAd7oqBZfMAxDIShJSm3ESDbwp9nYNjy3e9+NzuEu2rVqvatZgxOWcz5HiXjoB9YUpUUxtFbIuNgWd6X9Lc2flPCEZPLL79cZs2alU18E0Piya9cAdMgxrqsBa8bT6Q1S6TVPCLtWwrjcPgOrEQUJEsUZE93AmG7OGR38803y/e///1sCPPQQw9nYtRt18O0nXMgtRoF2KTpPYPdonXqDSXD4LAq/VsaLmrTKoOjYxxmZW6qpaUliz0GoYZRCauBarA6qQavS0+kbYvPE7SJlvqrDbuhiu+wSkRBsERBtCACjEBRYeh91olA8Qd2zj///OzEMSbb+Am/Bo6lrTpY5lEYR22kHk5L+o4KrnS6OI3fmDzwwANyxRVXZEfD+GPOxAsj0CqjWuOwGqjEYBiHzRHVJFrqr1ZUHEEQPWoW1jD0vj7Pno2TxG655Zas+jjzzDMz0fJaGgKnLwrj6C/jKPUVjVhwXgZzGZjGY489lv0wDf0QK2sa1RqHxrtavIYqEWnTEmnb4vNkxFUcfgNrxXdYJaIgWKIgeqwgIuNAfNzW7+M0dU5XZ+6DP1VJ9aHNGkR3lJtGYRyVIUFK29XU1JAMe65ceuml2RCSvifxNU7AUEVvgzeJCI13tVj9VIPXpcfr2uPz5JA3Dt9BnqiTLVGQLFHQ88A0ImEBIuQ1bC/Vx+zZs7Pq46c//anMmzcv+z4aYqdfuqs+uiZGbQz3Fm2TxzcmnakyuMAO15jl5+8NDQ0dccEsqDpYeuOI8LGthNdJJbwOPZGW8/B5Qe6gpf5qhXEEQc0jzzhARclr+f6FCxfKxRdfnJ33QfWxYsWKjoCqUXiiRKmF4d6ibfLYRp9jzAxLOKGLH6kRJ/ofs7CGoXij8ESxzcPrpBKRFi1Ww9Xg84LcQUv91QrjCIKaRyXjAA798Vpus45NTU3ZVbB/+MMfZtUHpzjzOdqsaUCUKLUw3Fu0TRZtVGxciYsqg8Os9CtHueh7axiFcfR9K4wjCGoe1RgHIE69revCYUHG3lQf11xzTXbBWw7T0kgIaxz2MU2YaumP5j/Xf0vH/T74er6ru+3WRv/y5xUZlnColSqDhCc+HE1R44hMA7xReGwsqyHSSh6RFi1Ww9Xg84LcoQ/7qw2IcTDLzcZExuE3uBJRp1miIFiiIFqqNQYlEp3C81aobD+nO997771y+umny49//OOsxOZ12lfsRRmva5L4xKmGvm6slxUhc5Hc272jSVpWL5JdLZuF4xmcPfHGwZTwvRSs3Q7/3fQN14vl8ComzJ+94JRxYks/q1moeehjGodq8bH0WA140FCkrTy8TisRad8y4ozD442hElEnWaJOthAkAtsdkRDyiETlsYLkO1hPJvL0YsksKbltsmAgmkC10teN9en4/HQftq15QhZO/S9ZdPGXZdmUb0vjkocy83iD7++jdaAPQBv9zaFVfsnKmboLFizITIE+xii6Y6CNA7yuKhFpNQ+ve09hHI6okyxRJ1sG2zhUxLyXuQ9+bMUZp3reB6+nkaQ9NY/+aPazdza+Kgtu+HdZePEpsmzyt2TJhM/JC1f/s+zYsCCrRN7og1Xgu1T49AMnb3GODD9M4yI7/F6IeNGfkVlYCuPo+1YMVRwEMRJCd0Si8nhRMlzRCVTWaenSpdmcB5On/KkGf9apJq29nUeft/SR6ZNLpnDgNVlz98XywnmfljV3/kR2NK6TFXMvkxfO/5Ssvevnsu+1XVnlUWvrbr3pY36MRpXBGbmcoUsf0nf0IcbAEnPIw8egElEcLV4HFjRkNVUNXqeViLRvGVHGUQ1RJ1iiTrREQcmjGqOIhKNEovNEQrawDlQfVBy/+MUv5Kyzzsom/nhcG/2ocx/9ahK+YRoHfyn7sxkMke0rn5SFl35FXrn6a9K0ZXE2bGnZtFheueorsmjS12XbppXZ62ptaorauM8P0W6//fZsKMffZeUvphEPjMKahkerjGqJYuaJYm/xmqlEpMU8Iq1bfJ4UxuGIOs1CstVCFFRPJBQlEpkFYWrJHMHzmAafxfoz8ce5CEycsoflvA9NKE0uy4C09D2ZbRx4XV699yJ55qJPy7q5k+QgPy5L9cWB13bIq7f/VF648BRpePm+7C21NLbLihwdPPfcc9k8BqeNc5EdDIF4eZOIiPo5j2rMw8fdE+kmD6/DSnide3yeFMbhiDrNEnV6HlFQPZFQlEhklkrGgdAxDhU9exeWXOPjvPPOy36276uPgTUOvidVOunWnsZF8tLkb8iLE/9Gdm4qnUZ/4OBr2XNrnp0tiy7802QoE9LraxOsbgdLjpBQXVBl6N9lpQ+1nxTtr4ion/MojKP2VgxVUlCiwFoioSiRyDwIMw/ErsnAUt/H9T24YBCTp1Qhdu6Dxu3+MI9kFdn/tFQLyBvJOLi79skp8tKFfyIb7jhX9h3cl6qQZCivl2Y06pc/KYsu+BNZPvuMZCadv1CttjH/xVESTuZiW7XKoI9ZMi+kc0OVUDOoFhur7vBx90S6ySPSYh6R1i0+T4a9cdDyjMNvsCfqJEvUyZZqjMESicISicoSCdOCqCOxgzUPlqwPS/5Uw4QJE7IKhNtsEw3TsOLgfk+MxBrQweQQe6T0B6ey2dD2dnDvTlk87fvy4qWfka2L5/EK2X8wWcfrpRdtXb9QXrrk8/LqzNPk9X2l3+Ro8wbn15HflHCRHU7J5wxbjqDQ19pX9Ieaht5mqfB4HrUaCUSxzcPrxON15om0m0eUCxaMeNgbB2eOYgKFceQbh2KTgtfzvcx9cDjy7LPPlqlTp2Z/tlKbGoZSayt7L5QKjGQOIm0HXpPGnW2y/JW58sQVfykrpn1X9rY1yYH0gjf2p2qSQ8bpdS0bl8jCK74kS2/+T3ltT+ewimaNo+N7UuOsWc5nmTlzZjaXwUV2MAX60fZBJaI+tBTG0fdt2BsHxmDxHTwYxoFQLVaQ3I/EbfGJwXtYN95PcvG7jEsuuUQef/zxrI+0kZA9FUuW3O2329KtJcsWyOxzfiGTv/QlufL/nCITPvphueBDJ8pN3/5rWblupexOr+PyFwdeLx1tyYzj8pJx7N9TOhPWNj0nRRvbxC9YMQyOnGCMbF93fZCH7bsIHwMPz1t4LIptHpFWLF5nHq9bj9d5lAuWwjiCTrFEnWwZDOPIA2FG4rbYpGAPbAXN9lDKc3XuCy64QGbMmJFNINo9ejWN1+k/K68169bITd8/TS5527vl7rq3yKN1o+WZurHyUt0J8mzd0TJt9BEy6YO/L0+n6oeKJHtv+sptGxbJS5d9UZbNOLXLUIWmIqbKYK6GSw5wlXiMkKEK22aHI7Xg+8+jfVcLUWzziLRiibRmibSbR5QLlhFnHLUagyfqREsUFEsUVEskCksksjwqGUWUCBF2XK+fzZ9qYF6Ak6OYTEQsvmUGYcyE2wf4PUmqAN44+Lq8fvBAlvz73jgoD905U8792CdkypvGJdM4Up6oO14eGn2cPDz2KHlq1HGyOJnH0sSTyVBuOvwEmT3xkqzyoDW8+pi8dMmnZeXsM+XAa/vaHy03MkyPk7m4wA5nf3KaPX1KH/l5i94Q9XMe/WEskbYskTbziLSeB7mlp+vbGPRVK4zDEYnAEokoj74yDotWIawv1QZJyKnYHL7kAkLasuFHF+N4Qw5w/gWPcfAjaatxe7Ncds6P5fx3v1/u+ODHZfr4d8v1o46XKaPGydWjx8t1yUBuSsxIpjFr1Alyz2HHpErkSLnu8JPkrmsmy/70MfWvPCILzv2krLj/vPT5nKiWfV3WWA9OEecvpXGUiL+Mx8/fiUdv+qE7bP9Ww0g0DnKlMA5D1EmWqNMtURAtkQgskYjy6Gvj0PdQ3rPkO1jvl156KSv9OZTJpQs5kmVbyUCoNFJ9caB0QhdDjWdfeE7O+PwXZOL7Py6P/fXfylXv+m05r+4YubhuvEwYc6KcN2a8XJgM5JJkGJeOGi8TEzNS9TEtmcetqfI4a9yvyeN33i71z94pCy/4tKx+fErZ0IeY87dY+cPdGBzDFPpE+8VuW19h+7caRqJxkFuFcRiiTrJEnW6JgmiJRGCJRJRHXxsH8D6beCp8Tp7iR3PXXXtttmxsaGyPQHljeLFh/WqZ/oufynfe9z9l+he/Ls+e9hO58B3vkXOTGVw++oRkFMcnjpOJdePksrrjkpEcKxeMOiY9f4xcNPpEuXTM8XLD2OPk2rqj5Gcnv1NuPfWv5MWJX5aGlx/IvgOx1tdvkUceeSSbj3n66adl8+bNWR+zzjqf0dM+yEM/t1oK46i9DYhxcDJKZAIRUSdYok7NIwqaJQq6JxKOUskYIiKx14r9HJ0fyNYpre/iJUtkxrSb5dbpM+WVlxfKa798PRtObF62Qh6cMV0u/Y9vy5kf+Jhc8OFPyjPnXybP/uwsuXTcO2RKMoGph42T20cfL3eOHid3pkrj7mQgc0YfI3eMTlUGQ5dUeZwz9q1yYTKPCenxK0cfm8zlGPn+4UfIjG9/RnY1LE0FzUFZ8eoSuSdVIvffP1dWrlyV+qn0QzTtA62Y6D/djoFE1yNiMIzEE2nZEuWGhVzit0391Yaccejhpu6IOjGPKCiWKMgWRIGQuiMSXiUiIfcVW9Pnb0/rvYm9/ePzZfptt8vsW+6Wa/7u7+Wy3/mATP7wH8m93/wPWXDjNFk/7yF56h9PlRt+dbxMTcl/16i3yR3JGKaPOlampfvTUoUBNyYTuSUZxZxRb5X56TUP1Z0sV405QX465li5ou4EuTqZyvmpKvnxW0+W5++9Q15aulzuvPs+efKpZ6Shvl62pX7S9evv7a8WHxNPFOs8Iu1YIu3lEWnZEuWGBfMojMMQdWIeUVAsUZAtw804mhuSeaQhSlPrNmls2y5z77pLTj3pZLnz9z8hS+bcIjvWb5HmRYvl+csukVkf+AO5JVUZt6dhyJRUOUxKBjD1sBPlljQMmWWYPeokuWXUeLkpPT9lzNFyezKTR9Nj94w6WSak2xeOPlomptsXJLP57ns/JHfeNE3Wrd0kTVt3SnNTvTQ11ndURf29/dXiY+KJYp1HpB1LpL08Ii1botywHHLGYcutiKgT84iCYomC7LElqQfRRMLLIxJyX9HcmIYsTVtly9Y0hNnSKOd96Zsy51OfE0l7/vr5T8vd3/gHmfzr/0NuqHtLMowjkxkcI9elIchtdeNl3ugTZP5h4+X5VHW82ME4WZCGK08l7k1DmJnJPK5PJjMrmcS89NjcMcfJValCOS9VIpcfdoz8rO5X5Iw//n159aVnpG33a2mdGqWxYUvn+vXz9leLj4mFmEaxziPSjSXSXh6Rli1RbljIpRFtHNFGW6JOs0SdbomCmEckCkslo4hEOpA0pz37prSXb2vZLs88+ZD84qOfkPpHHpWFl1wj1x/xLjm7bnQyjV+VackArk3ckJL+7jqMYXx2jsaqjHGy0rAqPb88mcTStFycjOSRUSfKjDQ0uT5VK/eNOUnmjxknF41Nw5UxJ8rk9Ny5bx4tp//hh+WRRx6QHTv3pAooVUH1DakaapSGtH4NjaX5jaFCFMc8BsNYIu3nQe6MaOOIyixL1CmWqJMtUZDyIMgIozsiIVkiYQ4sjbKluSmb55h53RUy5fNfluVXXifnHPFrclYyjGtGj5OZY06Qa1O1QfI/WndSqijGy5LRJ8rKlPirkzGsGnWcrDSsxjyScaxIr1+W7i9K73ksG74k80hDlfvGHi/zxrxVLqk7Uc5Jr73mmN+U2e/4bfnph94r9943Sxp2tsqWZBb1TQ3SkAykKVVF8boPDlEcKxFpI49Ia5ZIu5ZI+3kUxhF0iiXqZEsUpDyGu3GwN9/WvFUatjbL5aedJnd+4x9l1sf/XM6vOzw7CnLrYSfJjckEbk4J/3gyi1dSsq9KrE6VAqaxsu5YWZMqC8u69PgankvvW57MYnkyh8XJbOanoc2MUUemoc6R8kLd22TW6PFybqpgLh37DnnoD/5Q5n/mj+T83/2QPDdnnmzbsztVQsk4Nm+RbYVxdCHSriXSfh4j3jh0SNIdUadYok62REHKw5aXEYggEpISCXMgaaDaaNwqqzdtkAv/9h/l9s9/VSYe+WtyzqgjZObYE2Ta2GPT8OR4uT8NMRaMKg1NliVTWJEqkTVp6LIuJf76ZAzr0+PKhrrxsj4Zxep0m6HL8mQuryYWp/c/yhGYZCazkhE9kYzopvTY2enzJ449WZ7807+QJ//yq3LeX35D1q5YI5tTNdSUhitbh7lxoIFIG3lEWrNE2rVE2s+D3Bn2xsEJYGxINUZRqeKIOtUSBcUSBdVi9xIRXkSREAcSjlZYtjaxXttlwdKlMuErfys3f+STckmqDC5MVcFtKaGvH3283JFM4pnRJ6VqA+MYL8uTYawckyqL9NyG9JoNqcrwrEusTkMVKhKGL8vT/WWJxen2nDTEuXbM0TI/mcvc0W+Vi0YfKxek105Or332Tz4rV3/+C3LPzNnSsC31X1N9Ns/h19sSbedg4+PudRFpKY9Im5ZI23n4PCGX1DiG7QlgnP6MCQyFCiMKoiUyhzwikQ0kPuma6xulvnmbPPXcs3L2n/5fue4dvysXpSS+KqsKxqWKYJzMS7ycqoMVDFGScaxKxrE6qzaOy4xjo2NTZh7HydpkBKvrjmmf8xgnr6bXw/z0WdPSMIiTxR5OxjExmdD5Y46R69JrZ75pnMz5338sU8+6UBqbG6WhYZNsSebm19sSbedgE8XeEmkpj0iblkjbefg8IZdGjHGwMbaaiPAd4Ik6zRIFwULQ/N7CEokij0hkA0mXpGPyMW3Hww8+IKf/z9+XScf/Vna6+NRUddyUhhW3pKHEUynpl6ZkX5NMY00yASqJtQnMAZPYkh6z1KfHNmfmcWxmHmvT+5n7oPJYkQznBc4yTY/fnIzisWQeM9L9s9PjV6X33lp3pNxzzG/I9P/4vqxet0rqG7ZI/Qg0jkhLeUTatETazsPnyYgyjqLi6Ht80jU3NEjztia5d/YsOe2tvy2T3nSSXJ4SmJO4rh11jNyRqgyOoqxKxrEuPb4umcW6lPTrM9M4LhnF8dKYzKWMzDzGdVQeG5j7SJ+B6XDodkkypAfTY9emIcpTo46Se9LnnTP2RLlkzMnJqI6Wu8YeJZf/5ddl+eaScTQ2FBVHpE1LpO08fJ6QS8PeOJjjYGMGoqLwREGzVGMUkZAGkii5uqMpsam5RaZPukq+/xZ+rHaiXJmS+raU4Nel5dxUZSxMy5UJjGNNVkGUhiibUyVRn4yiKS3LOUEa0ms3tw9dMI51mE96jMnSV5OZPJo+Y8ro8TI/mdMDo4+X8xIXpfucvj6rbrRc+FdflRWb1snWzQ0VjSMi6pfBJNJJHpH2LJF284hyw0Iu2T9o3tdtQIyDoypsSGEcPSNKJIUfi5XTKBuatstVp58pPxp9hFyUjOLKlNyzU3JfX3dSVhm8nO4vT8u1abkmPZ4NU6xxpMrCQtVRXnGMy967Mt1emR7j8OwjyTBuSCb1cDKQuelzLkzGcTGHa9Pz0+rGyKX/+E+yatNGadnCepd+5KZE2+WJ+mUwiXSSR6Q9S6TdPKLcsJBLhXEYok7Mg6DouDIiCrInEs5AEiWSQuJxUZwO0v31KTkv/MY/yNl1vyoTkkFQcZSM40SZ1yfGcXy3xvFIu3FckIyDozkYx8S6X5HJPzxDVm1Ow5TNm2VLMje7ztWYR9Qvg0mkkzwi7Vki7eYR5YaFXCqMwxB1Yh7e2T0ELQq0JRLOQBIlkkLScdWvDhq2yKsrVsov/uyLcnHdm2RCSuBJaVjRlxXHxnR7bXo/psFQZUXiUVNxPNBuHFpxXDL6SJl+6SRZ17RV6lPVsbGhvmydDwXjiLRnibSbR5QbFnJp2BsHcxy6MR6/wZ6o0yxREPLwTu8DHIlkoIkSx0Oy2WqDi+RsTklYX98ozy94SX72ex+VyXWHy/kpgS9LCXx7Sv4pKanvSSayYHQyjnS/NLmJcYxLZnCCbEnDmoZUlTSmxLcwv8HRFYwFg+H0c967lkO56fVL0ufen7gxfc8LdcemiuMYOX/MsckwxslNdUfJuSe8XebcebtsrE/GUb9Z1tZvLK0v1Ue2zp2VRzUm4on6cLDxuvK6i7SZR6R9i88bcqswjhx8QDw+AD6gnkgEA02UHBZNMJt0XP1r85aUiPVN8uDD8+Rnb/8NubHuLWnPz8lfx8ns0eOzcy1uTUn/dDKAV5JxMLm5IiU6JsCE5+ZkBPXJCBrScxaOtFBtMDG6NrF81LHZe9emCmZ54sXRx8ltiZvT4wvS981Mrzk3GdZViWvq3iznfuJ/y7NLXpANm5ukPq3j+voNsmljWt9241ATGcnG4fG6jLRribRv8XlDbhXGkUPUyXlEQbREIhhofGKoOXhs4mXGAU3NcvfMGXLJEePTMOEtabhwfHYN0Ru5rka6PS1VGA8kk3gxVR7LU0WwEhNIxoIhcKr5psxASudtKBvTezhcy9EXThRbkRkHw5Tx2ZXP5485QaaPOUbuTZ/x2JgT5cpRb5Xz0rDlsvS9PznsKLnprJ/K0s1rZB3ruWGDbNwIG0vr3G4aui3RdlYyk6gPB5tIW5ZIm3lE2rf4vCG3CuPIwTt3JQhCFEglEsFAY5NCKwsLycRSE44EVOPY0NQoMydeIVPHcO7GUXJFSuYLEleMeovck5L9+mQAXHvj6VQpLE3VxIpUhSxPjzFXQeWR/TYlGYQF02AuhDNMV45JtFccy9JrX0rLe9LnTxl1tDw36m1yb7rP1cAuTRXO6WmY8vOvfFUef+E52bBmnaxft1bWb1gvG9ZvkA2ZgZTMo2P9283Dw/baPvFEfTjYRNqyRNrMI9K+xecNuTWijMNvoCfqFEvUqRbv1B6CFgV6IInEn4caBahZgE08EhFW1W+R635+dqo2jpJHUhUwOSXwhDQ0OT/t/WekpL4zmcUNqdKYmyoOqgV+Ks+vXlenx9ekx9akxzj13LImGcXqrDLhdyrJaNLr+CXtwrqj5dFkRpyVevPYo+XlMSfL9en7LkqP/9voI+RHn/m0zHtwjixasVw2rVkv69auKRlHWk+WrL/dBjUO3T41jajiyOtP+9xQwRtHpE1LpO08fJ6QS6+9xnXs+6eNOOPwAfJEQR1ovNA9OtZXrGlokoEmHom4bh179HWyMhnH9WefK7PHHpkS+wiZloYnF6fkPycl+MTE3ckYZiaTmJaSm6t9vZISnR+srUyP8YM3foeyJjOLTlbXUWHwOxWgOjlBFmEayUSmpddPT5XIK2PGyx1jjpJz02v+/bBx8pO/+KLcec9sWfLqMlm/dp2sTevGX9/nb96uX78+Q81Ot6M741DzsOT1p31uqBBpMY9I23n4PCGXCuMwRO5siYJgiYI60HihW0gKTRZFEykyDBIQ0+APM61LrEnJNnvaDXL54UenauIYmZMqgcmpUpiQzOHClPQcWblv1ElyM5OZY46Wh1K18GIyjEV1J8qrqZLgx2tUIJbSz+lPyI7EvJqeX5yZxtFyS/pcru3xVDINfv9y+ahflX8+/Cj54bf/SZ548jFZkoxi+cr1smrlGuHPVrKOLPV2ZnbGQNg2u51qHtZAgD6K+k6J+nywibSYR6TtPHyekEuFcRgit7VEQbBEQR1oIrErJIUmi6LJZA3DmgZ7cVibhgKr05DgqRdflDM//jF5OFUcL6dk53TzyckcLkq3L0oJPy0l/L1jTpKZyUxuSBXJvenxx9LzLyQTWJKe54SuFckolFdHnSiLkqnw/DPpvQ+mSmN6es/N6f6TyYieTFXL5LT8TjKpM/7xm/LI04/K5i2bZO/uPdLU3CJrUsXBH2LiD0uznlQemEdpndd2mAfbZrfTm4ei5qH4Poz6fLCJtJhHpO08fJ6QSyPCOHRjKuE7wOM7zDtvFARLFNSBxgsdNAlICp8ouge2xmErDRKRJYm4ctlyWVffJHffNVsu/LV3JvN4k8yvO0puSVXCpFRxXDDmuOzcjluSOTxcd5Lclu7zq9lZKfHnJCOZnyqH55IhPJ+WL1CNJJ5Ojz+aHrsvMSu9lh+z8TdXnklm8mR67Pr02E/rjpTv/J8/kvseul8aNm2Ufbt2yd72izW1pLiy3vytWPDGwXbY6sMbR2QeI904vK697j0+T8ilYW8cnDkabVyE75BKRJ1uiYI40HhhW9Er1jD0dlRpqGGoaQBJyB599Zq10pTetytVdg3798sj990hF/zhx+TKul+VO+oOz/4MwpXJKC4eO15+8eZj5Mo3ceXy8YkTZFYyg6mp2rhxzLHZ31CZlYYzs1KlAVPT/RuTUUxL1cfMdPvRxIvJeOYlI5qYPpOJ1/988/Ey+fyfy6vrVsqunbtkRzKMtvZfPPMX/IB4YRpLly7NlroNGAhEBqKmqQZC32j/sIz60vd3RBSnwSTSrsXrvhLk0iFlHN5pKxF1siUK0kDjReuFbk1D965qGqCGoWiCkWwk4IoVK7L79MfOXTuldWertG7fKbv37JeVa1bIrRMvlbP//BQ5a/w75Jy6t8gvuP5oSnau0zFpDGZwlNw3dpw8NPakZAbj5Naxx8uMscfJ9NHHZNcmnT32BJmTzOWJZC4LRh8tj6XlDaOOknM4QzQNcS5I1cap7/2APPzQXGlsTeuAabR1XmOFP0eIgbDkPtuG0WEgWnXY6kO3kaWaphqH9hOoifj+9P0dEcVpMIm0a/G6rwS5VFQcOUSdbImCNNBYwSJsK35FE0P3rmoaJA1JpNWFJpeaBtUG7ych2atne/o9/E3elKitO2TfTi7buFtWNmyQeQ/PlavO/Jmc8clPyanHvF1+UPfmNMR4s0wY/Ra5MhnBzQxXRp2chivMeYzLhi2PJxi2cIGeW8ceI5MPO1zOH3u4/GL0ODl/1Fuzi/VckoZDZ/3FV2TJqjWyJ1Ubu3aULtqksG6YiV6PhfUkNqw75oHx2aELS28kWn1oPym+H6Ea84jiNJh43Xoi7edBLh3SxhG5qSXqZEsUpIHGChZR657Sit2ahTUNqg2bTKBVBrfZRv3j3VmitqXEbEt79t1pb793h2xL1cfW9Pi+HXtk36590rpnr6zftEEeeOAuuejfvy3/+q73yndSxXBh3VFy0Zjj5ZyxxyYjOEouTcOSS9Jw5bJUkVxy2LHJXI7NzkC9gAnW0SclozlZrk8VytQ0XLniTSfIjWedK82te2RPa/reHaULyVi0CtHbmAf32U4796GGodvsKw9er32lxuFNZCQaR6R9i88bGDGTo2xMJaPwRJ1oiYIwkESi9CBkjx+eeLMATRqSSJMKw6DM53n6p8MwDNncQjKQDO63tp+p25YSOiVra0ruXcnM23bskucee0p+/Pk/ln/7lTFyRt3Rcnkavlxad0T2y9YLk0mcP+aoxAlpOHJiGt6cKJenKuPqMSfJjclIpo8+Qp486b0y9eN/JvMenJvMar/sbN2eDZX8OllYF5asO5N49Afbt2TJkuzIizcO2xfcrlR9+L6GKC5KFNfBJtJ6Hj5vMBOuvNdfbdCNwzunJ+okS9TpA0kkRAui1QrDooah6B6VxCBBSBSSR0t4YK/MfT5T994kHrfzyEyjnbaU2DvbUixad0nr7oOyo7FBXrj2P2TKd/5MfvTJT8rpb/1tufyIt8uUI96WKooTsssNXp0qEn5pO7XuLTIj3Z6djOXFNFRZ+96PyZw/P0Wu/d73ZEPTlqyy4fPbkkFF66Gwztm6tN9XM6Efli1bJq+88kqHUdghDPAYqHlYtC99Xx8KxhHlzYg2DuuSEb6DPFGnDySREC3dGYeKXEUfmYYaBlUGCcVzPuGiisOjplF6bzKOHRz63iX79+6TLa/Ml4WXfUFemnKqrFr2itw1c7Zc+I1vyVkf+gO54bd/T+5494fl0ZPfI8/9+vvk2V//HVn4rt+V9R/9tKz48tdkxpf+Ui795+/IopcXyZ5du7OKpmVHqaKJ1kOx6wPW/IgpZoF5sN3ePKPKQ01X+xRT9v1NHCw2RlFcBxuv80r4vME8hq1x6I9r2AC/Yd0ROacl6uSBxAouEh2PqTitcH2FYQWvpbiaBYmiCUMCMTTh85jL0CMTmnSacHnYJG2lIti+TXbs3Cv79uyUDY9dJ09f8hlZdtd5srs1Gfu+g7J84yqZdsZX5cLPfUDO+8Ln5erPfElu/Nxfyi1f/Jrc8Vd/J9f81bfk3G/8nVx30YWybuW6NDTZLbu2J1MwxhGth4V1wTBs9YGpsOQx+oVtZ/KUflDzoJ9YYh5quvSfGkm1BuLjWAkf58HG50WUN4eUcfgO8USdOJBUEhSPqTgRrorXGoc1jajCAK0yuE0ikVRUaNEeu1Z2kKwp2Vtbt8rK234mz0/4oqx9eqbs3JOSdt/rsuGlB2Xh5f9Xnr3mH2Xhs/Nl/hOPyPSbr5epk6+UGVdNknnTb5cli1+RjW3JaHZiGN6ceg8GQgIw57Fw4cIuZ53SX7ZCY6l9Sv9649DbI9U4IkaUcXhn9EQdYIk6cSCJRGVBlN4oujMMbxpaZTCXwZ6W1+uemGRSA/FJVgvbs6MeO6UtDXG2bnpVFk/+/2TRxK9L/cpnpeV1ke0tzbLs5u/JSxd9VpbPu1p2pwqiLQ1Dtm9vk52tu2Rny470Ga3StHO7NDPsYQI2fWb0XT2FbbYmSX9RfQAGQh/Rb1p90G/an3YIo+ahsbBGYqnGSCItDCZRbniKisMQdeJA4gWlezAFIVqxWhC03UsieIVk0JOiuE1fMCxhSRJpUtnbPWFbSvLtO/bIrt1pmLLwUVl88Zdl1dT/kq1Nm6T1tV9Kw/NzZPGlX5JF1/yTNG94RbanymR7605pbUvLtrQ+rTukORlYWzKUPW07ZefWVL20lIYbfQmmgVGqgbCk2li8eHFmrBiGNQ5rHmrOah6gt71pqJn4uHoiLQwmUW54hq1xaGMDouoiIuqkgSQSTTVYIappIFZFxYywEbsKHvFjFOxNSQheq8lDsmjyWMPgsZ7QqrfTZ3CS1sqHbpAFF3xK1t13nrTs2SetW5tkzczTZcGEz8iq9NyunXukJVUUbek9bdv57vTetmQ+O1pla3a7TbalqoPfovjv6g26jZgmSyoQhT6mnzAQPXRr+xLsnIeNATGx8VHTqKbi8ETaGUxGvHFEG2iJOmUgiUSSR1RpqDBVsAjYVhoYhZ6XQRJgGtzn++2wpD9gYrSVvXn6ruXJJBZd/jlZ88xt0pY0tvGF+2XRZV+Ql6/9hjSsWSa72jgaliqe9vd2GM8gQb9gHhgKfbdgwYLMQLhtqw/tazUPNZDCOPquFcbhiERiUaOw+EpDTUNFqyW0mgYC1yqDoQmvISEwDd3L9hfbUuWwddfr0rR2iSy66m9l6eRvypbVK2RXy1ZZesuPZMElp8jahydnE6htLW3Swvr0o5H1BPoKE6GPOWnMVh++ArEGouah8fHmYYlib4m0M5hEuVQYxwASicTiKwvFClJNQ/d8KmY1DOYyOFLAkm0mCbTS0OFJf7GtZYfs2Pm6bHz+Dllw2Rfllek/SJVEm2x88Z40RPm8LL7m29K8boU073hNdqR12ZGMZltL/FmDDf2FpujTRYsWZUZsjVkNRM0DbHyseViIcRR7S6SdwcTnERTGMYBEIlF8dWGxpqHCtJUGImY4grjZQ/IY4mfv6ROiP2llziIZwbJ7L5HFEz4jax66TlqaG+SVaafJggs/K2sevj6t015p2rE/DWu2JlMZesahcz5anWEg9D/9+vLLL2eGrKbB0lceisbKx9JWIJEOINLOYBLlESde9lfrV+PQoypsgN8wxXfAQBOJwhMZhlYYijcLsHs+zsugrGZOg8/TowZ61GSg2N62U7Y0bpYXbjpNFl38OVm/9FlZ+8ID8uqFp8jiKf8hW9YvkdYdO9NrB3a9eoMaCEvMmbkP+lqrDV99ECc7fAFiaI1Dl2ognkgnlkhrAwnrsGfPniz/NA/7shXG4QLuQSQICKy4rGGoaSBG9m4KYmXsjYgB0SJ09pC69wSfCP3J9lRxbFz6mDx/8Wdl2Q1/LxtWPS+Lp39XFlzwaVk3f5rsasU0SkOm4QJ9SDXLkgqOeFDZYSBUH8RFqw9iwH2lO/PQ22oeqgG9H2nFEmltIGEdCuPoR3zAdY+iIBQVkopLb6tZAILUkhgQKqKlfGYClM9Qw0DsCJ3lwFYcpaHKxgVz5eUp35blcy6SDQ9NlJcv+bwsmfbf0rR5tbS17pLt4XuHLtqXij3ywtAFE1HTUEPXWBE7jaWPL0s1Eq8LrxtPpLWBhHUojKMf8QG34tA9jDUOBaHZKgOjUPREJSbsuG9LaYTNUm970fc3W1M10cr3b1klG9Iw5bkr/0WevvBzsuGZ2dKyc6+0bG+Wlm2J4L1DFduv9KfeB2LHqfs696ExImbW6NVA1DB0qcahlYbideOJtDaQsA7D1ji0qXFEG9jf+IB69HVqFCoMNQw1DRWTNQwVHEJkLwaIlBKZvRzvteIeCrRsS0aVTKx192vSunmNrJgzSRbc+VNp3rhctm3nvI2G9Lrarzg1VKHvia/OfXA0izkPYqZLax4aXzWO7swj0lIeqrOBgu8sjKMX+AB2hxoFS71tDUNNQ0WmVQbi4zZLKgzgNns+PVw4lGjZ2pwqjlTtbU/lPL8/2bZFmrcsla3bW6WxOT3WvEW2pddE7x2uqIEQU4aNVB8sMRM1/MhANO7WQFQfaiDVGkmkzf6E7yyMoxf4AHo08NY4ujMNrTJshYFJUALrTD7v0XkMttnvAQeflEjJGLjNsKUl+/3JTtm6bbs0pyQbStVRX6PbhmFgHsTLn7auBuLNQw3Emocl0pYl0mZ/wncWxlED1QRMn1PDADULlno7Mg2qCxUZAkR8iJDbfDbiBN3TDT1InmRsqepo3daUTIThS6tsT2bCL2Obt6Z1D983vCEeauQYO/Gl6sDw9fIFuiMgxhpvayBeHyxVP7oDAqu/avEa7S18Jtd1pRXGUQXVBITHNciRcXjTQEDWNIDzMjAMhiY8p4YxNKuMGkhGEj4+QsBANFboAMMnhkxmYxrEUisPIOY85s3DG4fe7ql5RDrtLYVx1EAUFIs1DIKtWLNQw9C9jpoGQkJcTHzaKsOKsmD4oAZC7HVSW6sPbx7dDV2skYAaiSfSosXruC8ojKMGfEDUKCwaTG8akVkoCIizPrXK4LWIDgGybcO+0jiEIFZqHGiGx7hPjDnqwvBTr3cKGAkaQBPoww9fLOjJGoZqzOvS43XcFwx74+C3KkPBOHxANdjeNLjNUvc8TKDp7yAQFJ+lYlPT4HbB8AGtaNy4zZK5D7Shcx8sqTDVPCAyD4sahaJ687r0WA33FcPeOPjDMASpLzrId3glrGloML1hWNNgyd5FTUOPmFBl8DjrgMjUMApGFsQW3WAYVB/EnSGpNw/ViupHjUOrDjUNtOc1WQ1e9z2hMA6D72CPGoVFTUMNw5qGGoYOSdQ09IjJSy+9lI17+Wwtbb3YCkYeGAi60eEp1YcaB2AkaMUbiNWYNQ+P163H674nFMZh8B3ssW6vqGnoXsGahjULhaEJYmGPw3OISMfGuiwYuRBvCxqg8kAP9rwP8OahVYcuIy1CpF1LpP1aKYzD4DvYo4HxRKahxqEisEdMGKLwPoxCv1fXwQutYGThY4wGMAEqT8zDz32wVD2peahxqHl4KlUdqrXecEgbR6UO9c/7KkMDZU3DDk0IOrAnQRSYBqJgfdnbRN9ZcOihJoJW9AeMTJTbyoPntALxxqFLq0+WfgijeF17onW08Bqukt9fbdgZh8d3uBoFgVKzAN0jqGmoYTCXQZWhcxm8l+9lff26FBQACa+T5syBqJYsWn34CsTqk6UaiSfSuiVaLwuvKYzD4I3Cd7g1DTsksVUGsJcg+FQYCID7fJ9WGXy2X5eCAgU9oykm0O15H7pTYsnzoCZizYOlNQ+vaa97T7ROFl5TGIfBdzAdr2gw1OHV8QkewcQcGIZQZdhj9bxHj5jYdeQ77P2CQxPVHTsVq2PmPriNaTB0ofpQjenwRc3DVx56W7XrzYPPzcOvo4fXDGvjYGIG49CNiTawFrRjrWlYw9ClrTbUNIAgU2XoXAafWQxLCnqKageT0LkP5su0qkV7UdWhxsHtyDy87ivh1wsOaePQjvR441CzsIahlYYah/4egQDz+sIwCvoKtIQmqTowD4bBqjtrHmog1kSseURahyg3LNE6HdLGQTA8ahZqGGoaahagY02gysAs9Dg8n6vfX5hHQV+BlhjOoEOGwBgIw2LVoh26qImofq2BRJr3eeGJ1ueQNg51Yos3DdBAaImoTs8eAMNgAgtzIbDdrUtBQW9QTTH3QZWgOyz/i1vVqjUOsObhsTkR4dcFhr1xvP7669mGVFNyedRxtVPVMLTC0CWGYasMnB7H1zEnn8EeAfjcotIo6GusplRraBPjYMelZ50qVB7o1xIZCNrVpR2+WKK82blzZ0cO9nUbcsbhO0Q7TQ3DmoY1DB2egE6A4va8hgDqYVbQ4BYU9CeqO27rb5+Y++A2xqF6BdWzmocaiBqGvR1hcwh47JAyDt8h1jTUlbWTMQt1buAoiZ4ybucy1P01oAUF/YnXm5oH2qX6YP7Dm4dqWM1DDQTtW7qrPKI8OqSMg46x5JkGHa5jRz2WrnMZ+hsTKIyjYDDAMFR3aFurXjSLeaiBqHmA6luNQ83Dmgh5MeKNg3bgwIFsY7ozDh7X6sKahe00axy2o+l4e8SEzypMomCoojsxdM6wRSdOgYpZqxBrHpFxgFYeUU7xHH+fuL/agBtHhJqGdoyahjULLeW0wmCJUWAaOpdhHb6gYCijWkXHDK+j8z6ioYs3EHJHDcTn1IgyDt1QizqoNQ41DDUNXJgOxZVBL7DCEIXP1nEkt32QCgqGElp1cBvdonmMQ09Zj8xDDcQaB0T5pIwo41CTsGgnqKNa09AhCR0JWmUwl8HzBEBdlu8ojKNguKAGAiQ6OsdA0LgOW4DHbfWheQJRPsGIMg7dILCuaQ2DpRoGnYb7cpsljoxhUGXwPq0yrGkUFAwXVLuqX+6jf0wDjds5DzUPayBRBaI5xm0uvtwfE6O0ATcOhQ2zhkFnKHSONQ0mQDENZqF5nI7WXyYWplEwElADwTy4T06gewwEzStqIJorah7WQMgv7mMc/dUG3Dh049QwrGnQIVpd4LZ0HKUbk0d0IO+nyqCDuV2YRsFIQqtxe598QPs6fCE3dIeaV32MWOPQjVXjsKYBtsrgPp2obqzuXBhHwUgBfVtdq965TW6QD4o3jsg8RpxxsEGghkEH2FKMTtHj2zgtr7WdaTtY7xcUjBRU20C+8Bi5gxmQG7by8EMXNQ5FjWNYnwBGR6gTqmmocdAR2hmYhZ5Rpx1pO7ag4FBEjYScIU9s9eErD80xrmqHaQxr42Dj1TB0WGLBOKgycFReg8nQUQUFBaVKXSsRcoNqw+5wbS6RPyyZDxz2R1XYeGsYWmpplcHwhMe1o+icgoKCEpoXWoHwGPlE/qh5aE5pfjFHMuyNgw1Vo9CNpdTCMDAONtZ3kt4vKDjUifKBKkSrC80pzS9ya0QYBxtpSys1DpZsuJ/YKSgoqAx5A1QfumNmuD8ijIOf1bNx1izYQDaUDbbgoAUFBflE+cJ9rTZGjHGwYbpB1jgsVB4Fhx6aBJWo5bV5+O8fCvhcqITNowiqDg7jjgjjYGP8BtoOiDrQvjbvvlYz9n3WoGyA9DGPfa3e57aKTZ/T24p/fd7zLP3n0Tf6Pp7TvYfe16NRCo9Fz+vj0f3eYL+7GnRbaoV11fdr3/AYSxsb+7w+Z2Pd2/v6WC33o/ezjNYXfGz0Ptuvj+lwROczWOoEqc5z6GQp6MlkeuIYP3J744032rOwb1ufGwcOd/DgwWxeA8MANsB2roXHFH8/QoMSfQbGYR9TU7LY1/vH7Ou5bU+2YaljR5Z6JIil3uZMV31M71v0snHAafQWva4IcCUz/QPYLPU2fxMG+Du38OKLL3bwwgsvyPPPPy/PPfdcxrPPPivPPPOMPP300/LUU0918OSTT8oTTzxRxvz588t45JFHynj44YfLeOihh/oU/UyW9jt1fR599NEMbj/22GMdj3P78ccfz7C32UZge9l+hf6gX4A+or/oN+1D7VuW2vd6wWvQ+GjMiCMxBRt71YlqR01DjcGagzcAEp7k5xezHE7lN1mcj9Ha2prR1taW5RNX9wL+Ij3s3btX9u/fn0HOkX/kIcbRH+bR58bBSrLSbMC+ffsyOIMNp8QJ6RCWCp2kx6dBj6goOgEUObQ6uZqJJj23NcFBk9gnrk9WQDCalIjKoglpk1FFqqK1QtcEePDBBzPmzZsnDzzwQLacO3duxv333y/33ntvxj333CN333233HnnnRl33HGH3H777XLrrbd2cMstt8jMmTMzpk+fLjfffHPHctq0aTJ16lS56aab5MYbb5QbbrhBrr/+ernuuus6uPbaa2Xy5MllXHXVVWVceeWVZUyaNKns+auvvroMPuOaa67pwH4fsB6sj8I6Wlj3GTNmdGzXrFmzMtje2bNnZ9x2220Z9Ad9Qz/RX0Df3XfffTJnzpwM7Vvta/qeOIDGxhoR5mmNRg1GTRiDQQ9q2N5U0A+/2rZmoiYSGQmg3ai6UN2TC5oj3kSskWAiwJ9CAExkz549ZSYyLIzDNqoPrUB0A7QaUfibK2owuKY6qEJn0DF0Eh2GCbHUn9RreUZH49h0Og6uhmONRk1GqweCq+aiQeYxNRjdsyAKNRfd+2sF4Pf2LPW27t0QIqjZqOEgWN1bRoZj98h6nyTQpTUiltaMSCCSySaUoo9397wameJf7+E9fGd36HopmswWW3HoUpPbogatye4TPkp64mOrCq0ovAEQZzUAawK+mrBGYM0AbWlVYc0APaLL7ioKQNdAReGrCnIAMyA/NFesMWiFAeQX6NyG5qDe76s2IHMctTS7obqxLLXk0o5RA9KOA0wItFMVNSUgANaUCIy6NhA0TEoDqUalAe6uYorMKzIwDyKzlROoEBUVqAXh2qpKUQNUE4zQoVN3RK/39/Ne77EJp+j6Rwlo0T6hjxRNTsX3qSarontwi42hTWDdo2vs7Z5dExo0oRXVlE1wq0HVJqBVq2PVtte+pTett++P2pAzjkqtPzqhlsb3a6AtGmAriGrw5hdhRQfdCTJ6HnQvpfjn+4K8z6+0fv75qA8sundVfJ/auPj7EYOpKdXNcGvD0jgslZp/vac/Wn9/ftEGv4/t90dUarW+fqi1YW8cHt+i1/SWSq2nr+3uPZWeH+6tmu3zr7H4Vs1rbIte31t8i15jGW5txFUclZ7vbevvz6+1+fWJ1il6TX/iW6XnB6P19/rYz4++o9LzQ70NO+MoWtGKNvitZuNg8mvChAnyL//yL/LNb34z41vf+pZcccUV2Sx40YpWtMFrHEb+t3/7N/mHf/iHjvz813/9V5kyZUp2xKmvWs3GweHG4447Turq6uRd73qXvPOd75STTz45u/+Od7wjO/ZetKIVbXAaJ+iRi0ceeaS8+93vznL0rW99a/YYeXv++ednR5J623pkHMcff7x88IMf7DicxnHviRMnZiv3iU98IqtKila0og1840xe8hAD0UPfnLfC2bbkLM+deeaZ7a/ueeuxcfze7/1e+yOd7X3ve58cccQRxZClaEUbpMbp/5gDp/b7xslyVCFjx47NzqrtTesz4+BsOYYtb3/727OzK4tWtKINfFPjYE4javx2ief//d//vf2RnrUeGce4cePk/e9/f8ep2TjZd7/73czJLr744vZXFq1oRRvoVsk4mDx985vfLB//+MezYUxPW4+M47d+67dkzJgxWeUBhx9+eLayf/iHf5iNp4pWtKINTqtkHMxHchDjPe95T7bT72nrkXG87W1vkxNPPFFOO+20jO9///vy6U9/OjOT3/3d3y3mOIpWtEFqlYyDH/T95m/+prz3ve8deOPgsM5HP/rR9kdKjR8f/fCHP8xW+p//+Z/bHy1a0Yo2kK2ScfBLZQ7VfuQjH8nmJXvaejw5+qEPfaj9kc7GCSasNG5WtKIVbeBbJePgYkg8//Wvf739kZ61PjUO5jdYKcZPRSta0Qa+qXFw1bWo/cmf/En2/F133dX+SM9aj4cqH/7wh9sfKTV+qHPWWWdlK3Xqqae2P1q0ohVtIJsaB4ddtXHNEi6exOnnPPfZz342OzmsN61m4+BqShjH0UcfLaeffrr84Ac/yJaf+tSnspWiEikmR4tWtMFpXB9W8/Cv//qv5W/+5m+yo51vetObOkyjL4581mwcXD7tlFNOyY6sHHXUUR1w1igmUhyOLVrRBq9x/ddf//Vfl/Hjx8uxxx6bwYmZX/va17KLWHNpw75oNRsHjcux6XnwSl/8cKZoRSta75teglFhqNLXrUfGUbSiFe3QboVxFK1oRau5FcZRtKIVreZWGEfRila0mlthHEUrWtFqboVxFK1oRauxifz/7EE1C9AXJLIAAAAASUVORK5CYII=)
The value of g in parallelogram PQRS is ____.
![](data:image/png;base64,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)
Opposite sides are parallel ( distance between the opposite sides will be equal)
Opposite sides are congruent.
Opposite angles are same and congruent as well.
diagonals of a parallelogram bisect each other.
Each diagonal of a parallelogram separates it into two congruent triangles.
Same-Side interior angles (consecutive angles) are supplementary
The value of g in parallelogram PQRS is ____.
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)
Opposite sides are parallel ( distance between the opposite sides will be equal)
Opposite sides are congruent.
Opposite angles are same and congruent as well.
diagonals of a parallelogram bisect each other.
Each diagonal of a parallelogram separates it into two congruent triangles.
Same-Side interior angles (consecutive angles) are supplementary