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	<title>Rox Pile &#187; Modesto Nuts</title>
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	<description>A Colorado Rockies Fan Site - News, Blogs, Opinion and More</description>
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		<title>Rockies Farm Report &#8212; April 26th</title>
		<link>http://roxpile.com/2011/04/26/rockies-farm-report-april-26th/</link>
		<comments>http://roxpile.com/2011/04/26/rockies-farm-report-april-26th/#comments</comments>
		<pubDate>Wed, 27 Apr 2011 00:30:26 +0000</pubDate>
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				<category><![CDATA[Rockies]]></category>
		<category><![CDATA[Asheville Tourists]]></category>
		<category><![CDATA[Bryce Massanari]]></category>
		<category><![CDATA[Charlie Blackmon]]></category>
		<category><![CDATA[Colorado Rockies Farm System]]></category>
		<category><![CDATA[Colorado Springs Sky Sox]]></category>
		<category><![CDATA[Dan Houston]]></category>
		<category><![CDATA[Greg Reynolds]]></category>
		<category><![CDATA[Juan Nicasio]]></category>
		<category><![CDATA[Kyle Parker]]></category>
		<category><![CDATA[Mike Zuanich]]></category>
		<category><![CDATA[Modesto Nuts]]></category>
		<category><![CDATA[Tulsa Drillers]]></category>
		<category><![CDATA[Tyler Matzek]]></category>
		<category><![CDATA[Wilin Rosario]]></category>

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		<description><![CDATA[Any current report over the Rockies&#8217; minor league system has to include Tyler Matzek.  Matzek has been a disaster so far this season.  In four starts he has thrown just 12.1 total innings.  His ERA is a beefy 10.22 and he is walking 13.14 hitters per every nine innings.  Last night in San Jose, he [...]]]></description>
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N2qI68LqyYS0/o0NOV3f/UNriiuPa/awzyndBSUsBn90QqqJlavGzaUSRIzCRR/PUueSn0EAEBTU8fROSWn5AXVedimW27ZsdINL4VGb1VXn3lH76ceSB/nk5+C4xBTuv4l1e2ssOq00D0dAKbkDdQ3MI5L7SyuPa/MJ3H2BvZhUVgHhc8F6eMseVr1EQRmR4tJbi2qOZtbdkx1wqGpLWQ0v+JkZILoqfdemBFIH+ejjwYGpglre1RHUueWH88pHZ3uD6FvYOLuk5tfeaqgSlXuSJVf7PGS2vORiWIrG4Ky5/rn6uNKIwMtLT119SVaMUdhHYprzoIxJAotv2J8zbpdC6KPJesvKLtLyfoLQveM6WeB6XuVnlV7fsapD20dA4Hbmtyy46UbXsyrGM8pHVtXOqpkBDO6rnQ0p3Qsr+JE6YaXSmrPs6amIHoGgfRxnvnNbGwpoFSpOLGgasI/rEbhfdE4fkrm9uKaswVVEypSS8m2XXABB+xNOAgSVe/r9A/VRx0dzbiUbQTONga/BoVZip3EMXin8k2vFFSeUmbFtecz8g88vj7SWIEVW15XdpeKLa+7eq2bfhaWIFBRvIrNr/mHzSp1iB2C5eq9LjljMLfsWGHVREGVogtWnQI3gk/OGHT1WmeHYD7mIz8FQPqomZa7u2zDS2BWbYVWteUSkaogKobBCSmpPV9cc07ZiUU1Zyu3vO7kkqrQf9DA0JTGCgiM2Lg2Z3dB5amimrMFladkdwEDLa9iHIxpyyo6HJUocRAkWqn0JAdJWNtbvukVhaUqrjlXXHNOLn945ZbXVTy+MpVfQNQAgEZjhMTUkR26MKw2Aq/LJXDIJyDL3Gxxt4taYWRBYwaQ6T7KjMLww5PdHn8yzmSVHY0VpOwuNFaQlQ1x+llGKy1prEDlZwXOaRthbW09DN6JyvDj8mMiE8ThcY2TFpkg5vJjqAw/DN5peqzqM8uzro/q6hrOnll+oVU+QeXKLDB8g7KNX4Tu6f6h1crPLfMLqfb0L5Ldx246pqvgdFaQT1B5RIIou/hoZuHzk5ZdfCQ5fcA3uNLRJdXGlqKhIb/gowxH51T/sBolparwCa6QTf1vaY0PDF+v4vHp7KDZv9L5IRS6llSP0QR9KLoIx5ZgWWIUXcL33rk6q8vF2UVL66l1UF8u1NU11NQ11NTV1dTV1dQ1FAZ9QTzr+vhEoa2tb2aBAndGfrg/Mmr6NvNPGTo6Gr5+ocGxfQReJ4ohwrElk4aki0gO3fkVx3n2z+4WKBDLCKSPEMuMh3fUmtwTSHoLmjlFHEHDMMUoRovAp8vBKVxPF/I4gVhSIH2EWDZWGulFxBQI/XrhVDGW9UgTUXQRhime/BPLEqMZLc7+w/Ep26iUZ93jBGIpgfQRYnnQ0VYXuqX4RB5A0iRYlvihFErsyI10p3YkrQmciHw01qaJGML+nJLno2OerRStEMsIpI8QywCTSU9NF3PcBhA0kexQ2hJXF5+2/70P/tfW8yqaIbKjNMpKJIouwnM7g2OHCSSB2sw3gYB4XCB9hFhqYDBYbskue69dSBlxRDNFVoT6jIKjN3/4DWyNB4++yxS22xDrp05HipD0ZpfAHQGhRba2Nsv9KBBPOZA+Qiwpnl6+san9OE4bUmb4jKKLrPB15RtP3r59RyrDa29+4RE8aIHdNjkAx7ElOLYYSRfzPIbSc7f7+wfo6ECOKRCLBaSPEEsHnsgJT9xOcuhBy/jxIGlNdpSGOsmLf/19TzqNL6/9lJh+wBJXh57m+kPgduZVnHJ1X3TfTIhnFkgfIZYCY2PDlNUloQl7kPQWjIwfD5zSiGGI+ne+OV0ZJ/nllzvVWyYQ1CYEtUnO9QdBa3by7nZxT1qxQpUHPgTE/ID0EWLR0dPTjIzNj1k7BqeKZUfKMFID2aH1wJF3VYjjJAO73iRwW2xJDbISiWWJ0YxmJ5+dKektJJKC+DwIiMcB0keIxQUOt8kvbnPyHrSjTOn9WRPq6YL2ifMfz0YcQU6d+5jn3m2Fr5N1lgRdf7juO9z9t640tlzux4V4qoD0EWIRgdnY+IdWOfmOyPrxYFkSa3y9R/Dg5X9/NXtxBPngo29DE0as8XVohuyKjQTNEGE5HUKfVhrTW3Pxo2yMjY2RSCQOhzM3MwMAQE1NjUKhMJlMMpkMt7NbaWSkoTFl1UhNTU1bS0tba7bh8xBPCJA+QiwWKBQ6M3+Y6TyIoDXJiqMVvi4kbtenn/0wV3EE+f7mr7llYzBSg5wDOZYlRjPbXIOGI+NqYTZWC/ggenp6RALBx9u7qLCwo6Pj2NhYe1tbdmbmtS+//OLzz8PDwtTV1VtaWs6eOXPi+PFTJ09e/te/Jk6d2r1rV21NTUx0NI/LtbG0NF6xQk9bx0BXT09XT19PX3MJVBzisYH0EWJRoNE5XsH1FMdeWRXDMMUW2G3JmQdvfPPz/MQR5M6dv8UdFxG0JjvyFAdyHFuCoIkcfUaEnmUenr56urPqr8n19SaB2dgEBweLRaJXX3316xs37t+/P1mA/Lw8AAAS4uM/eP/9yMjIyVN0dXQOHjggV9r//e9/ly5d6u3tzUhPp5DJaoAaAAAr9A2MjVZqKrk1xBMCpI8QC09KanZK9vM4TqesUw6aIbIm1OeVj936+Y/HEcdJDo+9R3Nsk3MgB70psey2daWn/APiVRRSS0uLzWLB7ez09aakO9TX1w8KCtq7Z8+1a9cU3vfu3btX3n030N8fAABDQ0Mymbxly5bNmzfX1NRs27r15vffqyjzN998c2D//oSEBAvzKbsGQUL5ZALpI8RCssJQx8UtPDh2BMVolV2qRtKabMkNmxrO/vnn3QURR5BLl695hw1ZE+oxUxzIJViWBEGT8D17vP0VZ9g1MTFhs1h4HE5b+1EadgwaXVFe/tZbbym73f379w8eOBAcFPTtt99KpdK83FwAAHp7euZR8o8++qihvp5MepDqWFtLS0dbG1LJJw2wsiB9hFgYUtZWB8cdhFMlsuKIoDYhaE0t3a/ckxmizoP/fvzd33flfci/vP5TStZBS1ydXO5ILEuMYkgcfXauyepycXmUYVdDXd3GxsbU1FRf/5HLJNzObsP69Z999tmMZYgIDwcAwN7e/qUXX/T08AAAwM7OjkqlCoXCY6Ojc32ib7/9tqO9nUB4sI+QmhoUVv5kAVYTpI8QjwvMxjIgpMjeox9JnzLatSU3YpjinXuVdspmyQvH33cPGvz0s5vT/9fPv9zZUHfGltwg50AOuv6Q+d25ZcdYbCcAAOB2cCdHR2urR6s3WpqaaWvXfvzxzG5GF19++dqXX169etXT0xMAAF0dHR8fn8LCwpDgYDaL5e7m9vFHH83v0b66fn3Tpk0rV65ctsqDUAJYQZA+QjwWVCq5ZsvzDl47EdQpnTgYqYEp7Dh26oP5Ccckh0f/g2WKzTFb9zz/trJjhnZfJvFaYFMdyMFFISS9hefeGhGdHxcTYWRkNFlsOo02cerUbApwbGxMR0fH18dHKpV+9tlnurq6DBrtu2+/Bf/vvXsKIiPnyhtvvOHu5rZ8dQihALBqIH2EmCcaGgCbzYlOamW5DMp136wJ9c5+/a++8fmM0vDJ1ZvHTn4wfewMsvf5t/GcZjtKowV2W2HVcRWD9NPnP3by7rUiyDuQ49htWGYTkeKvo/PIqyY2Jua6khUYWa5du3br1q2XX37Z0NAQAID0tLSw0FAAAPT09BwdHRMTEp5//vkZLzJLfvnll5Li4mWrS4hpgPUC6SPEPOHxHPPKRwm8LiR9ipOjJa7OJ3zoPx/8T7Ui/PXX3ZED/3YJ6IcR63u2vzH9gOG9b6GZIjilCceRwKmNrgED337/q4oLfvjRd2GJuy2w2x5lIOe04TlNFtY82WKXlJT88fvvMwrW2NgYkUDYtHGjVCo9fPiwnq6uurp6fn5+e3t7ZGQkEoGwsrQ8evTojNeZEx0dHbq6ustVoRCygDUC6SPEnNHSBHz9ovwiejCsNtloFgxTbIWvi1m978vrP6kWglff+CI6da8tqcGO0oigNqHoon2H3pE9oHvwDdm0FFiWGE5pvHDxqurLfvv97fyKYzBiPZLWhOO0EritFtaOsiWvr69XfYW///77gw8+kEqlmzdtAgDAxtr6zUuXRE1NmhoacbGxt3568Fy3b9/+4Yd5ermr5tDzz69YsWKZKhbiEWB1QPoIMWf4gqD49FEUvUV2rxg0U2RNqM8oPPr9TVW9vI8//b58w0ksS2yFrwNdc/AciR2lkchrPnnmwSpHW++rduRGJG3KmN2W1LC54dyM+nL37v3mrlfQDAmK3mqHDpNdFt68caPqcz///PPg4GBbGOzGjRt3795ls9kAACARCBKRqKOjAwAAAg5PT0+/enUGmX5M9uzebaAPJSVaZsC6gPQRYg4g4NZRsSVOPr1wqhjHfiSOKLrImlBfvuHkL1PT3Mpy6+ffuwZe53v1WOHr5AIE8WyJLbmB49r54itX23pfhVMaZROMTy74BMXuunPn7+lXfvWNLy5c/FT2X1448Ym9c5W2ls5kydPWrlW4lvL333+//tprVZWV169f/+Tjj8Hgv6Ht29+8dIlBp6PR6BPHj9++ffulF1+sKC9ns9kFBQU/Lk7PURaJSLR8lQwBAJA+PguoqQEmppYIBFxfbwFifvX0tAvLur3C9yPpEpyskyOtCU5prG9+8a+/lHqAj5/5b0D0ThixHk6RjwuUvQ7VsQ3DEsslxJ30M6c5tl3+93XZy7734f9K148TuM0Ylji7eHQy7cXdu3fseQ6TJedyuXf+eBS6c/fu3StXrhw+fPinn356/733wIAW0Dncx8sLAAAEHA6zsQEAwMDAoLKy8l9vPkhS+fssJi4XhLt378bFxDx+lUHMG7AiIH18akEg4O6+5S7+vSlZe509y3wD81BYeySaQiKTNTXUtOYomAwGPWG1mObUI+fHY0dpxLLEfTsuKfvU//3u11lFL8ApjTbE+qmbJSgwuf1d5QJjLHF1vUMPbvTFtZ+2iS/QBe0WuG0ougjNEFni6ojc5uotE1e/+Lm7q2uy5Ab6+q+88sqlS5e2btnS3dkplUoPHTqkq6uLsLO7/csvP/zwg7W1NQAAZWVlzRIJAYdzdHQ8f+7clStXNm3ciMFgAABgsVjgpORS8sXnn9va2i5oi4CYA2AtQPr4dGJjYxWf2ujgtQtBk9hRxAReF9d9iO7U7hW6PSS2T+hZ4eGba23HdXELtLWFr1xpqKGu6mowGDw5o4/jtkNu2Aumud1/5B2FX/iNr3/eJr7AFHZY4uSTks3PrPF16flHv7pxa3DkX87+/Vb4OsTUOUokvcmaKHL2bbOzw0wWvqSk5M6dO3g8HgCA5zZvlkqljQ0NAADQaLSPP/5498iIubm5jbW1p6fnKlNTAABYTObBAwf+/PNPqVR67dq1I0eOfP755wvi5zhXxGLx4rYSCOWAVQDp41OI8Ur9nKIulsvApJxhWRIMU4xlNaMYEiRdQub3kB26GcIun4gRJ8+miIRWOifeySU6IDDKyMjY1PSRH7WurmZwaFR08gCW3S43aWhNqGe7dp576dPpH/Zff93bf/gd96ABa0L99MiWeRuGKWa7dHqEDCJoTXaUxmmujhIcW0LgdlohYifLb7Zq1eeffTZ+4gT45+DAwJnTp729vDQ0NKysrBAIBAAA1lZW586dk0ql7733XlLigy22JWLxYsvf/ZliLm9+//1kACLEEgNWAaSPTxs62up+Qfl8r53TlzhkxqpiLEuCZTUj6WIMqxXDaiPyungeQ0K/Ic/g7vD4NiI9JiahlErnu3tFZZVMoBitcsNea0Kde/Dgv6/cmP5Vv/LGF7Fr9tkQ623JDQol7HEMzRTDqY3KxuA4djOB22JhRZ98GysMDd1cXXFYLIVC8XB3x2Iw4D/u3b37q6++OnL4sJ2tLQAAdDr9zUsPRu6nT58+f+7czz8/Vh42hbz77rvbt2/fuSLAHIYAACAASURBVHPn7du3pVLprVu38vLyEhMTd+7cCR5w7ty56urq3SMjv96+Df5LeXn5srWkZxtIH59OYhMreB79SNoUBcEwxXBKo4rZPfAYNEOMYjQj6S104YCj7y5n/357j04EbcrWMViW2ApXFxy3a3pA9CdXb1ZuOoXnNlsT6lTcaPEMz2nDMmq1dR74D+rq6uKxWAAATIyN33rrrXv37r144YK5uTkAAPFxcaAD4ztvv+3p6WnP420fHJyxQzcn/vzzzwP79+fn5bW2toJXHj9xAkwkvmnDBvCYrKwsAABsbGy++fprqVR6cnwcAAA1ALhw7pxUKr19+zaDwVi2lvRsA+nj08aKFbqJqeVC/yEUY2qfiyHCssSugQNUfiuc2mSG2WqFr7MlNyBoTeD/mt7Lw7LEaIYIzZCgmfIaaoHdlpQhn+b2l9t3eocuKfTdWVJ95HbiqJlamg9yhZmbm58/dw6ceYwID//777+lUumxsTEyicRmsU6Oj4OF/+OPP/74YwESU/79999fXb8+fuIEmK7i/v37TU1NYEmqq6rAGczmh1OKXZ2dV65c2T0yAv6Zn5f3nytXLr3+uqWFBQAAGx4KKIfFWupmBAEAAKSPTx9+gSnB8YfgU9eX0QwxjNgg7rj4063fP/70+xMT/23vey2/4lhw3Ii9Rzee22xLaoCRGmyI9XYPO5jKVplRDJE1vi63bOzWLRk1uX//5Jn/BsYMw4j1dsp9dxbEwLIReS3KDiDwemyQwRoPfcKd+HypVHrx5Zc3btw4ODg4OWS+devW77//fvfuQuajlEqlP9y8GRocDAAAAoEY2bUL/MetW7aAhQkJDk5PT3dzcUEiEG6urmwWy2jFCgszszWrV9fU1IB/WltZuTo7k0gkEpGYmZGxdcsWcEIAYumB9PHpQQ0AhC7BrgH9SHqznKBY4+trtkzcuyc/crxz5+8vrv300qufjez/v00NZ5MyD3qGbKcL2lH0JhipwQpfZ0tqQNKa0IwHcomii2zJDRvrp6S5ffc/X2cXv4CgNs3Gd+dxDM0QoRkiprCD79VDdWxTclgzkdex0uyR22NSYuLCDpnluH///ocffigRi3t7e3/68UepVHrjq69yc3NBfQ4PC0tJSaHT6SQSqbGxcV12NliqixcvSqXSqMhIAACEAoFUKv3xhx9IRCIAAMmJiffv33/jYS+STCSuX7+eCQ2xlwNIH58SdHW0nIQ+USkHUPSWqROFEktcXWbh0V9/+3M2X/sPP/z2zn++Hh1/v6X7lbzyY6EJI2yXDnBrhFWo5+CUxuauVybl5pv//dLQ8iJT2GGFr1Pozr2AyggjNTCE7RFJewKidzKFHSoWZ4i8NhNz7uSbyc7KWnBNlKOxoUFdTQ0AAD6fv3/fvrcuX96yZctKIyNPT8+NGzYgEQgAAHJycqRSaUtzMwAAMGvrO3fufPDBB4YGBnp6eocPHZJKpclJSZqamvY83nfffnv1009ZDAYAAA729l9++eWff/4ZEx29TC3rmQasX0gf//E48IWrc8fsKFPHxSyJFa4uOnXvzR9+m813fu/+/d9+/0v2X365feeLL3968ZWr20cul60fn8wf8ffde/sPv+MRPLiwvjsKldGW1EBzbEvNfj6v/Jhr4ACe06zSjxLUx0fZerIyMxdKB2X5+eefJ06dmsyQ9s7bbwcFBgIAoKOtbc/lAgCgpqb2ySefSKVSd1dXAAByc3OlUunW556Lj4vbu2ePVCq9fu3axYsXP/zww7t3796/d++D999/7733vv/+e6lU+vbbb7dIJJs3b/78s89u3boVGRGxXO3qGQesXEgf/9lYWsFJ7AIcp1NueGtNqPeN2HH9q1uz+eC/+/7XjIKjLgH9B4++q3qXmNff/DIx48Ai+e48UkamGEaspzi0rs073NDy0pqcQ0ReM4LWNNMdm4m8dhNz+8mXk7Z27TwlUDk3b94EfSTNVq3KzMycmJg4eOCAi7OzLQw2fuLEW5cvg9l3Xjh6VCqVlpWUFBYWXrlyRSqV/vXXXzNdW54//vjj9ddfT05IWLbm9QwDVgGkj/9gaHRGSuYuAq8bw5QLa6l38u6dMQMjyKef3YxK3WuJq7Mh1sOpjavXHXrjX19OP+zqFz/Ubj1N4LZY4RfRdwfDFINTmRmFRwd3Xd7SeM7Bs8eW1DDLOxLte02s3Cffj5eHx72FXoSRSqWX3nijvq4OnBbU1tYGpw4tLS1v3LghlUrxeDyHzX75pZekUumCLAGBO8pCLDHgy4f08Z+KQOC0JnuI5NA9ZfqPI7ElNVD5rRdf+3w2397lt79yDxqwxtdjWRL8Q3ki2bfUPnf6+o0Hfc/ffvuzd+iSwLfPmlAvl3NsoZWxwZbckJz1/Oj4+zv2vBUaPwKnNCLmckc8txtJSNJ8uIBtbm7+zTffPL5CSaXSTz75JDsr67ktW954/XWpVHrz++/DQkIMDAwOHjhw/do1HBYLAEBNdbVUKn3r8mVwrWZBuHv3rpOT07I2tGcU8P1D+viPxNraOrtwmC4YQNGnyAec2kjgNJ+Y+HA2397YyQ/ognYbgvwu0kh6kxW+ztG7Z+fet06f/zgsccSGUA9XEs/3+IZliWGkBgS1KTp177FTH7526Yt1JS8g6U225Ia5ronjOe04RqWW1oPkiWpqasfGxh5fpO7du1dWWgpulq2pqYnFYBg0Gvjf/X19Uqm0buvWwICA11977fHvJcdkeiGIJQZ8/5A+/vNAoRCR8VuZLgPy2RloIgStadf+f8/mw+vf+SaGKbYlK/VYtKM0wimNaIYIRpyzTs22z8gSoxjNZH5PWOLeF0689+nnP7T1vkYXtFvi5j2Eb8ZzJKvM8JPvKjMjY6Gk6puvvz6wf7+lpaW5ufmJ48e3bN4MAICent6VK1f++OOPu38rSEz5+PT19i5bO3u2Ad8/pI//MAz0dVZnNDn5jsitHaMZIhtifXPnxRk/uTt3/t7SeA5Ba0LQmvAz6Rd6caYasSwJnNJE4HWzXSQunpkffPjZxLlP/SJ3WBPkU/LM1Qi8Tjt02OTrgtvZfXX9+ozvRBlvXrqUnpa2aePGI4cPv/vOOxvWrwcAgEQk/vTjj/fu3fP08IiJigKnHReDv/76i8/nL19be6YBqwDSx38SRkb6bt5r7T23y4kjhim2wtfXbj09Yxqub7/7NavwqDWhHrWYTosqlVGMoIkI3I7A2P0p6WKhs3t2Tk1y9gE0Q2JLWog1cU47nllrYGgy+dK2bds2P3n67bffYmNjNTQeRCsa6Ovz+XwGnQ4AAN/B4erVq999992CBCYqY/++fZNPoampuWrVqiVub88yYBVA+viPQU9PKzy6wDviefhUcQT3cllXMvqHor0HZPn40+/D5Xb4W1plRNLEZH5vQPRed98S/4DQoOCw+NXtAt9dNsSGhXMybyZwO2AI78mNZ6wsLf/74awmZKfz119/Xb9+/ZWLF2lUqqmp6TfffPP1jRsEPF5XV/elF1+c3zVnyc+3boFaDOLu5kalUpel4T2bgLUA6eM/Ay0t9fSsWvegYbn03Ti2xBJfF7d2/w8/zeAH/sbla25BA1bTVmOWRhnRDAmG1e4aOOQZUBMbl2Jra82yj/MIGcRxOhZ+TZzTjmdt1tc3m3x7YWFhYL7b2XPpjTeOHD786iuv/OfKlV3Dwxrq6gAAFBcV/fbbb1fefffM6dPzkLw5UV1ZOVl+KyurjIyMZWh2zzBgLUD6+M+A7xQQHH8ASZPXAit8nXf40KQvjjJeOP4+Q9gBIy6DOKIYYiyrnefem104wrN3pdNwBcVbPYPbqI49KLpkTis/2Ae5iCQEbrPqI/HcTiQhSVMmK3pTQ8Psteny5cs4FGalgaG1uQUejaYQiSXFxXgcDgCAwICAv+YotfNgdHRUR1sbLLm2tnZEeLidnd3ytLxnFbAiIH38BxAUmugbsRNBk1cTGLFB6Nf3wUffqv7YeoYuoRiixU6uM92QdBGW3eYcsDMprQ+DZVparHR28V5XvNfRZyeK3oKZ45o4ki5CM0Q89y5nv34Kv3UmYW0h8tqsbIWT71BHR+fA/v2zlKcvv/hibHT0+NhYX08vAYONCA2TSqVffP4538EhNydnHpEwc+Jfb75pY209WXJnoRBKUbH0gHUB6eOTTnBIbFjiCJbdLqcItuQGhrD9tTcVxLpM8tvvf63fdgZM9biUyohmiJH0Fvfg3S4+64lkgY21iZnZKt/g4qDYfWhG21wH1Ahqkx2lUejXl5hxIDRhhCFon5W2ctoI7Hpj00f7E5gYG4+Njs5Goe7fv3///v179++fHB+3tbKGW8PWZWZ+9NFH33333S+LkFdcln//+9+yOc2ETk5gcDfEEgNWB6SPTzROAufs4mMo5pTtDfBsCZzaiOdI5PzAP//yR9nMjN99/2tm0dHFzq8zXRkRtGaOW39m4cHY+DwDfU0qBevsGi3wbmS6DCCootkPqLEsCYLaZE2oF/r2VWw6WbZ+3CN4EMMSz36rLzy3A8vYYGwMn3yfpqamk5kZFXLv3r3ioiIsFotEIDAYjLmZWcbatJioKG01dSaVBia+XTxefvlljIw44rBYby8vQwOD5Wh6zzpgjUD6+ORCZ3BC47pwnA658GokXYSgNe0+OMUP/NjJD7huXZFJez765HupVPrxp9+HxI0saqy0nKHoIhSjxcFrKC33gKtHtJmZsa4OEB6RWFo76uQ7jGbK72CjWhnh1EYYsV7o179NfGFw15sJ6QdwbMksUlRMl8hOHLN2xUrE5FtVU1N7bssWZcs1N27cCA0OdnJ09PfzI5NI6urq4M6ufT09a1JTf/nll8UTx5Fdu0yMjSfLiYDDgwIDtR/OQkIsMZA+PtGg0ej8skME+240Q84PXGxLbmzvfXXyu/rmf7/UPHcaRRfZkhqscHWuAf2dA6/7ReywwtUtjTKiGSIMq03gOxIc0+XkHMVkUAEAsLVFxKdsDYk/iKA1z2nHBTil0Rpf7+Lf39L16sS5j54Tnac5tcGI9fMWejy3E8/aZGFJk329sdHR//3vf1ULVmV5OQAAZDK5sbHxq+vXF8/V8fr16+uysycdLQEAcHNzi4uNBSCWD0gfn1xsbKz9wzZTHXvlhsYYptgSV7d+65m7dx/kqX3p1as+YUNW+LpJf28EtQlM/b0EyohlSRD0ZnvPHc7e9dFxJSgUEgAAfT0tKtM3MLqXIeyHU5tmP6BG0ERYdqdPxO7uwdevvP/N8N7/A7NMPv6GNnhOB55db2YlUFd79JKRSGRvT4+c6l399NNTJ092dnZWlJfD7ey8vb3hcDgAADwOZzF2NJRKpUcOH6bJODZqagBOjg5CocDQ0HBpGx3EFCB9fEJZaaSftq6T4dwvpwugH3hO6QM/8N9//6ut91WyQ4sNsV5u1LmoWx2AhmaIkPRmCr8rILo/IaV61SozAAD09dTTM4pSs7YzBJ0YVuss5z0xTDGKLibwurzDR/guOWJJ75tvfRW7ep8dpXEh19w5bQRuKwKfJOsXCQCAu5vbC0ePTuZFZ8vsh7XC0PC9//znt19/bWttLcjPv73Qg+uLFy+GhobKFkZLS8cGEbSucBiLwy5NY4NQBqSPTyK2MKu84l6qU880cZRY4uoS0g7cvv2nVCp9+8qNmNX7rPCPG608P2VEMZp5HkPRqXuEbilm5uZgn4xCYWTldYYmHkYxWjHMWV0KwxSj6BKqU59H8HYyM9HDM9DbJyIsrh3HboURZ5vzcS7WQuB145gbzKx44KYIk/j5+h46dOj69evNzc0dHR0XLlzo6e7W09UVCAStLS0fvP/+XN3LVfDHH3+cOXMmKTFRZ+rcopExHk3Jx7I62G47ktaK9fSgmcflBNLHJ5G45FqXwD3T9y2wxtf5R+0EN0vYf+RdtkunFb5uCfqJUzVajKCJGc4DniGdiWu2CASuYJl1dDRd3OMik4Zpgj475QmB5C6FpIkJvC5n/14P/9KExFRnFw8KO9UlYAeK0Tq/ATWWJZ6NpOI5HURuix1u9YqVaE31KS+fyWBIxOLPPvvs559/bhaLTU1MJv0QDx08+PjK+NFHH7W3tTk7O2tqasre18AQZouOwbOb8NwuHLsZSWviuA3EJNRYWkIB18sGpI9PFkZGeomplQ6eAwia/EduQ6h38e+/8fXP335/u6DyOJLWBF9aZ28sS4Kgioj23YHRO/NLuvAEMtj9sjBfGRKWyHcrd/TejqK3zGZAjWGKMcwWAq/LM3RHQekOGo3D4TCKyttDE/YReZ0o+pwVH8uSoBgiJF1E4bdx3bpmd1YLnttJ4DQhcEkmpnitqTJpYmKCRCI1NTTYbPa//+//xk+cyMrMBPeNmQe///775cuXJWJxSHCwrNc3CIvJbG1tTc/bY0OU4NitkyWEU5r8og6mrq1WVwMglgVIH58sfPyT/aMPIqjyAmFHbuB7dV9575vXLn0h8OmzxC2pPyOGKUbSxWSH7rDEfVHxG5AorIHBg3Gfvb1T5YaRkPhDOHbHbHwSsSwJkiamOPY6eLTEJtej0HiYjamLW0RSxl6qYy+CKpqr7w7oIImgNtl7dEcm7wmMGZ6t6zhonFY8t5PIbUaRssytODq6K+RqRENDg0QkJiUlNTY07BoefuWVV65evXrz5s3ffvtt+sYJ9+7du/PHHz/++OO1L7+8dOnS4UOHRE1N0VFRJCJRS0tL7somxkahIQH79u757bdfpVLpdzfvhCXstsJP8TeAU0VeocOBIUk62uoAxJID6eOTghoAuHmEu/j3oRjyYcUIWhPPvfvAkXe7Bl7HcyQwUsOSKSOWJUbSJXThQHDsbgdhukDoqa//wAHFxNgoMDQzIf0Amd8Dp8w8AYphiuGUJpJ9V3DsSHTic8YmlngsjEZ3cHAtdgkcQdAkc1V8LEtsS26wJTd4hAyWrT9ZXH3CL2IHjiOZveu4jLXguV1EXjuaVmkFDzY0xunrGSnstWlqalpYWDDodGdnZ19f38jIyLi4uNjY2Li4uJiYGH9/f3d3dzaLZQuDTRdEEF0dfZNVeEvbAAfX9RPnpngXffLZTRf/fpspAfJiO4ooveBkdEzK4rU9CGVA+vhEoK2l7uoWEJG8H8VokZtPxDDFFH5rbulYQvqBJXPZwT1wz24icLuEvj2e/qWubn6TeR6MV+ojUFS/sDonnx1ImgTNnEHXsCwJnCKiCwfi1h718i8kEBkrjTTt7XmlVdsDovfgOB1zHVBjWBIUowVOFQVGD3cNvN47dCk563kSrwUxF0ciRdaM57QTeJ14dhOOXgnHxa+y5BsZI7W19R5nhKsGABoamkZGNsZmTFtUJIZaTOA0EnidKGYbyb4tr3zs3fe+npTIS5evMZ07bGV+ArEsCYrenJq9n0ymzXwziAUF0scngoDAiLV5x+R3r36ojw6e3SyXDjty49IsxYDJa/HcjqDY/Rl5fWQKb1Ic1NUAbx+/stoRR+9uPLcTNVNPDc0QoRgSmlNfaPxIQGipr1+IOgDo6mgEhWYkZRyk8HsQtDkMqLEsMZohxrLbKfxOjsuWweGXXnvzWtmGcSq/dfa7G87KOC14TjuB20ngthM4jWhaJZK41sLWz9TCfpUZ2cDQWkNrhaaWgaaWrqamluYjtDS1dDW19DW1DHX1zEzNiKbmXDMbbwQ+FUUpwbPrCNxWArcTz23HcVpw7GYcW4Kii6wJ9TSntg3bznz+5YP9vE5f+JjIa5btkmOYYgKvKzS2mUymLGczffaA9HH5weLI4Qnbp/ccZT+PeY0Z56OMSLqI5NATGLPfN7jWxzfC2vrR4qmVlUVCcvma3FGSQzeSrkDK5ZQRzWjhug8FRA9yHRMd+A+S6FjZEPzD6gV+I3YUMWamjqdswVB0EZHXzXXrc3TfEBiaxbH3LKrcw/cesFrcqdhmHKcVz23Hc7sI9j1EXgeR24JjN6LpGzG0Sgy1BEPJw5BzHhglF0MtxdDK0fT1WGYdkdtM5LUT7Xvw3G48twPHaQU1cbohaU0W2G18z56O/te+u/mrVCo9NPofNEMkO1ZA0ZvowoHKjQft7OSXdyAWD0gfFx19PT0dHV1jYyMDfQUTUnQGIzV7BM2YQ2DyIikjmiFBM9rcgnb4hW6OjF5rtEJPtpwUGj8ioU3gN2xHEakuKoYpRtDETJdBt4DWqPhqNtsBvIKPr39cSj1TKCHad8/edwfLkiBpIpJDr2vgMN+13MMrKiEhNT51K8tZjGK0IKjzXMHHMMVohgjPacZz5iiX7BYcpxXPacNz2vHcDjy3A8/tlLEOPKcdz2nDc1px7BZlgqjQ7CiNNsR67/ChA0felUqlu/b/H4LaJPuikLQmnsdQ0prndLQ1pjckAAB0ddRMTVbq6OiaW8AwWOKCt+RnEEgfF5c1aQXuARKG48aIxE5X7zIruBeLFx4emclgOukbrPDzC0jL2UHgdc2+J7UYBg5auW49Gfm7PL3CtbUeLZVqaQKBQaGuXrlC3348txNJU1VODFOMYbXSnHrDE4fzi9tQqAfhH2arTGISymLXHqAJ+jDM5lnOEmBZEhRdQuH3eITs5AlyePbuMBvr8Oii0PjdFH4PetbXkSshgtqEoDUxhB1uQQM891l6Ai2RYVliW1IDnNKYlHHg5dc+2yo6j2GKsTK/RgiaSOi/wzdgtYG+hqYGAIPZGBgYuXsGBoWm4cmB9sLsmJQervNmEnerf0Sft0+Uro6mkoYJMSsgfVwstLQA/8D48MR9WFYHlt2GZrZiWO1kfi/HbbtL4G6Oa5ejV0vsmgM0pzl0phbcUHQRlt0m8NsRt7qXRHFatWql7COgkPDcgvq0guM0p37VWb4xTDGS3sxy6XPxE8en1KLQaB1tNQAA1NUBBIoZHN1q77kTTpmV5zaOLcEwJShGC13Q6x85xBOs4dkL6HRiYMhaJ886hnAAPlMHVtmTgiGYAdHD6flHkjMPOvn04jmSee8FhmWJwTTmC14pGKbYmlBP4EoyCo64BvTLzR7YUUWRqYcj4zfTeBmp2XuFPm1C30Gh/whDOIBld6AZrTh2O5bdiqA1x6cf8/VPWqbm/5QA6eOioK2t4e0blZD+AnzqkguWBYbTiTDMZgyrBU6dz6e+IIZmiJH0ZpfAEVffTTSmBwo1JXG/hgbg4OidkrHd0WfYltykopAohghBkzCd+5Iy9wWE5JiuMtPSBAAAUFMDQsNigiI3sV3acZzO2fwGYFliDFOCZraxXPpC4gapzHAUGqejBfCdfNbmjLgG7UUzZxvNLXtNOKXREldHc2rLLn6hvfe1zY3ngmJ3gYo5L1mUoOgiO0oj2b6F79VDd2rHsRelBtEMkR2lUeEeEii6iOzQTeB1wyliDLMFzVCs1HCqSODbtzqtxmyV0fJ8Bv98IH1cFAKD42PWPG9HedRq7SiNFthtVvg6G2K9LbkBTmlE0JqW0sdb5sMTI2gStmtfRv6BuMQiY+MpfUYdbXUbG1tnzxyvsGEsux1JV+pOBF7H0XfX2rxDTi5xBAJR8+G0GAxmk5C6Pir1AM2pD82YOVMGliXGMJux7A6OW2908gCF7mNlaWm0QsPLO4jvUuAauBPDbJ2TY9PD36FmBE3iFjgg7rh44eLV7SP/ikrei2GK4JQ5ewKAsghWHN+rJzHjQNzafS4B/SSe0lW1BTFl/VO5m4JRldMOFiNokoDY54Mj8g0NdZfhM/jnA+njY2ENI1ojwwi0aIFbalxSERLFXGFkHhGd7RM+hKQ/miCzIdSHJYx09L22vu5MZtHRsITdXiHbXfz7uW5dM24ytYCGoovQjBYHz+2r1+1z94qztraQ8+qjUEiVNZ2h8TuI9l0qBtRIugjNbHXwGgpP6A+LzHF0fLR7vYYGQKI6h8X3sF0HEbPoHWOYIgyzherUx3Vrj0xsJZIFerpaAADgcITs/M6wpEMEXhdqprXyKRdkiZE0MZrZynXvd/EVNUqOXr/x8/GJD8MTdyOojbbkxrnueINhSZB0MYzUwBB2JGUc3Ca5sKnhXGj8CJnfimbMIRH6Ahq4mo+gNtmSG2yI9TBigy25wY7SaEdunP7C7SiNDl5DFbVDCLjt0n4cTwOQPs6f4JDIuLX7cNw+unCA677DOWA3zbHNwbPNI2RYdvXAmlDnE7Hji2s/ykZK/PbbXxcufppV9AKBO591hrkamLzWyXdXUHS3k0s0l8uRexYdbXVv36iswn1OvsNwyvSeyENlpDVh2e1uQXv8wpt5/FAq9ZE7nr6eZnRMsndQLc+jF8Nqn7FrjGaI0MwWjtuQg0dzYMRGPJGrr6cFAACNRmVyw4NitlMd++zIjdhZS8bDWct+v6iRiIRmB6dAb2//ytrelOyjduRGGLF+Tu8ZwxIjqE04TifVsdMzuLup/aUjY++19b4akbQHy5bYURQo0RKJI1tCdmjhuXe5BvQHx+5KzX6+fP3Jtp5Xjxx7r2z9OJzSiKQ1yS3KI6hNTr67YlPq4XBo+8O5AenjPKFSyQUVhwjcTgxTDI5uUHQRltWMYbXITmxZ4eu8QrZ/9Ml3k8p4//79S5evbW445xM+ROS1LMYE/1ThkCDpzVz3IWfvhoiYIhwOP/1ZbGDwwIhq38jdGKbibbPA0SWW0+kWvM8jsD4mvkjuS8NisanpdZEpz1Md+1AMMW4G10gxitHq6LPb2VfsE1iAxpDB6BQTY4P4pKK0vIMslz4Uo3mWa/pYlgTFAGctez0CWzx8cx0chLExUclr1gu8m6hOPTZzyTqOZUnQDDGcKibze/yj9jq4ljq7x0fF5Hb0vR4UswtBa7IlNSxLn1H27bn497d0v/J/73x1587fsj+6f9+919H3GoohsiXLR6AiqE18712BEZtWrTJdmg/k6QDSx/mwcqVedkEXzalP9Ry/NaHOM3T7SkHssQAAIABJREFUZ5//AL7ea1/dGtp9OTJ5D44tsSHUwylzHuvN8UMSIekSimOXX0RvfHK1ubnF9Aext+cGhWY5eYnogn4kTcFoEfSLxHE6BH47+a5Vnr5JpqbGslfQ0ADYPL+w+AGmywCc2qTiiUAhw7LbnHyHXf0a3LxS4XAUeBETYwMMjh0cLRL6DyNpzbORMzCWBklvpjr1Cn37ktL7yVQ3C3MTGxtzGiswNH6I7TqIZswqmdCDqzHFGGYLkdfJ994eGtebkLIxdc06gXNQRLyI4tAEp85n1nLxjCnsCIwZ3tJ0/vT5j8F8d5McPf4+Q9hhM22XcxRdRHLoWp01yGSyprcECIVA+jhnNNSBqLgi54CR6fkZZQ1GagiO3XXjm5/v3bt/4eLVsvXjPLcuK1ydDbF+sZdlMEwRit7Mcx+KStkjcEsxNzfXnOZQvMJQJzJ6TUnNmHPAHhRDgSRhWWIUQ4xhtfHce4OiJOFRmQb6U3K1rlypHxO3xsW72sFzO4qhamUZ9GTEcztcA3e4+W10cAqFwR4EgairAS4u3kWVIy4B27GsDuQs1pQxTDGSJiLadzt4bY9K3sUTpJIpHLNV+kYr9ELCc6OSd1L43bPPdoFlSdCMZpJDj4PngHtgm1dAiYdnSIC/r5tHZFh8G9ulB8NqxzCXIhn7nAxc3bbAbgP3vC2sPH5o9D+fffGD9L5UKpV+8NG3vhE7rPHyUwoouogmGAiObiaTGVDOtNkA6eOccRJ4B0TvhlNVfX5IepNf5I7jpz7Yd+gdcMbKCl+HoM554725Gpi8lubU5xnclZC62dnFXU3RZ4DBEuJS6gOi9yHpzdNXqME+I5bVLvDdnlmw28k51NBQX+4KZDI1Lbs5IvkwyaFHRXYJLEuCpEuIvC6v0CGvgGoKTWBh8SBgUUsTsLCw8vTLCU/aR+B1zRiwCM4wImgShvOgT8Swi0+Ns2ssgUAEAMDG2jwxtcLNv57rsR1Jb57NS8ayxEi6GElvpgt6BN5tAvcSFtcXh8P4+ng5u8dFJQ+xXHrRzFY0Yw5LQ8tiGOYDByY4tdHBsyej4OjQ7sufXL35+Zc/ZhQeRdHlxwRoRhOe25mWd1jg7LHIH8rTAKSPc8PWFhmZPIhlt8/4MQdE7XQN6LclN8CIDUvgx4NlSRA0MdG+yz9yR35pD5FIVVeUMNDczJTOCgyI6qc69SrchxpFF2PZHTz3nuSMQSbbAw6HyV1BS1PN0TkyNGGILuiDUxTnywHdazDMNjK/2yd80D+0AokmrzR6tIMzHocuLBX5hHbQBL0I2gx+41iWBEUXY1htTOfeoOj+qPgNbu4BYI+YSMQEBK/xDWt28h3GsWdeFMKyJGiGBM1sofB7PUOGswr3c+wjjI3NVhhqmpuv8gnIjluzn+3aj6Q3L03A+wIaGBpkQ6y3JTUwhR1peYe3iS/4RuyY/k7QTDGW3e4f2esfEKkDBdioBNLHOaCrq+MftpnE753N0gGKLkLQHjPd1mw/DCRdTHboConfGxm3EYnCGRrqTC+8qemKtMyS7KIDdEEPitEiJ0lYlhhBFeE47Z6hIzEpHUg009hYPlOsublxVMxaR7cqe48hhUNy3MNROYHXyXbt9Qhs9g/Os7S00dGRCVjUUufa+6Rm7eJ5DKGnFWP6pZA0CYXf7RY0uDprMDAkzdzswb5aGhoAXxCaUXDQOWA3it6ieiIY7HtiWG0Ufo+Tz0BwTFdIZIWzi6/xSl0TYx0kihgUXuUdOkDmd8Opsw3yeWINyxIjaU0wYj2C2kR2aFUYYA7GO63OHfcPTFi87+UpANLH2QKDWYZGlnJcB5bFqVupgtAldMFAYMxuB+cMRyd3QwPFOVnpdHZ6TntQ3EEkvUVu2ywsS4ygNpEcegJjD3gHrbfn+9jaWk6/ApPJzcjrDk08TOB2KexbYVliJE1EcugR+G538d3s6ZNqYmIiO+9ptEInPjE9KPI5vlc/WuX2MliWGMWQ4LmdAt+dyVkHvfwL2FwXS4sHC68rDPWCw9YKvNbbew4gZ1JGNEMEp4qw7HaeR5/Qp8nNO5/B9jA3WwUAgKmJPp0pCIna7Bc5TLTvQtLnH2v4ZBqWpWpyAMsS21FEniHbV6eVW1pAW9woBtLH2UIg0LxDtyPpS+fOrbLpSxDUJjy3S+Db6+FX6uLmp6E4pQugp6vl5pUUGr+T5tQrt1EqOAdHcuj1i9obEL45PGq17BB4En19HXfv1ND4YYpjj8Idb8ChPYXf5xEy7OxV4ewarqsrv+seGoNPSWsMSzxI4feg6EodgDBMCZLeTLTvFvr1BYRv8/ZPptEYeroPns3GxtzdK9LZq9otaITI60YzxDil4SUSFEOCoLXYe+4MS9y7OqsXjXM0M3+g+3BbSx/fmPA4kXf4CIHX8fQp46xbkRjFaA2K3YVCkRfsO3m6gPRxVhjoGyBxiWhm62I32dm0aQRNhON0BMbuT8/tJ1G4yspsY2MeFZ3m5FHD89yOok8ZDmOYYjSjmczv8QjZwXfN8/KZkrNnEjs7q4ioNL57Dc9jSO4Kk9dBMZoZwr7A6J0C91yB0Hf6QrlQIAiOyHcP7KA69cGpIoUOQBimGEkTY9ntPI+B0PjBmKRNMFuc7HK5pcUqEsUxYW23R8huLLt9+rLDw5cjQTMlOE47TdDrEjAQmdgeFpXvwBcar3yg+6tWmRBIgqS0Aa+wvVhWG5Ku1BP+2TE0q0PXANpoWzGQPs6MlqYaGh9K4HbMKZ3fIpgYSReRHXr8ovb5BK/38g63hSlwaQQAQA0A+I7CkqrhsKSjeE4nSmZCAFzgJjv0OHl3Ric1unsEKfTzUAMAR0fX/NKdwfFHsOwOuSkF0PcQzWzlug9EJO1wECZxeYLplzEyMgyNyMwuOuroM4JUJK84tgRJb0IzWxnC/qDYPf7hWxlsPxQKqaf3SKz19LQdBT45RbtcAoYwrHaFCdZA93UETUyy7+R79XgGNbh6ZbC5zmYy6YjwBAKDExiZ1Mdz70cz25A00Swjc556w3PbYdgMbV3zx/1OnkYgfVSFlpaWhbkxHMHDc5pwnLblasFYlhjNlKAYra6BO31DNkZFpykcCIOYmq4MClsXs3of2aEbTmmc7B+Bk5UEXldA9Ehu8SCJzNHTVbx2aWJs7B2QHZ64m2jfBZ82JEczJBhWu4P3YMLa7UxuMJGoYGiGRNq4eYS6+ta6BOxCUBVkysEwxSi6BMVscw/Z7xnU4umX48B3t7Iyk72Inq56dMzq2GSJS8AAntupMAobzMWLZXe4Bo4kZx4IjqhColkmJsaya/dOTkJHl8TIpCGeez+G2YpmSFSH9zyDRuB1o+lbtHWt5vmdPL1A+qgKC3PTnLytdEcRhtmyXG0XTF7Lce1emzPs4RWhcCAMYmpiiMKw/MIa7b2GEDTJZH8NnB8kO3S7+PekZjRTaTwzs5UKr4DDIoNC1/DdNnLdtyNlroBjS9BMEYbZQnLo5nv1pmYNUBluVlYKeq9qaoAD37moctgvai+O0y7n7w12PFGMZppTr7N/X1RSS3hkNhyOkLuIoYG2LRwXEFYTELOX7NAj5xqJZYHj6GYsu53jNugXORSX2hwcuoZIokzuOgsAgJYm4OsbFBBSFJk8wnLpVzg/ANmkEXhdSGqNwUrSvD6UpxZIH1XhKPD2ixpB0pdHHJFg8lrfofg1fWSaUC55rSzq6oCPb0DF+r0u/oNYVsfkgBrNFCGoYopjd1jC3vDYDbZ2GEMD+ZUTEA11wN3dv7hqv3fEAQyzTXaFGsUQYZitbLftTt5t8akiEoVnYiLv+gMAgJ6eJoVCE7iuCU3Yi+N0wqcGF6GZIhRDQrLvcfQe/P/2zvKvrWzr40EiQHB3d4gQCK4hSHApGixY7MQ91MbutKXunanRdtqRUiAEpzO99z73efHcP+p5cWiahpOTQJlSWd/PesEL9t5nS35ny9rrtPXfmZVezspmBgdRHTLx9iakpOYKhFerW+5lFt1w8NBMZVxIop3PKrpBK79d0XiD2/ZNNYefn88IDHjvUxD+/j4pqXmVHEnfxB/0invHGGTzs7ILmYXXM1hX/ENYXt6O1wG+WkAfnRIfn3hi9OcUxpWPv4WfwriQlH+xirdQ2/xNHq02JdlxhmVPXFz08JhxePp39LNZaA6pjAsJeecLau4PTP5WxREWF1f5U7GVkUAgRERENbcrOoZ+SSu4an9pMpl2PoV+ubxpoappvqvPmJaR54v1CR0CgZCYGD8r+ZY/8yK/7FZi/rvpHup4mES7WFj7sLLxZgVHW1bZmZmZ5euLsbSvquacGD5bVn8lt/S2/ZkyGjMiMe8CreJeXduj4mojk30iPYPu5+cY0zAsLJBVVFvToG7oup/NvgHKeGBjXcpgXY7PUoZFl4SFx7jxK/nCAX3Ehkr1bek+m1Ny+yP/wFIYFxLz55lVtyelL4ZH1Q7BIBzwIBDojPJe/o3Shoc2LUDDUjAqf2ofeNw7aOY2tuw/U7ZBy8/mNvFL674rqP7JpmvofZUU5pWqlqec1vO8dmFiUirmbRwCgRAWGphHq+zl3ypreGh/E+ZtNIqrzKrbzT0323u0DGYp5pMQvQkNjbwarqjlxCNG5b2Ut57nacz5VMZ8Cv1iRuH10ob7vaOPBse+43C7iESMXKKjwpp4A9zW0w3dC5lF15K/VpedIzD027ZFN9r6bjbzOklOvgX2lQD6iE01Z5xdd/9jfhkmmXY+mX6Jzfl5TPgLhzscHeUYvNYePz9icnIGgz1W3fIgveAq+pxvIyr+zO24Vc2ZKi2twMmBRPTgtfYpjS8reQspjMspbyUpiTafUXiV07FQ3/ptfeNwbKzTPXsyybOrZ1ihf1HMuZPKuII+A3rpJZl2kV5xu5p3Z2zmdnFpS3CwU5UPDY3oGTDyZxfzyu4k5u998TWFfj6FfjGz6EZh7b3aluvNnSe5TQNxcXFErPOkpKTEzt7ZthPznI5naQVXk8Fl5ygsjTmfwrgiUm+0dww6ezV+DYA+OuLtRWhoHixvvJtC/0jePCn08ymMy2WNjzsGb5dW9BbtC17rQFpaikT2Y8/Ik6yiG8n0vQ9FpTKvlHAf1fAujU5+m5dHx88hLj6pq9/cMfRrEu1S0ltdS6LNZ7FvNPc+5raZi0sbHU6T7SGTPGJikzr75jr5v6W83axMZVxIyDuXXXyrvPH+0OST0qpRGqN4/w6jXS0yO3pVRdXfMat+is89h8bQTKKdT6JdLOY+qmy6XlqjZha1Jien+fpgn7Pn5OaOCMxtJ65xOl+gLjvHLitfkqUxLyTkXegcftr0Fd9BBH10pKOjZ0puTcxHxfGiM0tj7t3fcs/msexCGnM+Kf9iYe2DioYfu/oU2dkuTg+9vQjllc0j0/fZ9Q8S8+dT90LaXGTVPiit+665TZyUlIo5ybLBLiqorBmoarrAqNz7ECC6P5hbcqt98BGvQ5udWxgSgnH8YqOokCWRzVc1Xsovu5OQew59hoS8eUblTx3DL7it5hrOiZycHJypK7uoqLisj9N2lc15mMq8kkw/jwbmoZXf43Q8HhLcG+CbaLQiovOT+oKCQlZJP6/3VkXzQjL9cmLeOeeNDHZ4S2VcSGFcrmi6xWkYDAr8Gg9tQB/fg1lQqDavprNupbOuZhZewzT0q/CZRdc/0DIKr+eV3mzovDkycTIqyrXrWVh4PIdnaOh+kca6ncq8mll0PYN1jV5+q63/ztCYKSzchX+vP5XaPyhSz62XNT1LK7iZXnA1s+h6ZuF1RuWttv47bV3yhIQUZzM1FF9famPLpECyWFi3kMa6mc7aawR23d32/tv9w2ZeSzeR6FQYSSRSQmJKFWeMP/OyiLOQWnAzreBqRuH17OKbxfV3eT032rq1VTW8yEin81ait3dNLY/bomwdeMKqe5xacANtB7C/zzIKryUzrneOWPqHdUSi0yO+LxXQx/dISc1OTGv0CSwMDCsOcGah7IBQdnf/6ZGpK4Pj8/g2ND4/MHahseMbbtsZbttZm9W3nWntPVdVNxkeHuHtRoipmJjYUcGZthOXa5pOc1vPcNvO1ree6ey/0MibjoqKxJ8zohQWlauNT6ubztY2n0afgdNy+gT/UmvHTEREuMscyGTS4JBoZPp2VePZOt5eDs1dP5RUyxgF3NiYKJfxViMjIsynbnYPXapqPMNpOWPLoa5JxWI3REaGu8yhsbFVZ77fNXjNPgewv9/O1DSd6R+dj4lNcj3OvixAHw8J1Y8U4O/j709xbVSKjw/Jh0Ly8bEzCsnPj+J+DGcSiezr60cmE+1zoB4kBw8PT28i0YfyLgcKheRPdTcHT09PPz9/ItHbviK+vmQSyf041B5EIplMfq8RDpSDnx/Vm0h6rxHAPpaRySQPzGDLXzSgjwAAANiAPgIAAGAD+ggAAIAN6CMAAAA2oI8AAADYgD4CAABgA/oIAACADegjAAAANqCPAAAA2IA+AgAAYAP6CAAAgA3oIwAAADZflD56enoRiZSEJGZiMishqQC1pFQ21T/M42sOggwAwKH4EvSRTKFmZFdzW9Q9wxd6hy+KVEti9bLNpNrV4cnbPUPniyv4ufQm/wCMr5ICH4eQ0IR8ZktOfsNBLY/Ji02gEUk+JJKP62KAY4JMoebQGnNoTjqR3pySXnLcz3gwPm99JJF8K2omJ0QLUp1VZtiQ6dcR/ZpYs2yvj2L1MqKzygzrMsO6wrQ9Mn2vpHIkNAzvi4DA3wSd1aE/+x+Zfv2gJjduzSr+GJn+aXTmfm2DNDm9hET+GsNZf+KEhSfLjVty4yZmJ6pPvRkcv3ncz3gwPmN9jI3P6x+9opzbRXRWsXpZpHrlypZEqiWpzqo59WYKeZ7PbDnuGnx15DNbVHOvxeqlg5pItSTRrEh1VqluVWXeRXTW4ck7NQ2SyKiM464T8I7QsESJZkWiWcHsRLlx88TI5eN+xoPxWeojieRbUjkqUr2SGzfdkMX9tojorArTdmffd6HhScddm6+IfGaL0rx7qC57z9A1gcr8elr2gsnuPu5qAXuEhiWiKzbMXpMZNk7wLx33Mx6Mz1IfeZ1m1dxricZyuF+XVGuRGzfF6uWx2YdRMVnHXZuviKPSx3ddqVuVGzc7+r7zo4Yed+UA0MdPgMLSfoVpB39BLdYsSzQrYo3j/0g0K3Lj1qTkaUfft9FxuV5exOOuzdfFkeujSPVKrF5Sn/yroVXj4QEuCscM6OMxk5jMEqle4cwchcpFRGcVqV7NyH4VqV7JDOu2FZnMsCFWL7f1ng0LTz7uenyluKePS1KtxWYSrUWkWnIpkQrTTnY+97jr97UD+njMNHeaVHOvcX4qMsPG8OSduER6cGh8XCK9d/iCzLipNG3LjVvcFk1UTKaXlxvf+rODTPYLCY2nsdrzGDyb0VhtaVmVJLIvmUI9qqp5enqRKVQqNTSP0ZzPbLGVRS/sCAqJdfGQFGpYRDL97UOij0emUPErSyb7BYXE0Vhte6kKWjNz68gUqrf33/UZT3f0Uah8OSl5Oil5Oil5JpA8nZT+IjduSnVWkWoRJ5XcuNk3etnXL8TNJyGT/YKCY2kFbe91a0FbRnY1mUz18j6yhQWZTA0Nf9c1eQxePrMlj9FM9Q8jU6ienl5HVhCFSiL7pmVV2jo0j8GjszoSUwrJFOpRfVqLRPYjkf1iE/LphR327ZaZU0MgEEJCE3D1cbN3aP5IHuOj8TnpY2h40vjsI6nO6uxHItGszMp/j4nLsyXxJpK6B881tGrSsioPVFZYREpJBb+uSSYQL0wjLxTGLblx02YK45ZUuzoufDQpedbUbiipHI1PZBy6Xn7U0MLSvl7+vEDyVCB+Ijds2pelP/u/WXn1ThKGZOTUNLXpBeKnM7JfFaZt+8cTiJ/2j15hlw8FBEXap/LxDUzNLK9vVk6IHk8hz+2qtoXo1gTiJ4MTN0sqR6Jis72OWihd6qNMvzY4fsPHN8DHN8DHN5DiE+DnH0pjtg4JbiH6NXxhVZq2Y+Np+A8QEpZQXMGvbZBOiB5PSZ9jdKvOKhA/GRi7xi4fiozOPPQOTGR0ZknlSH2zUiB+Mi37VWF6ryC5cVMgfiKQPD3Bv8gq7g2LSDm0UPoHhGfnc3mdc5OSZ+PCR1Ltqn2lFKZtsXppUvKss+/70srRjOyaw5VCIBCSUgrrmmTjwkfjwkdC5aJtsMmNm+qTf42LHhMIhOCQOBx9lGgt48JHxRX8koqRksqR0qqxwtL+v+9lfCR8TvqYnc/VnHwjVDqdRyA665DglkOqg3ZAbEI+l6cSiBY0J98oTNtS7apEgy7x3jPU8xw96lGf/GtW/kdzhzEts+JAZQWHxlXXi4YFt9Un/5IZ1tEVpUj9XkEq825GTo1DQi9vUgG7RyB5KtOvK007Uq1FollBF6d2j2eR6dfVJ/8aEz7MyK5GE+YxeOPCR4h+TWne2V81sXpJql1FdGtK865Ys9I9dD4qJvNANcLHDX1c7xu9sj9hbEK+SLWIt+msXpLp1+1fjQ5Ex+ZwmhXjwkfvulWL2a1LUu0qol9TmnfF6uX2E98kp7IpPv7u1zEhmdXQqp2UPlOffIO+qBy6Zs/PTGtBO0hp2hEqX3b1/8Aq7j3QCykts7ypwzghXpAbNhSmbanWItWuitXL7xf0am8kGDbUJ/+S6qxtvWdpBa0Hmk5m53Fbuk6K1UuquddS7er+GiG69eHJuwRX+ihSLUo0K0rzLmqaU2/E6uUDte3H53PSx4ycGqVpB+fXheis/Km7np4HW0Hb8PT0ZpcPzypeqsy7Uu0q/oIOo+NNO1KtpbYR8fENdLM6AvETlXkX0eHNjJSmnf362NCqVZp3EJ1VrHaxNydSvUL061KdtbpexGlWyAzriH7NnVToWdas4o+C4t7Dted+3NHH/rGr+xOSydQp5Dmex4J6SWHcwpw/enh4Fpb0zch/P2i3SjQrMv06orP2j12Njc93WTsikVJWPSFSvVKad6Vay4EKkhs2Faat7sEfI9zw6PTxDazhSqVai9K8I9Va3OlN1MTqJYVpS27YbO05HRKa4LIgEtmvoVWL6NcUpm2clxOiWxuevENwrY/vmVRrEUieHuEO1d8B6OMeUTFZPcMXFMYtqfaQbkPoQFeYtkemf3bpNhQZkylSLcoNGy7zdNBHbyKloUUj029I9p3O4/4wltE7DG6OXfsmlRs20zIPtjvhjMPpI8UnoL5ZKdOv4xzUiDUrItWr/e7iEVFp3QP/QOdxh+tT9GRPorUkJLNwqhYbn98/elVh2j6025lItSQ3bs4q/mCV9OEst5NSiviTdxWm7beTuEPUaElh3JqSPs9j8vD7q4YrVp/8y+WYAX38JHBHH9F+Oiih4UlTyAulGS9z901l3h0S3KL4BDgrjuITMDhxU2HccmeK4aCPRWUD7gzZIzSZfn1K+tzlGZE7uK+P/gERdY1Idb2othEZFz4Uq5fxZ0mquT/rGhEHF5+gkNgJ8ROVedeZsIrVS4jOqjBuKYxbcsPm290G7KE1K/89NaMMs17hkalC5UuFafvDW1uqXdWe+mdp1RiBgLEETkwpRN9YH14QorOqT/5JZ3U466ys3Fq5cWu/kxxWVqCPnwAu9VGitYyLHqVnVaVmlGdkV8UluNitRwkMihaIn+AvckV7+zirdvtWeP+sNO9wmuXOPPJqGiTuuQEuiVRL9voYEBg5NvsA/6QC3UFzcxZjqxSO+giVi+q5P9Ozqz68B93Xx6iYLO2pfyrNO+heIf7jyY2b08gLh6tQVP+wceFDZ20lVC5KtauIzjosuF3frKznqZo7TdOyFzL9upOyFuWGTYHkyf73BJns1zdyGf8qF9opbo4fsXpZbtgorhhxKCgugS5SLrqcCEs0K293CV2MAal2Vah4GRWNscUcFBwzjTx3eSb2dv8R9PETwKU+oh2GDg6V+XXvsFvOBOU1AhXuj1aiWVEYt8Tq5QnxwoR4YVL6i9y45UqklhXGLcxlqZcXcWDsGv7KGl3ToWfKutP/zsrjoGnzGDzV3J/OEy5KtBZEZ50QL0xJf5Fo8LfAFqW6VYnGglYKLdTZPyO6td7h+Q93p3dfHyOi0t3cXVWYtseFj2Lich3KKi7n45SF6NamkOfJaSVksp8tib9/WFHZgNSpfi0qTTst3afsS/H09KrhihW4w1KqtSD6dYF4AW1q1GcA/30s069PiJ8EBb/TYi8vIq/TjN96Eq1FYdoWKl+iBaEuDTj+HiLVK7lhc3Dihh/V0S8qOa3E5XRYql1Fo1Go5/4am31AcE8f7aPGTEp/AX08MtzTx70OUBi3e4bOucwzICBiWvYC550s1VqEipdVHGFiShGZQiVTqP4B4bSC1u7BczJciVSZdytqpvZPIXNpTQrjJs4MAr3hX9uI5DNb6ayOgbFryansvbT0ZqXZqfunRLMyhTxnFnWRKdSIqDSB5CnOFpVEszIufIQ6PJIp1CrOLOJ06vRKqrNOiBe8ieQP7MEj1cdFqdaiMO2MzT6IT2I6FOTrFywQP3EmDWL1EqJbQ72mPD29wiKSQ8ISQ8ISAgIj4xLp6Ok/ZkJEtzY6c9/HN8hWEJFImUbwx8/qrOKPotIBio8/2tSBQdF0VscJ/iXcV+yieu7P4gq+7aA5OjZXqlvFkR6pzjopeVZSORoTl4sWFBKWwGT3DE3cRHTrOAWp5l47bER6eHj2jVzGnwEgujX+1F1mUVc+s7WmQdree5ZAIASHxrvSxyWJxiLRWiRai8ywPiV7Afp4ZLipj6jJDZvdgz+6zLOsegJn21GsWRYqXyalFu9PSCL5NHcYcaaBEs3KjPy3/eEm6awOtXMXd3Qhlktvsv2/p6eXLbhvLr0JR1+U5t2qeuG7qtVM4MyLVeZd+70nX7/gaeSFsxWZVGcdm33wSemjVGt2hOniAAALlklEQVQZnrxdXS+i+oftL6iobEhpclqQ3LhZ1yhD25bXaRZrVmbkv83If5uR/Toj/x1/XClNu/YH+rSCNqnW4tTjT7MyI/8tLpG+/wkpFP+23rMyvPFjEUieUXz2fCF4nXMK45bz1lidEC2ER6buL4jqH3qCf0mmdyqR6K69/eLAw8OTP3UXRx9l+rWBsWsBge/8alGPevz7M1KdlT95NyW9FLXUzPKkVLbnAe9rfGS+dn2srJvBmZEpTNvFFXxnaX18g8ZnHzqbpKBzt4DAaIdUtII2HNlSmLbqeUpnJbrUx4raKds/l1SO4OujfYQ3ik8AjgPNJ6iPiM46OH7DWUEllaMqs9ONCJX5dT6DRyAQvImUKeQXuXHLfnMQP9Kaeu6vovJBW0ENrRqcC10K41YB26l3VEBA5KTkmcTJ3FOisUzLfrXNVdt6zuLoo8ywkZVb56yg8Mg0ofKl2MliAtFZR2fuO+gjjkM+6mIZHZuzvyB8fZQbN7sHXP8kPym+dn2sqJ3CU5y515m5tTjJB8evOxtGEs2KUPkyIDDKIQm+PqrMr4srhp0V51IfK+tmbP9cWjWGr4+0gjbbP/v4Bn1a+hidIcP10xSrlxD9Wo7dRNue4gq+yvlrT2V+jb4bvInkSclThWkH0a25aboz/8MuH7IVVNckw1l/KE07zo68UfhTPzl/v1qmkOc2fWztPu1cH5dkho2IqHRnpRBJFJzORXTWkemf3NdHiWZlVvH7/i1LAoEQFp6M81aTaC1TyPOI6M8pZOcXqI8SjUWisSjNu73DF1zmWcMV45x4IPq1roEfnJ1LeHh4DE3cPGp93C2tGnP2tF+PPoZHpsn06/jOJVKdVah8GYIVCr68RqA5+cbZ8ZTCuFXFmSUQCJ6eXqkZZVl5nMycWtQysqttf2NaDq3B/qDcpT7abi7tJzu/XqxedlZHdPz4+gWj/9zZ94PS+YGJTL+Os+woYPfi+AAgOuuEaOGA+viH/eLahr9/2MjUPee7sYty4+aw4HZ0bLbLofKJ8KXpo1C5OC17MY28kKhXOvq+dZlnZm4tzv6RSPVKZtho7jAGBr0nc95EsoeHB+jjQXFfH728SA0tGhfdrVxUmXdRpXMgNaMMPebCTChWL0u0K/gzOzdxqY+oX1RkdKa9P6w3kZyd3zAte4E4P1yWGTY6+78nEilokqKyQbnBqYc8ehxcxZlxmNaRSL6Mwk6hahHn1oPcsNnYrrf3SD+0PhIIhOLyYfVJ5y4WykWZYX0aedHacyqX1pidV/+Ja+UXpY9S7erozM/BofGBQdFBIbGYO/f76Ru9jLN7LVItKYxbozM/F5b2F7B7Ctg9pVVj/Mk7qO8F6OOBOND9GTKFOjx5W2bYwPFSQv03U9JL95fVPXjOFt1uvyH69QnR49j4fPt5U1wCrWvgH0lvvQXcwbU+ZlURCISWrrkp6bPy2kkmu6esemJYcBv1UnRWNbF6WWF+b23u4xs4KX2G4xUkVi/JDBsTosfcFjU6UCs5MyPT96Q61OMSuyCJZhnRr0e/7x31IfpIZ7Wr5l7jO3hKNBaZYQPRrWlP/auhTed+a398vih9RHRW/sHvzySnFStNO/g9KtWuKk07SjNqu3LDBrrIAn08EAe9XxgVm+3SI1qmXxdInvoHhDuUFZ/EVBi3nO5gKhcRnVWisfSNXimvmayona5rkgmVi2gIhkTcq4T2uK+P6lNvFKZt1OPd5ReTlOYdTrPC4ZZhZk6t3NW9Uql2VW7YRAcqGo4I10dqSWneKased/BC+xB99PIitvWewXcoRk2sXlKZX3Nb1G429bHwxenjwe9fk0i+HX3fak69cfOev1i9LNGsoNteoI8H4hD3r+msdvyAGqioFZUNOJRFJFJauk+iQWJwuhLRrylNO0rTjsK4JdGsiFSLUu3qtOxXVnGvO5Gf3NRHXqfZ/duHStPO0MRNMgUjsE01V6ye+9P9gBT4pjK/7h78cX81P0QfCQRCYFAUfxLPPci+pvU8lctGPkZAHwkEAoHqH9bUrpcbN13eMhSBPn4Ah9BHby/S6Mx9mX4dZ5WNNnVsgmOIHV+/YG6LSm7YdOe3+l59tasq8y6nWeGyRkerj2L1stK0IxA/iYrB3pUjk6kdfd8p9wIRHUwNHVpMad7hT90LDonbX8oH6iOBQKBSw0Zn7qvMuy6myaCPR8jfHd8sK6d2QvT47TwC9PGT0EcCgZCcVizVWfE7RTX3mtdlxiw0PatybPaBwogXoQuzl2X6NV6nCf9T6Uelj2L1EqJfR/RrDS0aP3/8b415FLB7ZuS/yY2b7gSPwKiXYV2qtVRzRc7urny4PhIIhODQuLae04huTWZYdxb4A/TxKPm79ZFAIAQGRTe1G96OoVXM3yTo46E5dPzHkspR/DvOIvUSorNmv72o7oB/QAS3RS3TrylNO+6EFxGplyRai9K8qzn1z8KSPpwafaA+otelFKZt9OZipnMfbwciotK7Bv4h0VoUxi1Ev+ZS+sXqJanOim59DgtuJadhXAmzcST6SCAQPDw8ktOKOc0KkeqV3LApM2xINCv27Q/6eJRk53NN3/2fyrzrzHRn/j0p/eVD9JFAIHh4eETFZFVzRTPy34SKP1Rzr1XmXZlhAw33guisMv267XxmQvRYd/Z/MB8GjVMdGBTjkH8Bu8f8/X+dVcH8/X8xHVZQ6Kx2k/O0pu//i16bQ6nizOIXVMDusf2zr1+wVGfVnPwn5j9rz/x7Vv6791tfk0PDLOrCeX6VeVd/9j+js/f3J/TyJnUN/KA/+x9nCZXmXe3pf8n0aziBbDNzaps7TVPSX+TGLdXca4VpW6rb61NEZ5XqrKiCqOZeyw2bk9JnTe2GjOwqD9wvH7ipj209pzWn3rwrS7sq06+r5v6UGTbGRY+5PFV6VpWb7hY2vImUuARaebVgYPy6VGtRz/2JXgSylbJXkGFDPfcnol8bnblf24ikpJXa3x/HxMPDc0K8gDOw5catwCDHi2E4RESlF5b09Qydn5X/PiV9jra/yrxr+u7/eJ3Ys/5PhM9JH0PDk0oqRwtL+50Zu3yIVtB2VN/59PMLjohKZ5cNFZYOtPeeHZt9wJ+6y5+6OzJ9b3Tm56CQOAKBkM9oYZcPYz5MUdlgYUnf/iVMZHRGqfNalFaOYl7XRYmITMNpgZLKUfsYrnGJdPyCIu1uMhCJlAJ2T1HZoLOGpbM6PvyqbERUOn4PFpcP5zq5EhMSmoBTncLS/sKS/vJqgcujZ6p/WD6jpbh8qKpeODLzM9qnb3v2p6q6meLy4TxGM+b9kP24qY81DRKB5ImtoNGZ+92D54or+Nl59W5Gm8fB25uckMgsruA3tGptoxS1sdkH7Se+Ka7gp2dV2UcqwsfDwyOfiTewWSV97udmw8uLGBAY6R8QTitoY5cNoSMW0zfr0+Fz0sfjhUT2JZIob80Hvrb8BUAi+RJJPrY+JZF8DpqDm/dnvLxJdgVRSCTfI/xyoT3vj1IKieyLGWcXcBPQRwA4PB9yvxD49AF9BIDDA/r4ZQP6CACHB/Txywb0EQAOD+jjlw3oIwAcnvoWlfbMv5wFi9Se+hd+/FDgEwf0EQAOT0nlyLjw4eDEDUwbFz5MSi067mcEDg/oIwAcHi8vb28i2dvbiRHJtm8HAZ8joI8AAADYgD4CAABgA/oIAACADegjAAAANqCPAAAA2IA+AgAAYAP6CAAAgA3oIwAAADagjwAAANiAPgIAAGAD+ggAAIAN6CMAAAA2oI8AAADYgD4CAABgA/oIAACADegjAAAANqCPAAAA2IA+AgAAYAP6CAAAgA3oIwAAADagjwAAANiAPgIAAGAD+ggAAIAN6CMAAAA2oI8AAADYgD4CAABgA/oIAACADegjAAAANqCPAAAA2IA+AgAAYAP6CAAAgA3oIwAAADbv6SMAAADgAOgjAAAANv8PekhbQMLldMsAAAAASUVORK5CYII=" alt="" width="472" height="217" /></p>
<p>Any current report over the Rockies&#8217; minor league system has to include Tyler Matzek.  Matzek has been a disaster so far this season.  In four starts he has thrown just 12.1 total innings.  His ERA is a beefy 10.22 and he is walking 13.14 hitters per every nine innings.  Last night in San Jose, he walked eight batters.  He surrendered six runs, including a two run homerun, before being pulled in the bottom of the third after failing to record an out.</p>
<p>At this point, it&#8217;s easy to second guess the drafting of Matzek.  It seems like the Rockies fell in love with him because he is a hard throwing lefty and we know how the organization feels about drafting lefties.  Matzek was a player with sign-ability issues.  At the time, he was committed to play for the University of Oregon and he made it known that he intended to honor the commitment.  The Rockies convinced him to change his mind by offering a franchise record $3.1M signing bonus &#8212; a sum far outside of MLB&#8217;s recommendation for Matzek&#8217;s slot.</p>
<p><a href="http://cdn.fansided.com/wp-content/blogs.dir/113/files/2011/04/Matzek1.jpg"><img src="http://cdn.fansided.com/wp-content/blogs.dir/113/files/2011/04/Matzek1-215x300.jpg" alt="" title="Matzek" width="215" height="300" class="alignleft size-medium wp-image-2037" /></a><br />
I&#8217;ve consistently applauded the Rockies for recently changing their draft approach.  They&#8217;ve made an effort to spend more of their resources on the draft and they&#8217;ve ignored the meaningless MLB slot system.  As a result, their farm system is vastly improved.  However, in hindsight, the Matzek pick seems like a bad decision.  This is particularly evident when you look at the players taken after him &#8212; Shelby Miller and Mike Trout to name a couple.</p>
<p>In defense of the Rockies, there is no exact science to drafting baseball players.  While most first-rounders eventually make it to the Majors, there are a bunch that fail.  Very few live up to the expectations of being a first round draft pick by becoming stars.  So when the organization committed three million to an eighteen year-old, they knew they were facing a high risk/high return scenario.  Still, it&#8217;s disappointing.  Everyone has high hopes for Matzek.  Hopefully he&#8217;ll figure it out.</p>
<p>Right now, I&#8217;m guessing there are multiple people wondering if Tyler should&#8217;ve gone to college first &#8212; including Matzek himself.<br />
 <a href="http://roxpile.com/2011/04/26/rockies-farm-report-april-26th/#more-2031" class="more-link">(more&#8230;)</a></p>
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		<title>Jason Hammel is more &#8220;grounded&#8221; this season.</title>
		<link>http://roxpile.com/2011/04/24/jason-hammel-is-more-grounded-this-season/</link>
		<comments>http://roxpile.com/2011/04/24/jason-hammel-is-more-grounded-this-season/#comments</comments>
		<pubDate>Sun, 24 Apr 2011 15:48:34 +0000</pubDate>
		<dc:creator></dc:creator>
				<category><![CDATA[Rockies]]></category>
		<category><![CDATA[Asheville Tourists]]></category>
		<category><![CDATA[Casey Stengal]]></category>
		<category><![CDATA[Cleveland Stadium]]></category>
		<category><![CDATA[Colorado Rockies]]></category>
		<category><![CDATA[Florida Marlins]]></category>
		<category><![CDATA[Ford Frick]]></category>
		<category><![CDATA[Glenallen Hill]]></category>
		<category><![CDATA[Glenallen Hill Nap]]></category>
		<category><![CDATA[Jason Hammel]]></category>
		<category><![CDATA[Jonathan Herrera]]></category>
		<category><![CDATA[Josh Johnson]]></category>
		<category><![CDATA[Juan Nicasio]]></category>
		<category><![CDATA[Kyle Parker]]></category>
		<category><![CDATA[Matt Cain]]></category>
		<category><![CDATA[Modesto Nuts]]></category>
		<category><![CDATA[Phil Niekro]]></category>
		<category><![CDATA[Rickey Henderson]]></category>
		<category><![CDATA[Russell Wilson]]></category>
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		<guid isPermaLink="false">http://roxpile.com/?p=1989</guid>
		<description><![CDATA[Jason Hammel is a grinder. All year long he has been lacking his best stuff, but he has kept the Rockies in every game. Last night, in the Florida humidity, Hammel finally put it all together. He had command of his fastball and his off-speed stuff was sharp. Jason&#8217;s end result was 6 2/3 innings, [...]]]></description>
			<content:encoded><![CDATA[<p>Jason Hammel is a grinder.  All year long he has been lacking his best stuff, but he has kept the Rockies in every game.  Last night, in the Florida humidity, Hammel finally <a href="http://www.denverpost.com/sports/ci_17916665">put it all together</a>.  He had command of his fastball and his off-speed stuff was sharp.  Jason&#8217;s end result was 6 2/3 innings, 7 hits, 1 R, 1 BB, 4 Ks.  </p>
<div id="attachment_1994" class="wp-caption alignleft" style="width: 310px"><a href="http://cdn.fansided.com/wp-content/blogs.dir/113/files/2011/04/glenallen.jpg"><img src="http://cdn.fansided.com/wp-content/blogs.dir/113/files/2011/04/glenallen-300x125.jpg" alt="" title="Glenallen Hill" width="300" height="125" class="size-medium wp-image-1994" /></a><p class="wp-caption-text">Glenallen thought last night&#039;s contest was a bit of a snoozer.  I can&#039;t disagree.</p></div>
<p>So far this season, Hammel has been a different pitcher.  He&#8217;s striking out fewer hitters, but he has dramatically increased his ground ball percentage.  The additional grounders have lowered opposing hitters&#8217; BABIP against Jason and he is leaving more runners stranded on base.   It will be interesting to see how this plays out over the remainder of the season.  It could be that it&#8217;s just a statistical fluke, and, as the season wears on, Hammel&#8217;s numbers will level out to his career averages.  However, it&#8217;s also possible that Jason is making more of an effort to pitch to contact and rely on the Rockies&#8217; ridiculous defense.  I hope it&#8217;s the latter.<br />
 <a href="http://roxpile.com/2011/04/24/jason-hammel-is-more-grounded-this-season/#more-1989" class="more-link">(more&#8230;)</a></p>
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