LogoZiu

Nuevos retos

profesionales

|
|
Psicología con Énfasis en Psicología Social y de la Religión
image/svg+xml Print 2022-09-28T09:51:41-05:00 2022-09-28T09:51:41-05:00 2022-09-28T09:51:41-05:00 Adobe Illustrator 26.5 (Macintosh) 256 200 JPEG /9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAyAEAAwER AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE 1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp 0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo +DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7 FXYq7FXYq7FXYq7FXYq7FXln5p/85E+S/wAvNTOj3cFzqWs+ksxtbURhIw/2RNI7DgSBWgVjSnji rxPX/wDnNTzfcM66FoNjp8R2Vrp5buQe9UNulfmp+nFFvPtY/wCckfzn1UcJPMctrHvRLOKG2Ir/ AJcaLJ/w2K2xHUvP3nnVG5al5i1K8I6evdzyAdegZyB17YraSyzTSsGlkaRgKAsSxp9OFCniqvb3 17bEG2uJISDUGN2TfpXYjAlkek/mr+ZWkBV0/wA0anBGpqsP1qV46gU/u3Zk/DFbeg+Xf+cuPza0 squoS2etwgBSLuARvQeD2xh392BxW3r/AJP/AOcyfI+pOkHmXT7nQpWoDcxn65bV7liipKvsBG3z xTb3DQPMvl/zFYLqGhajb6lZtT99bSLIASK8Woaq3+S2+KplirsVdirsVdirsVdirsVdirsVdirs VdirsVdirsVdirsVdirsVdir5g/5yB/5xz87eavP7+ZvLCw3kOqpEt7DLKkLW8kESwhvjI5IyRr9 mprXbviiko8v/wDOE+vS8X8weY7azWgJhsYXuWP+TzkNuF+fE4rT0TRv+cPfypsgjX8mo6rIPtia dYo2PssCRsB/s8Usz038gvyc05lNv5UsnK0p9ZD3Q28RcNLX6cVT+3/LzyBbU+r+WdKhoOI9Oxtl 28NkGKsc/NH8pfLfmPyFrOladpNna6nJbtJp80FvFHILiH95EoZQpAdl4HfocVfnwysjFHBVlJDK RQgjqCMLF9S+UfLv/OLXm7ybpNxrM2n6B5hltl/SKi/Nk6zx/u5TwlcQgOy81HHodsDJS1X/AJxC 8s6xby3fkLzhHdIp+CG5MV1HU9muLUjj/wAizitPGvPP5HfmX5LWSfV9IeTTo9zqVmfrFsB05Myf FGP+MiriimLeXvM3mHy5qKajoWoT6dep0mt3KEj+VgNmX2YEYq+n/wAqf+cvbS8eHSvP8S2c7USP XLdSIGPT/SIhUx/6yVX/ACVGKbfSttc211bxXNrKk9tMokhmiYOjowqrKy1BBHQjFVTFXYq7FXYq 7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXwd/zkp+XN55T/Ma/voLV00L W5De2M6rSISS/FPECPhBSQmi/wApGKC8vk0nVYofXksp0gIqJWicJQiteRFOmKt6Xq+raTeJe6Xe z2F5Gax3FtI8Uin2ZCpxQ+jPyh/5y21K3ubfRvzAIurJyscevIoWaLsDcIgpIviyjl3PLFNvTvzI /wCcavy+882p1bQvS0XVrhBNBf2IVrS4DLVWkhQhCGG/OOhPU8sUvkHz/wDlv5t8iawdM8w2ZhZq m2u46vbzoP24pKCvyNGHcDFDMPyU/P3zB+Xt9HY3bPqPlSZ/9J09jV4OR3ltiT8LDqU+y3sfiCtv uLy35k0XzLotrrWi3S3mm3i84J0r40KsDurKdmU7g4pTLFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7F XYq7FXYq7FXYq7FXYq7FVsssUMTzTOscUal5JHIVVVRUsxOwAGKsR0D84Pyy8wa0dE0fzFaXep1I S3UsvqFeoidwqS9K/ATtvirMMVdirsVea/mL/wA4+/l151tJeenx6Tq5BMOq2EaxSB+tZUXikwr1 5b+DDFXxD5/8heYPIvmW40DW4gtxF8cE6VMU8LE8JYmPVWp8wag7jFD6H/5w/wDzTuJ/X/L/AFSY yCFGutDkckkIprNbj2FfUTw+L2xUPojzd5P8vebtDn0TXrRbuxnHQ7PG4+zJE/VHXsR+rFL4R/Of 8mta/LXXVhlZrzQ7wsdM1PjTkBuYpQNlkX8RuO4Cgpn+QX51335e+YFtL6R5vKmouF1C23b0HNAL mIdmX9sD7S+4WiofeFvcQXNvFc28iy28yLJDKhDK6OKqykbEEGoxSqYq7FXYq7FXYq7FXYq7FXYq 7FVKa7tYZI45po45JjxhR2Cs5FNlBO/XtiqrirsVdirsVULq/sbQKbu4itw9eBldUrTrTkRiqWnz r5NBode06v8AzFwf814qmNpqOn3nL6pdQ3HEAt6UivQHpXiTiqIxV2KvD/8AnLrzbNo35ZJpNs5S 41+6W2kI2P1eIerLv7sqKfEE4q+Vvyc0O/1v80fLNhYu0U/1+G4My1qkds3ryOKU3CRmmKA/RnFL 59/5yJ/5yK1LyVqY8q+VVi/TXpLLf38y+oLYSfFGkcbfA0hT4iWqACNq9FXhuh/85P8A5x6Zqa3l xrI1OAtymsruGExOK1IHppG6f7Bhii32v5G83WPm/wApaX5lso2it9ShEohc1aNwSkiEjrwdSte+ KXnf/OSf5P6h+YHlqzuNChjk8x6TKWt43ZI/Wt5RSSLm9FDcgrLyYDr44q8t/wCcdfyB/MDR/P8A Z+afMdm2j2WlCYxRPIhmnklhaIKFjZqIBJVi3Xpvviin1nilI/Ovk3RPOPlu88v6zF6tndrQOKc4 pBuksZPR0O4+7pir87vPXkzVvJnmq/8ALmqKPrNlJxWVfsSxN8UcqV/ZdSD+HXFD6n/5w/8AzFl1 jyzeeT9QmMl5odJdPLElmspDQp06QybdejAdsUh9DYq7FXYq7FXYq7FXYqhdU1bS9JspL/VLyGxs oRWW5uZFiiX/AFnchRirw3zz/wA5g+RdHMlt5ZtZvMF2tQLje2tAadebgyPQ9ggB7Nirwjzd/wA5 P/m35iLxw6kuiWjGot9LX0WFBT+/YvP86OB7Yot5deX9/e3LXV5cy3N05q08ztJIT7sxJwofdv8A zjP56n82flfaG+uDcarpEj6feySNykcJR4XavxbxOq1PUqcDJkv5sfmZpv5c+Un8wX1u94zTJa2d mjBDLPIGYKXIbgOMbMTQ9OmKvlLzN/zlz+a+qsy6Y9poVuagC1hWWWh/mkuPV391VcUW821n8yPz A1rbVfMepXif76kupTGK+EYbgPuxW0jjt768kJjiluZGIBKqzknsNq4qiP8AD2v/APVsu/8AkRJ/ zTitIaW3vLSQerHJbyAmnJWRgV69abjFU70b8xPPui7aT5i1GyTascN1MsZp0qnLiae4xW31V/zi 1+b3nbzs2saV5lf9Ifo2OGa31T00jYByU9GX01VGJ48lNOWzVr2Uhj3/ADnAJfq3k4j+5D6gHH+V S24/hyxQXmv/ADifJAn50aash+OS2vFh3/b9BmPb+RWxUPuvFL4t/wCcs/y98xWP5g3fm9bWSfQt Xjtz9cjUskM0ECW5ilI+ySIgyk7Gu3Q4oLxzyz5T8xeaNUi0vQbCa/vZWChIlJC1/advsoo7sxAx V+h35ZeTv8GeQ9G8tGUTSafBSeVRRWmldpZSv+T6kjU9sUsnxV2KuxV2KvmX/nM/yMs2maT51tY/ 31o/6O1FgNzFJV4GPsj8l/2QxUvCfyP85nyh+Z+h6q78LOSYWeoVrx+r3P7p2alPschJ81xQH6IY pdirsVdirsVWySRxxtJIwSNAWd2IAAAqSSegGKvn/wDNX/nLXy7oRm0vyZHHrmqrVH1ByfqMTD+U rRpz/qkL/lHpir5X85fmD5x853313zJqk1+6kmKFjxhir2ihXjGn0DfvihO/IX5IfmR534TaPpbR ac5/46l5+4tqVoSrMOUlP+K1bFafQXk3/nDHyvZrHP5s1WfVbgUL2dn/AKNbg91LnlK49xwxTTyX /nJ78r9K8j+cLGTQrT6noOq2oa3hBdlSeA8JkDOzsfhKOan9rFBTr/nDnzedM8/XvlyZ6W+vWxMK 12+s2lZF6+MRk/DFQ+o/zL/LnQvzB8ryaBrDSRR+otxa3MJAkhnQMqyKGBU/C7KQeoJ6HfFLzHyz /wA4d/ltpsnq6zdXmuMGqIXcW0NPArDSQ/8AIzFaem6L+U/5Z6LGqab5Y06IqaiV7eOWX/kbKHk/ 4bFWUxRRRRrFEixxoKIigKoA7ADFV2KrJ4IJ4minjWWJvtRuAymm+4O2KsR1v8nfyt1taaj5X052 /wB+xQLbyfTJB6b/AI4qm/lXyX5V8p2L2PlzTINMtpG5yrCvxO3i7mruR25HFXmP/OWHkybzB+WD 6jaRmS88vzi+IXdjblTHcbeCqwkPsuKvjLyn5lv/ACx5l03zBp5H1vTLhLiNSSFfifiRqb8XWqt7 HFD9F/I/nbQfOnlu017RZxLbXK/vIqj1IZR9uKVf2XU/f1GxGKU+IBBBFQdiDiqlbWlrax+nbQxw Rk8ikahFqe9FAxVS1TVNO0rT7jUdSuY7OwtUMlxczMEjRR3ZjirEvKn52flb5r1f9D6Dr8V1qRBK WzxTwF+PURmeOJZD3opJpv0xVm+KuxV2KsZ/MzyuvmnyBr2glS8l9ZyLbqP9/oPUgP0SopxV+bRB BIIoR1GFi/SL8rfMjeZfy68u627mSe7sYfrLsakzxr6cxJ/4yo2BkynFXYq7FUn82+bvL/lLQ59b 167SzsLcULtuzuQSscajd3amyjFXxN+cn/OQ/mfz/PLp1kX0nysDRNPRv3k4B2a5cfa/1B8I9zvi i2H/AJf/AJZecfPuqfUPL1kZVQj61eyVS2gB7yyUNP8AVFWPYHFX11+WP/OLvkXykIr7WUXzDri0 b1blB9Viam/pW5qpoejPU9xxxS9nAAAAFANgBirsVeM/85X+UBrv5Vz6jEnK88vzJfIQKsYT+6nU e3Fw5/1cVfGHlLzFdeW/M+la/ais+mXUVyqdA4jYFkPs61U4ofpbpuoWuo6fa6haP6lpeQx3FvIP 2o5VDofpU4pRGKuxV2KuxV2KuxV2KvLvz6/OHSfy/wDLEluFivPMGqRPHp+myAOnBvheadD/ALqG 4oftnb+YhV8Ck1JPj9GFiyTyL+Yvm/yPqZ1Dy5fvau9BcW5+OCZR2lib4W67HqOxGBL3/Qv+c2pV tgmveWFkuR9qexuCiN8opVcr/wAjDitq2sf85twfV5F0bys31g7RS3lyOC79WjjSrfLmPnitvC/z E/OLz55/nB16/wD9BRucGl2wMVpGd6ER1JciuzSFm98VthccjxuskbFHQhkdTQgjcEEYUPoD8qP+ cs/MWgelpfnNZNc0haIl+pH16Ef5RagnUf5RDf5R6YE2+sfKnnHyx5s0tNU8vajDqNm2xaI/Ejfy yRtR429mAOKU5xV2KvzX/MnSI9G/MLzJpcS8YLPU7uKAH/fQmb0+v+RTFBfYP/OJGpSXn5O21u5q NPvbq2j9lZhcfrnOKXs+KuxVIvO3nTQfJnly61/XJ/RsrYUVBQySyN9iKJSRyduw+k0AJxV8D/mt +a/mP8xfMD6jqTmCwhJXTdLRiYreP8OUjftvTf2FAFDLvyM/5x31bz9LHrOsGTTvKaMR66gCa6ZD Rkg5dF7GShHYVNaK0+1fL3lvQvLmkwaRodlFYadbikVvCKD3ZiaszHuzEk98UplirsVdiqG1PTrT U9Nu9NvE9SzvYZLa5j6co5UKOv0q2KvzR81aBdeXfMuqaFdf70aZdS2rt/N6TlQw9mAqMUPpf8n/ APnJzyT5a/LHS9I8ySXUuraYZLVILaEyM1urcoW5OY46BW4U5V+HFKYX3/ObPlVHYWHlu+nQV4NP NDAT4VCevT78VtvRP+c1PLd3qcFtqvl6406ylYJJeJcJcenXbk0fpxVUd6GvscVt9HI6OiujBkYB lZTUEHcEEYq3irsVdirEPzR/MvQvy98rza3qZ9SZqxafYKaSXM5FQi7Hio6s3Ye9AVX5+eb/ADdr nm7zDd69rc5nv7tqt1CIg+zHGpJ4og2AxQ+ov+ca/wDnH2207Tk83+b7JJ9RvoiNN0u5QOkFvIKG SVHBBkkU7D9lTvufhUpr57/5xA8j63NJeeW7uTy7dSEs1uqfWLQmnRY2ZHjqfB6DsuKvKNR/5w1/ M+3kpZ3ul3sRJowmmiYAfzK8VN/Zjiil2m/84afmbcP/AKbf6XYxA0P72aV6eIVIuP3sMVp6t5H/ AOcQPImiyx3fmK6m8xXUZDCBl+rWlaftRKzu9D4yUPdcUs/8+/kn+XvnTSY7C/0yOzlto/SsL6xR IJrdR9lU4jiUH8jAr4UOKvkL81f+cePO/kJpb0R/pfy6pJXVbZT+7WtB9Zi3MR6b7r/lYopgvlPz l5m8paqmq+XtQl0+8SnJoz8Eig14SxmqSL/ksCMVfWX5Uf8AOWXl3zAYdK84rHoeruVRL5SRYzMd t2YkwH/WJX/KHTFL36OSOSNZI2DxuAyOpBBBFQQR1BxV+eH56cf+Vv8AmzjWn6Ql6+O1fxxQX0x/ zhkJR+VeoF68TrVwY96/D9Wth/xKuKQ95xVQv7+z0+xuL+9mW3s7SN5rmeQ0RI41LMzHwAFcVfAf 55fm/ffmP5paeIvD5dsC0Wj2bbHj+1PIOnqSUr/kii9qlQWRf846/kRJ561Ia9rkbJ5TsJACm4N7 MpqYVIIIjX/djD/VG9SqofbttbW9rbx21tEkFvCoSGGNQiIiigVVWgAA7DFKpirsVdiqSebvOnlf yhpTar5i1CKws1qEMhJeRgK8Io1q7t7KMVfLf5jf85h+YtRklsvJFqNIsd1Go3KrLeP1FVQ8oov+ GPuMUW+fdV1XU9W1CfUdUupb2/uW53F1O5kkdqUqzNUnYUwoZP5b/J38z/MiRyaR5bvZoJf7u5kj +rwMPESzmOM/8FgTTO9O/wCcQfzeu6fWF07T61r9Zui1Nv8Al3SfFaZH5c/5wt83HV7c+Y9Y0+PS FcNdCweeW4ZAalE9WGFFLdORJp4HFafXMMMUMKQxKEiiUJGg6BVFAPuxSvxV2KpP5v8AN2heUvL9 3r2uXAt7C0WrHYu7n7Mcakjk7nZR/DFX5+fmn+Zmt/mF5pm1rUT6VutYtOsQapbwA1CDpVj1Zu59 qAKHsP8AzjD+Qo1eaDzz5otq6XAwfRbCUbXEiHa4cf77Rh8IP2j/AJI+JUPrrFLsVdirsVdirsVa ZVZSrAMrCjKdwQexxV4P+a//ADil5X8yCbVPKZj0HW2q7WwBFhMx3NUUEwk+KCn+T3xV8k+cPI/m nydqraX5i0+WwuRUxlxWOVQac4pBVHX3U4oZj+Vn/OQHnjyBJHaxTfpTQARz0i6YlVWtT9XfdoTv 2+HxU4rbDPOvmH/Enm/WtfEZhTVL2e7jhY8mRJZCyIT3KqQMVfaP/OKOkSaf+TWnTPQHUrm6vAB1 A9QwrX5iGvyxS9gxV8tf85ffmuymP8vNJmpUJca+6E13o8Fsfwkb/Y++KC8M/KX8tdR/MLzla6Hb ForNf3+p3gFRDbIRybw5NXig8T4VxUP0L0TRdL0PSbTSNKt0tNOso1htreMUCov4knqSdydzvilG 4q7FXYq81/Oj87tC/LbSlUqt95iu0J0/TA1KDcetORusQP0sdh3IVfDfnPzz5n856zJq/mG9e8um qIlJpFChNfThToiDwH074oel/lT/AM4wecfOUcOqaux0DQJKMk0yFrqdCKgwwnjRT/O5HiA2K0+p /I35H/lp5LSNtJ0iOa/SldTvaXFyWBryDuOMZ/4xqoxSzzFXYq7FXYq7FUNqep2Gl6fc6jqE6Wtj aRtNc3EhoiRoKsxPsMVfBn57fnRf/mP5g4Wxe38saexXS7Nti56G4mHTm/Yfsrt4kqCm3/OO/wCR s/nzWBrOsxNH5S06Qesd1N3Mu4gQ/wAo29QjtsNzUKh9xwQQW8EdvbxrDBCojiijAVERRRVVRsAB sAMUr8VdirsVdirsVdirsVdiqVeZvKnl3zRpUmleYNPh1Gwk3MMwrxalAyMKMjCuzKQcVfHP59/8 46w/l/Zf4i0fUhPoM06262d0QLqKSQMyqjABZVohPZgPHc4op4tYWN3qF/bWFnGZru7lSC3iXdnk kYIij3LGmFD9LPJ3l2Hy35U0jQIirLplpDal1FA7RoFd6H+dqt9OBks87earHyl5T1TzHfb2+mwN N6daF3+zHGD2MkjKo+eKvzd13WtQ1zWb7WNRk9W+1CeS4uZPF5GLGg7DfYdhixfc3/ON35ZL5J8g QT3cQTXdcCXmokj4kQj9xAf+MaNU/wCUzYsnq+KuxV2KsA/Of82dN/Ljyq2oSBbjWLvlDpFiTT1J QN3em/px1q3jsO+KvgXXdd1vzLrdxq2rXEl/qt/JyllbdmY7KqqOgHRVGwGwxQ+q/wAgP+cZ7TSb e380eeLQT6zJSWw0eYAx2o6q86n7U3+Sdk7/ABfZUvo7FXYq7FXYq7FXYq07oiM7sFRQWZmNAANy STir4r/5yS/Pg+cr9vK/l6anlexk/f3C/wDH7Oh+3X/fKH7A/aPxH9migsL/ACX/ACh1b8x/My2i crfQ7MrJq+oAbIh6RpXYySUoo7bntiofedrbeXPJ/lhYYVi0vQNGtifCOKCJSzMx3JPVmJ3J33OK XmGif85YflTq/mGDRYzf2v1mUQw6jdQxpalmNEqwlaRQx2qyCnemKvZcVdirsVdirsVdirsVdirT MqqWYhVUVZjsAB3OKvhX/nJT824/PXm5bDSpvU8t6IWis3X7M852luPdTTin+SK/tHFBSf8AK3Rt U0nQ9e/NFIVaHyokaaWZl5I+pXcqW8TAHZvqyzeqR/NxxUI/yH/zkH+Zmm+dNPvdT1661LTprmNN RsrqQvC0MjgScEPwxsAaqVAofbbFbetf85pedGg03RfJ1u9HvGOpX6j/AH1ETHAvyZ+Z/wBiMVLx P/nH/wAir5y/M/S7C4i9XTbInUNSUiqmG3IIRvaSQoh+eKh+g2KXYq7FVG9vLWys5727kWG1to3m uJm2VI41LOx9gorir87/AM3/AMyL78wPO15rcpZLBCYNKtW/3VaoTwBH8z/bf3PhTFBe2f8AOJ/5 LxzCP8w9ehDIjEeX7WQftIaNdkH+VgVj96t/KcVD6qxS7FXYqx3zl+YXkzyZZi78yarDYKwrFCxL zSf8Y4UDSP8AMLTFXiWu/wDOa3la2mZNE8vXmoxrsJbmaOzB+QVbk0+eK2lcX/OcMRkAl8mMsf7T LqQYj5A2q1+/FFvQPJf/ADlV+V3mOaO0vZ5tAvZKALqIVYCxNKC4QsgHvJwxS84/5yd/P5Zln8ie U7oNCQU13UoW2avW1idT9n/fpHX7P82Kl4J+XX5fa9588z2+g6NH8cnx3V0wPpW8Ckc5ZCOwrQDu aDvih+gvkPyPoXknyza+X9Fi4W1uOUsrAepPMwAeaUjq7U+gUA2AxSt/MTyq3mzyPrXl1JvQl1K2 eKGU9Fk+0nL/ACeSivtir83b+wvNOv7iwvImgvLOV4LiFvtJJGxV1PuGGLF97/8AOO35gP50/LOw uLqX1NW0s/o/UiTVmeED05TvX95EVJPduWLJ6birsVdirsVdirsVcSACSaAbknFXyf8A85H/APOR iX6XXkryZch7Fqw6zrERqJh0a3t2H+6+zuPtdB8O7KHhH5e+Qde89eZ7XQNGjrLMeVxcMP3dvAp+ OaQ/yr4dzQDc4q+mv+cjNA0TyJ+QGneVNIUR2z39tbgmnqTMqyTyzP4szx1J96dKDFL5BwsXpf8A zkb5kbXvzh8wSA/udPlGmwrWvEWiiOT75g7fTgSXtv8AzhZ5VSDy7rnmiVB619crYW7EfEIrdRJI R7O8oH+wxSH0nirsVdirwn/nLzz0+h+QIPL1rJwvPMcpjlIO4tIKPN7/ABsyL7gtir5Q/LXyXced fPGk+W4SUW+mH1mZRUx28YLzOPdY1NPfFAfo7p2n2Wm2Ftp9jCtvZWcSQW0CbKkcahUUewAxSiMV dirx78/vz6tPy9sBpOk8Lrzbex8oY2+KO1ibYTyjux/YTv1O2zKviXV9Y1zzDq8moapdT6lql445 zSsZJHY7Ko/Uqjp0GKHp/lL/AJxX/NjzBbpdT2sGh20i8kbUpDHIR/xhjWWRT/rhcVpkOpf84Y/m Lb27S2WqaZeyKK+hzmiZj4KWjK/eRitPGvNvknzV5Q1M6b5j02bTrqnJBIAUkUGnKORSySL7qTiq G8t+XNZ8ya3aaJo1s11qV64jghXbfqWYnZVUbsx2Awq+/vye/KjSPy48rppttxuNUueMuraiBQzS gbBa7iNK0QfT1JwJZ3irsVfEf/OXPk6LRPzLTV7ZOFt5htxdOAKAXMR9KanzARz7tigpx/zhh5ne z866v5ekkpb6rZi4iQ957RxSnhWKVyfliofYmKXYq7FXYq7FUl82ec/LHlHSn1XzDqEWn2a7KZD8 cjfyRRiryN7KDir48/Oj/nJrXfOizaL5eWTR/LLErKa0urta/wC7WU0RP+K1P+sT0Ci3mvkH8vfM /nrXo9G0C1M0po1xcNVYLePvJM/7K+Hc9ACcVfeP5UflR5e/Ljy/+jdMrcXlwVk1LUZABJPKBToP sxrvwTt7kklS8C/5zX8ypLrHl3y1G29pBLf3IBrvcMIogfAgQufpxQXgPkjQpNf846JosYqdRvre 3au4CySKHY+yrUnFQl2q38moaneX8pJlu55J3J68pXLnx8cVffX/ADjppSab+TPlmIKA08D3ch7s bmZ5QT/sWAxS9IxV2KuxV8O/85beYn1T8259PDhoNEtILRApqOci/WHP+t++Cn5YoLM/+cKPLEcm o+YvM8q1e2ji060JFRWYmWY+xAjjH0nFQ+r8UuxVLfM2vWfl7y9qWuXp/wBF022lupRWhYRKW4j3 alB74q/NrzV5l1XzP5iv9e1WUy3+oTNNKx6CuyovgqKAqjsBih9ff840/kbp/lrQ7Tzdrlss3mXU YxNaLKAws7eQVTgD0ldTVm6gfDt8VVL3nFXYqkfnDyT5Y846O+keYrBL6zY8kDVV43HR4pFIdG91 PsdsVeXyD8hfyAlRuEkWtanGQCOd3etb8tzuQscXNf8AJ5Ed+Oyr0vyN5+8r+eNEGseXbv6zaBzF KrKUkilABKSI24NGB8PDFWQ4q7FXzp/zmtpKy+S/L+rft2eotajx43UDOe3jbDFBeD/845ak2n/n R5YlBAEs8tswNSCLiCSLt7uMVD9A8UuxV2Ksf82fmD5K8o2/r+Y9ZttOFOSxSPymcdKpCnKV/wDY qcVfPH5g/wDOZZZJbLyLppRjVRq2oAVHvFbqSPkXb5rii3zh5k81eY/M+ptqWv6hPqV8+3qzsW4i teKL9lF/yVAGKvU/yn/5xh84ecWg1LW1fQfLrUb1ZV/0qdev7mFugP8AO9B3AbFafY3kzyR5Z8m6 LFo/l6yS0tI6GRhvJK9KGSVz8TufE/IUG2KU5urq3tLaa6uZFhtrdGlmlc0VEQcmZj2AArir84vz S86SedPP2seYzUQXc5FmjChW2iAjgUjsfTUcveuKC9a/5w88hS6n5wuvN9zGfqOhxtDaOejXlwhU 0qN/ThZifAsuKh6Te/8AOG3kC48wvqEepXtvpUkvqnSY/TooJqY0mI5BOw2JA798U0930+ws9OsL bT7KJYLOziSC2gX7KRRKERB7KoAxVXxV2KuxV+cv5yXbXX5seb5WqSurXkW/hDM0Q/4higvqz/nE CyFv+UXrUp9c1K6mJ23oscNdv+MWKXt2KuxV5N/zlNfTWv5K6ysVB9altIHPcIblGNPnwpir4p8h 6Vb6v548u6Tc/wC8+oanZ2s21fgmuEjbb5Nih+l4AAAAoBsAMUuxV2KuxV8J/wDOV06SfnTqqK5Y w29mjgmvEm3R6Dw2cHFBeo/84RCX9FebSa+kZ7ILvtyCTctvlTFIfTeKuxV4N/zmXOkf5WWEZPxz axAFHf4be4Yn5bYqXzT+Q0LzfnD5URKVF+jmvggLn8FxQH6H4pedfnh+bkH5a+VotQjt0vNXv5fQ 020kJCEqOUkklN+CClQNySPmFXyT5p/5yV/N/wAw80bWTpVs9f8AR9LX6sAD2EoLT0+cmKLebE32 oXm5lu7y4b/Kklkc/ezHCh6x5E/5xc/M/wAzmOe+tR5e01qE3GoArMR34Ww/eV/1+I98CafTX5cf 845fl15JaO8W2OsaygBGo34V+DjflDFThHv0O7D+bFL1LFXYq+cv+ctPzdj0vSD5C0iYHUtSQNrL od4bVt1hNOjTdx/J/rDFS+UfL+g6r5g1qz0XSYDcahfSrDbxDuzdyeygbk9hih+if5aeQ9O8i+Td P8u2VHNunO8uKUM1y+8sp+bbL4KAO2KWUYq7FXYq7FXYq/OD83IXh/NTzgj9TrN+4+T3LuPwbFD6 0/5xDvFuPygjiFK2moXUJp4nhLv/AMjcUva8Vdirzz/nIHy3N5h/KHzFZQJzuYIBewCu9bR1nYDx JRGUD3xV+ftjeT2N7b3tu3G4tZUmhbweNgyn7xhYv0l8g+ddJ86eVLDzFpjgw3cYM0IYM0MwFJIX /wApG+8b9DgZMgxV2KpJ5z84aJ5Q8t3mv6zMIbKzQmn7ckh+xFGO7u2w/HbFX5y+bfMl95m8zan5 gvqC61O4kuJFFSE5mqotf2UWij2GKH23/wA4weS5vLH5U2T3cfp32tyNqc6kUZUlVVgUnr/dIrU7 Fjil61irsVfK/wDzm1r8Rl8seX43PqotxqFynYKxWGE/esuKCwP/AJxI0WW//OC2vVWsekWd1dO3 YepH9VH/AFEYqH3Jil8M/wDOVXnr/En5mTaZbyFtP8uKbCMfsm5ryump486Rn/UxQUf/AM40fkfo nn46prPmWKaTRdPeO3toYnaJZrgjnIrOvxURONQpB+Ib4qH1v5W/L7yT5UiEfl7RbXTjTiZoowZm Hg8zcpW/2TYpZBirsVdirx/89vz/ANJ8gWEmlaU8d75vnT9zbfaS1VhtNPTv3WPqep26qviC8vNW 1zV5bq5klv8AVdRmLSOavLNNK3gNyzMdgMUPXriPX/yFsdLnitYP8ea/A8891cKJ00+zDBVt4V+y ZpGB9VzWgAVe5xV79/zjb+cetfmNouqxa7FENV0aSESXMC8EmiuQ5jJTcB1MLVpt02xS9jxV2Kux V2KuxV8F/wDOUPl99H/OTV3CFINUSHULckfaEsYSQjx/fRvigvT/APnCfzOvHzH5Wkc8qxapax9q bQXB9j/c4qH1Lil2KuIBBBFQdiDir4Q/5yF/Je98h+ZJdR06Bn8qanI0llMgJW2djVraQ0+Gh/u6 9V9wcUFmH/OF7eaP8W6utv6n+GvqZN8G5eh9a9RBDx/Z9Xjz/wBjX2xUPWtX/wCcsvyj03VZtPE1 7fCBijXlpAr25YbHizujMAe4Wh7VxSxrzF/zml5Nt7cjy/ot9qF1uAbsx2sIPY1Vp3b5cR88Vt83 /mR+bHnL8wtRW6166H1aEk2enQApbQBv5Eqat4sxLe+KLZ7/AM46/kPfectXt/MWvWrReUrNxIok BH16RG2iQHrEGH7xv9iN60VD7dAAAAFANgBil2KtMyqpZiFVRVmOwAHc4q/O/wDO3z0vnb8ydW1q By+nK4tdNO9Pq1v8CMK9PUNZP9ligvof/nDPyY1h5T1TzVcR8ZdZnFvZMw3+rWpIZlPg8zMp/wBT FIesfm959g8i+QdT14sBeKnoaYhoed3MCsQoQQeP22/yVOKvzs/0u+vP27i7upPdnkkkb7yzMcWL 9Fvyl8jReSPIGk+XwF+tQxerqDr+1dTfHMagmtGPEHwAxZMvxV2KpF5r89eUPKVp9b8x6tb6bERV FlasritP3cS8pH/2KnFXzJ+af/OX2o6hHNpfkKB9OtXBSTWbgD6ywIofRj+JYvZiS3gFOKLfPVpZ 61r2rrb2sVxqerX0hKxoHnnmkbdj+0zE9ScVfY/5Af8AOOUPksp5j80LHc+Z2X/RrYcZIrIHrRtw 03YsNh+zXril57/zm1Cg8x+WJgP3j2dwjH2SVSP+JnFBVP8AnCQn9O+aR2+q2u3/AD0kxUPrTFLs VdirsVdir5w/5zM8jSX3l7S/OFpEWl0lzZ6gygki2nNYnb/JSX4f9nipfOH5U+eZfI/n3SvMS8mt 7aXhfRLuXtpRwmAHc8TyX3AxQH6MWV7a31nBe2kqz2l1Gk1vMm6vHIoZGU+BU1xSrYq7FVK6tLW7 t3trqFLi3lFJIZVDow8GVgQcVYP+bmq2Hk38o/Md3p9vFZolnJBaxQKsKrNdkQIyqgAqHl5fRir8 9be3mubiK3gQyTzOscSDqzMaKB8ycLF67pX/ADif+c97Osd1pttpkbGjTXN3A6qPEi2advwwJp7P +Xf/ADiB5V0aaK/823Z168T4hYIpislb/K39SWnvxHipxTT6AgghghjggjWKCJQkUSAKioooqqo2 AA6DFV+KuxV4T/zlN+bkXljyu/lTS5h+n9diKTlTvb2TVWRj4NLui+3I9hir5E8meU9U82+Z9O8v aWha71CYRhqEiNOskrU/ZjQFm9hih+kHlzQNO8vaDYaHpqenY6dAlvAu1SqCnJqUqzH4mPc4pfGX /OU/5or5s86DQdOm56H5eZ4Qyn4Zrw7TyVHUJT01+TEbNigsa/JWfyr5d12Lz15u9U6To0tNNtII /UlutQC8kWMM0a/6OpErEsADw/mxUPe73/nNXyKhP1LQdUnFPh9b6vDVvA8ZJtvfFNsb1f8A5zcv WQro/lWOJ/2Zry6aUfTHHHF/xPFFvOPM/wDzlB+cGuiSNNUTSLZz/c6bEISB7TMZJh9D4rby69v7 6/uXur64lu7qQ1knndpJGPizMSThQz38sfyK89/mBNHLY2psdFJ/e6zdqywUHX0h9qVu1F2r1IwJ p9l/lb+THk78urErpcP1nVZVC3esXABnk8VT/fcdf2F+mp3xSzzFXyJ/zmzccvNXlu2oP3djNJWu /wC8mp0/554oKK/5wihlOr+bJwtYkt7NHbwZ3lKj6QhxUPrHFLsVdirsVdiqA1/Q9O17RL7RdSj9 Ww1CB7e4TavCRSpKkg0YdVPY74q/Oj8xfImreRvN195d1JavbNytrgD4Z7d94pV/1l6jsajtih7t /wA4sfnlBYCHyD5kuBHbSORoN7I1FR3JJtXYnYMxrH7/AA9xiofWGKXYq7FXzr/zml5j+q+TtE0B GAk1O8a5lAO/pWiUoR4F51P0YqXgf/OPflz9Pfm/5ctmUGG0uPr81RUcbNTMtR7uir9OKA/QbFLs VdirsVeefnH+c2gflvohknZbrX7pGOl6UD8TnoJJafYiU9T36Lv0VfBPmLzDrXmXXbrWdXuGvNTv 5DJNKe5OwVVGyqo2VRsBsMUPsn/nGX8ln8l6I3mLXIOHmbV4wFib7VpaNRhER2kcgM/hsvY4pRf/ ADkn+caeR/LJ0fSpqeZ9ZjZLcqfitrc/C9we4Y/Zj96n9nFXxT5e0DVfMWuWWiaVCbjUdQlWG3j6 VZj1Y9lUbsew3xQ+q/zL/wCcW7u78heWtK8ozxNqXl9JVu4p29NbyS6KNNMHpRX5psG/YoK/CKqX h2rf844/nPpknGTy3Ncr+zJaSQ3AP0RuzD6QMUUo2H/OPX5zX0gSHytdRkmlbhobddhXrM6DFaZ3 5a/5w1/MG+ZJNd1Gy0aAmjxqWu7gDx4Jxi/5K4rT23yN/wA4uflf5YaO5u7Z/MGopQ+vqNGhVh/J bKBHT/X5H3xSyL85vzHH5b+Q5NbtLNLm59WKy0+2b4YRI4JBfiQQipG2y+w264q8b/Kf/nLjUNS8 xRaR56gtLa0vXEdtqlsrRLDIxoqzh3cemenP9nvtuFbfUOKvif8A5zE1Vbz814bROmm6ZbwOK1+O R5Jyen8sq4oL0H/nCTTnj0LzTqJUiO5urW3V6bE28buRX2+sD78VD6XxS7FXYq7FXYq7FXmn55fk 3p/5j+XOEXC38x6erPpN6dgSRUwSn/fb/wDCncdwVXwZrWiatoeq3GlatayWWo2jmOe3lFGVh+sH sRse2KH0P+SP/OVMmlQweXfPryXFinGOz10VkmiXpxuV3aRB2cfEO4bsrb6t0zVNN1Wxh1DTLqK9 sbheUFzA6yRuPFWUkHFKKxV8Q/8AOXfmQap+ap02NgYdDs4bUgGo9WWtw5+dJVU/LFBZb/zhR5bE mreYvMki/wC80MWn25I6mdjLLQ+IEKffiofWOKXYqp3Nzb20D3FzKkEEQLSzSMERVHUszUAGKvnz 82P+ctdA0eKbS/I/DWNVIKNqjV+pwHpyj7zt1pSid6t0xW3yXrOta55j1mXUdUuZtR1W9cepNIS8 jsdlVQPuVVFB0GKH1R/zjx/zjZLo09r5w85w01RKS6Xozj/edv2Zp/8Ai3uqfs9T8WyqXsP5q/mh oX5d+WJNX1JhJdy8otMsFP7y4npUAeCL1duw9yAVX5++bPNWtea/MF5r2tTm41C9fnI3RVUbLGg/ ZRFoqjwxQ+uP+cX/AMk28q6UPN2vwcfMOqRUs7eQfFaWr77g/ZllG7d1X4diWGKXvmKuxV2KuxV2 Kse8++RtC87+WLry9rSFrW4o0cqGkkMy/YljP8y/iNjscVfnr5+8k6v5J81X3lzVQDcWbDhMleEs TDlHKlezL93Ttih9hf8AOKv5iXPmv8v20vUJDLqflx0tHlbdntXUm2Zie4CMnyUd8Uvk784vMw8z fmd5j1hH9SCa8eK2fxgt6QRH6Y4wcUF9e/8AOK2gNpH5O6dNIvGXVp7jUHXvR29FD9McKnFL13FX Yq7FXYq7FXYq7FXn35tfkr5V/MjTwL9fqetW6cbHWIVBlQbkJIu3qR1NeJ+gjFXxV+Y/5P8Anf8A L+9aPW7IvYM3G31a3Be1l8PjoODf5L0OKKS3yZ+Y3nTyXeG68t6rNYliDNACHgkpt+8hcNG3zIqO 2KvuL8ivzOvPP/5frruqwx2t9aXEtnfPHVIXaFEk9VQxPEFJBXfrXFL4U87eYH8xecNa11v+llez 3KD+VJJCUXf+VaDFBe//APOP355/lh5B/L/9EarLdrqs1zNeXgity6FnKxoquG3/AHUanemKWd3/ APzmR+VkEZNtaareSU+FUgiRa7/aZ5lp9AOK2wHzL/zmtrk6PF5b8vQWRIIFzfStcMCf2hHGIVBH uzDFFvEvOn5o+fvOkhPmPWZ7yDkGWzBEVspGwKwRhI6jx4198VtX8gflJ57893Sx6BprvacuM2pz VitI/HlKRuR/KlW9sVp9g/lD/wA45+UfIIi1K6prHmUAH9ITKBHA1NxbRmvH/XNW+VaYpTz82fzm 8rflxpfq37i71idSbDR4mAml7cnO/px1/bI+VTir4U8++f8AzL558wS63r9z61w3wQQr8MMEQJKx RJ+yor8z1JJ3xQ93/wCcaf8AnHt72W288ebrWlinGbQ9MlH98w3W5mQj+7HWNT9r7X2aclQ+ssUu xV2KuxV2KuxV2KvlL/nN3TLNL7ynqigC9uIry2kPdooGidP+BadvvxQXkv5S/mQ/kbT/ADfPDKUv tS0r6npoUkEXTzKqyCnT0o2kce4A74qGGeW9Bv8AzBr+n6Hp6c7zUriO2gHYNIwXkfZepPhir9Lt F0m00fR7HSLNeNpp9vFa269xHCgRa09lxSjMVdirsVdirsVdirsVdiryX/nJb8yLbyf+XlxZx8JN Y19XsrGFwGCxlaTzlSCCI1YAf5TL74q+HNB0TUtd1my0bTIjNf6hMlvbRju8hoKnsB1J7DCxfoj5 Q/LrSfLX5eQ+S7ZiLf6pJb3d0gCvLLOpE829d2ZiRWtBQdBgZPkbXv8AnEz837C/mh02xg1i0RyI LqG5gh5p2JS4eIqadRv8z1xRTHT/AM48/nODT/C11t/lw/8AVTFaR9h/zjD+dl2qv/h/6vG3Rp7q 0Qihpunqlx/wOK0zby//AM4W+dLlkfXdbsdNhO7pbLJdygeFCIEr8nOK09g8mf8AOKv5V+XmS4vr aXzBepQ+pqDAwhh/LboFQj2k5Ypenanq3lvyvo/1jULm10fSbVeKtIyQRKFGyIuwr4Ko+WKvnP8A NH/nMK3jWXTfy9gMsu6trt3HRBQne3t3FW9mlA/1Dii3zFfX2t+YNXe6vJp9T1a+k+KRy000sjGg A6sT2AGKvqD8iv8AnFo2ktt5m8/QK860lsfL70ZUPVXu+xPf0un83dQpp9OgAAACgGwAxV2KuxV2 KuxV2KuxV2KvhD/nJz8xLTzj+Y0kWnSibSdDj+o20ymqyyBi08qnuC54gjqFBxQXkWFD6l/5xC/K iUSyfmFq0BVQr2+gI4IJLVSa5HtSsa/NvbAkPqfFLsVdirsVdirsVdirsVdir4d/5y3k19vzduRq KyDTY7W3XRSwIjMHpK0pQ9D/AKQ0lf8AaxQXl3lHzdr/AJR12DXdBuFtdTtwyxTNHHMAsilHHGVX X4lJFaVxV7j5e/5zS86WoRNd0Sy1RFFGkt2ktJW9yT66V+SDFbZ3pX/OankWZaapoepWbmn+8/oX KDxqWeA/8Lim08h/5y9/KCQoHfUIuVKl7WvH58Hb8MVWzf8AOX35Qx8+B1GbiaDhagct+o5yL+OK se1j/nNfyjDUaP5ev72g63UkNoCf9gbo0xRbzfzP/wA5g/mZqaNDo8FnoUTVAkiQ3E9D/lzco/uj GK28c1/zN5i8w3pvdd1K51K6PSW5laQgeC8iQo9hirOvy5/5x6/Mbzu8U8NkdK0Z6FtVv1aKMod6 wxkepL024jj4sMVp9bflZ+Qvkj8vY0ubSL9I69QiTWLpQZBUUIhTdYV+XxeLHFL0nFXYq7FXYq7F XYq7FXYq8Y/5ys86+YfLH5cxx6KzW7axdfULu9SvKOFonZlVqfC0nGnKtaVpvuFXw2qszBVBZmNA BuSThYvoH8k/+cXda1+5ttd86QPpvl9aSxac9UursdQGXZoYj3J+IjoBXkAmn2La2ttaWsNpaxJB a26LFBBGoVEjQBVRVGwCgUAxSq4q7FXYq7FXYq7FXYq7FXYqgdZ0HRNcsmsdZsLfUbN/tW91GkqV pSoDg0O/XFXkHmj/AJxF/KvVi8uli70K4I+EWsvqw8vFo5xI30K64q8w1z/nCnzZC7nQ/MNjexAV UXkctq59v3YuV+mv3Yophl5/zip+ddu5WLR4bwA05Q3lqAdzv+9kiOK0kr/84+/nMilj5VuyB4GJ j9wcnFaVYP8AnHP86p5ViTyvcBmrQyS20a7Cu7PKqj6TitMg0r/nEj84r11W6trLTFP2nubpHA+i 3E5xWnoPlv8A5wmjBSTzL5lLCv7y102Gm3tPMT/yaxWnsfkv8hvyu8oMk2m6LHcX8dCuoX3+lThg ahlMnwRt7xquKXoGKuxV2KuxV2KuxV2KuxV2KuxVL9f8vaJ5h0qfSdas4r/TrgATW0wqpoagjuCD uCNxiqR+Vvyn/LjyrP8AWNB8v2lndA1W6KGWddqfBNMZJFHsrYqyzFXYq7FX/9k= xmp.iid:b7a5acda-28c7-4af1-897a-d9459ea73676 xmp.did:b7a5acda-28c7-4af1-897a-d9459ea73676 uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf xmp.iid:62c119d0-5b07-48d2-8d8c-d5ebb7625b4a xmp.did:62c119d0-5b07-48d2-8d8c-d5ebb7625b4a uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf saved xmp.iid:514870aa-5482-4152-ad83-7f4f6983a648 2022-09-28T09:36:44-05:00 Adobe Illustrator 26.5 (Macintosh) / saved xmp.iid:b7a5acda-28c7-4af1-897a-d9459ea73676 2022-09-28T09:51:41-05:00 Adobe Illustrator 26.5 (Macintosh) / Print Adobe Illustrator False False 1 100.000000 100.000000 Pixels Cyan Magenta Yellow Black Default Swatch Group 0 White CMYK PROCESS 0.000000 0.000000 0.000000 0.000000 Black CMYK PROCESS 0.000000 0.000000 0.000000 100.000000 CMYK Red CMYK PROCESS 0.000000 100.000000 100.000000 0.000000 CMYK Yellow CMYK PROCESS 0.000000 0.000000 100.000000 0.000000 CMYK Green CMYK PROCESS 100.000000 0.000000 100.000000 0.000000 CMYK Cyan CMYK PROCESS 100.000000 0.000000 0.000000 0.000000 CMYK Blue CMYK PROCESS 100.000000 100.000000 0.000000 0.000000 CMYK Magenta CMYK PROCESS 0.000000 100.000000 0.000000 0.000000 C=15 M=100 Y=90 K=10 CMYK PROCESS 15.000000 100.000000 90.000000 10.000000 C=0 M=90 Y=85 K=0 CMYK PROCESS 0.000000 90.000000 85.000000 0.000000 C=0 M=80 Y=95 K=0 CMYK PROCESS 0.000000 80.000000 95.000000 0.000000 C=0 M=50 Y=100 K=0 CMYK PROCESS 0.000000 50.000000 100.000000 0.000000 C=0 M=35 Y=85 K=0 CMYK PROCESS 0.000000 35.000000 85.000000 0.000000 C=5 M=0 Y=90 K=0 CMYK PROCESS 5.000000 0.000000 90.000000 0.000000 C=20 M=0 Y=100 K=0 CMYK PROCESS 20.000000 0.000000 100.000000 0.000000 C=50 M=0 Y=100 K=0 CMYK PROCESS 50.000000 0.000000 100.000000 0.000000 C=75 M=0 Y=100 K=0 CMYK PROCESS 75.000000 0.000000 100.000000 0.000000 C=85 M=10 Y=100 K=10 CMYK PROCESS 85.000000 10.000000 100.000000 10.000000 C=90 M=30 Y=95 K=30 CMYK PROCESS 90.000000 30.000000 95.000000 30.000000 C=75 M=0 Y=75 K=0 CMYK PROCESS 75.000000 0.000000 75.000000 0.000000 C=80 M=10 Y=45 K=0 CMYK PROCESS 80.000000 10.000000 45.000000 0.000000 C=70 M=15 Y=0 K=0 CMYK PROCESS 70.000000 15.000000 0.000000 0.000000 C=85 M=50 Y=0 K=0 CMYK PROCESS 85.000000 50.000000 0.000000 0.000000 C=100 M=95 Y=5 K=0 CMYK PROCESS 100.000000 95.000000 5.000000 0.000000 C=100 M=100 Y=25 K=25 CMYK PROCESS 100.000000 100.000000 25.000000 25.000000 C=75 M=100 Y=0 K=0 CMYK PROCESS 75.000000 100.000000 0.000000 0.000000 C=50 M=100 Y=0 K=0 CMYK PROCESS 50.000000 100.000000 0.000000 0.000000 C=35 M=100 Y=35 K=10 CMYK PROCESS 35.000000 100.000000 35.000000 10.000000 C=10 M=100 Y=50 K=0 CMYK PROCESS 10.000000 100.000000 50.000000 0.000000 C=0 M=95 Y=20 K=0 CMYK PROCESS 0.000000 95.000000 20.000000 0.000000 C=25 M=25 Y=40 K=0 CMYK PROCESS 25.000000 25.000000 40.000000 0.000000 C=40 M=45 Y=50 K=5 CMYK PROCESS 40.000000 45.000000 50.000000 5.000000 C=50 M=50 Y=60 K=25 CMYK PROCESS 50.000000 50.000000 60.000000 25.000000 C=55 M=60 Y=65 K=40 CMYK PROCESS 55.000000 60.000000 65.000000 40.000000 C=25 M=40 Y=65 K=0 CMYK PROCESS 25.000000 40.000000 65.000000 0.000000 C=30 M=50 Y=75 K=10 CMYK PROCESS 30.000000 50.000000 75.000000 10.000000 C=35 M=60 Y=80 K=25 CMYK PROCESS 35.000000 60.000000 80.000000 25.000000 C=40 M=65 Y=90 K=35 CMYK PROCESS 40.000000 65.000000 90.000000 35.000000 C=40 M=70 Y=100 K=50 CMYK PROCESS 40.000000 70.000000 100.000000 50.000000 C=50 M=70 Y=80 K=70 CMYK PROCESS 50.000000 70.000000 80.000000 70.000000 Grays 1 C=0 M=0 Y=0 K=100 CMYK PROCESS 0.000000 0.000000 0.000000 100.000000 C=0 M=0 Y=0 K=90 CMYK PROCESS 0.000000 0.000000 0.000000 89.999400 C=0 M=0 Y=0 K=80 CMYK PROCESS 0.000000 0.000000 0.000000 79.998800 C=0 M=0 Y=0 K=70 CMYK PROCESS 0.000000 0.000000 0.000000 69.999700 C=0 M=0 Y=0 K=60 CMYK PROCESS 0.000000 0.000000 0.000000 59.999100 C=0 M=0 Y=0 K=50 CMYK PROCESS 0.000000 0.000000 0.000000 50.000000 C=0 M=0 Y=0 K=40 CMYK PROCESS 0.000000 0.000000 0.000000 39.999400 C=0 M=0 Y=0 K=30 CMYK PROCESS 0.000000 0.000000 0.000000 29.998800 C=0 M=0 Y=0 K=20 CMYK PROCESS 0.000000 0.000000 0.000000 19.999700 C=0 M=0 Y=0 K=10 CMYK PROCESS 0.000000 0.000000 0.000000 9.999100 C=0 M=0 Y=0 K=5 CMYK PROCESS 0.000000 0.000000 0.000000 4.998800 Brights 1 C=0 M=100 Y=100 K=0 CMYK PROCESS 0.000000 100.000000 100.000000 0.000000 C=0 M=75 Y=100 K=0 CMYK PROCESS 0.000000 75.000000 100.000000 0.000000 C=0 M=10 Y=95 K=0 CMYK PROCESS 0.000000 10.000000 95.000000 0.000000 C=85 M=10 Y=100 K=0 CMYK PROCESS 85.000000 10.000000 100.000000 0.000000 C=100 M=90 Y=0 K=0 CMYK PROCESS 100.000000 90.000000 0.000000 0.000000 C=60 M=90 Y=0 K=0 CMYK PROCESS 60.000000 90.000000 0.003100 0.003100 Adobe PDF library 15.00

Psicología con Énfasis en Psicología Social y de la Religión

La psicología social, como disciplina, es el estudio científico de las formas en que los pensamientos, sentimientos y conductas de un individuo reciben influencia de la conducta o las características reales, imaginarias o inferidas de otras personas y el impacto de la cultura sobre la conducta social. En ZIU, estamos seguros de que la sociedad necesita Psicólogos(as) con altas capacidades para cumplir diversos roles en los diferentes entornos culturales y religiosos donde se desempeñe, que actúen como agentes de cambio sociocultural en momentos coyunturales del contexto internacional, que sean capaces de dominar habilidades interpersonales y de comunicación, que les permitan comunicarse de manera efectiva y que utilicen las herramientas adecuadas para favorecer el bienestar y la salud mental de los individuos a quienes prestan sus servicios. La responsabilidad social del profesional en psicología le obliga a respetar la dignidad de las personas con quienes interactúe; así como, a preservar y proteger los derechos humanos fundamentales. Debe utilizar sus conocimientos para promover el bienestar humano. Y aunque la disciplina necesita de la investigación para crecer y desarrollarse, nuestros Psicólogos(as) tienen un valor único en el mundo, son formados con altos estándares éticos y con conocimiento religioso que les permitirá alinear su actuar frente a cualquier requerimiento profesional.

¡Aplica dejando tus datos y asegura tu cupo hoy!

Podría interesarte...

Otros Pregrados

Pregrados
Literatura Bíblica y Estudios Religiosos
El Bachelor of Arts en Literatura Bíblica y Estudios Religiosos es un...
Pregrados
Idiomas y Estudios Religiosos
El Bachelor of Arts en Filología Inglesa, Románica y Estudios Religiosos es...
Pregrados
Comunicación Social y Periodismo con Énfasis en Entornos Religiosos
Nuestros estudiantes estarán formados desde una visión argumental que les permita superar...
Pregrados
Psicología con Énfasis en Psicología Social y de la Religión
La psicología social, como disciplina, es el estudio científico de las formas...
Pregrados
Historia, Geografía y Estudios Religiosos
La ciencia política es una ciencia social que estudia la teoría y...
Pregrados
Ciencias Políticas y Libertad Religiosa
La ciencia política es una ciencia social que estudia la teoría y...
Pregrados
Literatura Bíblica y Estudios Religiosos
El Bachelor of Arts en Literatura Bíblica y Estudios Religiosos es un...
Pregrados
Idiomas y Estudios Religiosos
El Bachelor of Arts en Filología Inglesa, Románica y Estudios Religiosos es...
Pregrados
Comunicación Social y Periodismo con Énfasis en Entornos Religiosos
Nuestros estudiantes estarán formados desde una visión argumental que les permita superar...
Pregrados
Psicología con Énfasis en Psicología Social y de la Religión
La psicología social, como disciplina, es el estudio científico de las formas...
Pregrados
Historia, Geografía y Estudios Religiosos
La ciencia política es una ciencia social que estudia la teoría y...
Pregrados
Ciencias Políticas y Libertad Religiosa
La ciencia política es una ciencia social que estudia la teoría y...

¡Aplica dejando tus datos y asegura tu cupo hoy!