DYSTEL
Übersicht
Weiterbildungsangebot mit Prüfung
Zertifikat
Umrechnung in ECTS auf Antrag möglich
Europäische Fachhochschule Rhein/Erft, european university of applied sciences
Brühl
abgelaufen
Deutsch
290,00 €
Digitaler Kurs
2 Tage
Wissensgruppen und Schwerpunkte
Wissensgruppen und Wissensbereiche
Gesamtkosten
Die Gesamtkosten des Weiterbildungsangebots belaufen sich auf 290,00 Euro.Lehr- und Lernformate
Digitaler Kurs
Logopäd*innen
Angebotsdauer: 2 Tage
Fristen und Termine
Angebotszeitraum
%3b%7d.cls-4%7bstroke:url(%23Unbenannter_Verlauf_32-2)%3b%7d.cls-5%7bstroke:url(%23Unbenannter_Verlauf_32-3)%3b%7d.cls-6%7bstroke:url(%23Unbenannter_Verlauf_32-4)%3b%7d.cls-7%7bstroke-linejoin:bevel%3b%7d.cls-8%7bstroke:url(%23Unbenannter_Verlauf_32-5)%3b%7d.cls-9%7bstroke:url(%23Unbenannter_Verlauf_32-6)%3b%7d%3c/style%3e%3clinearGradient id='Unbenannter_Verlauf_32' x1='469.9' y1='-3439.56' x2='526.28' y2='-3439.56' gradientTransform='translate(1077.25 -3235.87) rotate(180)' gradientUnits='userSpaceOnUse'%3e%3cstop offset='0' stop-color='white'/%3e%3cstop offset='1' stop-color='%23796363'/%3e%3c/linearGradient%3e%3clinearGradient id='Unbenannter_Verlauf_32-2' x1='703.59' y1='-3439.56' x2='759.97' y2='-3439.56' xlink:href='%23Unbenannter_Verlauf_32'/%3e%3clinearGradient id='Unbenannter_Verlauf_32-3' x1='-2439.85' y1='-3439.56' x2='-2383.47' y2='-3439.56' gradientTransform='matrix(1%2c 0%2c 0%2c -1%2c 2632.06%2c -3235.87)' xlink:href='%23Unbenannter_Verlauf_32'/%3e%3clinearGradient id='Unbenannter_Verlauf_32-4' x1='-2208.03' y1='-3439.56' x2='-2151.65' y2='-3439.56' gradientTransform='matrix(1%2c 0%2c 0%2c -1%2c 2632.06%2c -3235.87)' xlink:href='%23Unbenannter_Verlauf_32'/%3e%3clinearGradient id='Unbenannter_Verlauf_32-5' x1='-2039.28' y1='-3580.28' x2='-1982.9' y2='-3580.28' gradientTransform='matrix(1%2c 0%2c 0%2c -1%2c 2632.06%2c -3235.87)' xlink:href='%23Unbenannter_Verlauf_32'/%3e%3clinearGradient id='Unbenannter_Verlauf_32-6' x1='870.26' y1='-3580.53' x2='926.65' y2='-3580.53' xlink:href='%23Unbenannter_Verlauf_32'/%3e%3c/defs%3e%3cg class='cls-1'%3e%3cg id='Ebene_1' data-name='Ebene 1'%3e%3crect class='cls-2' x='115.62' y='203.74' width='568.75' height='446.88'/%3e%3cline class='cls-3' x1='607.36' y1='203.69' x2='550.97' y2='203.69'/%3e%3cline class='cls-4' x1='373.66' y1='203.69' x2='317.28' y2='203.69'/%3e%3cline class='cls-5' x1='192.2' y1='203.69' x2='248.59' y2='203.69'/%3e%3cline class='cls-6' x1='424.03' y1='203.69' x2='480.41' y2='203.69'/%3e%3cline class='cls-7' x1='283.13' y1='274.8' x2='283.13' y2='114.39'/%3e%3cline class='cls-7' x1='515.64' y1='274.8' x2='515.64' y2='114.39'/%3e%3cline class='cls-2' x1='105.65' y1='344.4' x2='684.38' y2='344.4'/%3e%3cline class='cls-8' x1='592.78' y1='344.4' x2='649.16' y2='344.4'/%3e%3cline class='cls-9' x1='206.99' y1='344.65' x2='150.61' y2='344.65'/%3e%3cline class='cls-7' x1='516.35' y1='582' x2='516.35' y2='512'/%3e%3cline class='cls-7' x1='281.39' y1='582' x2='281.39' y2='512'/%3e%3cline class='cls-7' x1='517.22' y1='475.65' x2='517.22' y2='405.65'/%3e%3cline class='cls-7' x1='282.26' y1='475.65' x2='282.26' y2='405.65'/%3e%3c/g%3e%3c/g%3e%3c/svg%3e)
abgelaufen
Anmeldefrist
bis
Voraussetzungen (Zugang und Zulassung)
Für den Zugang und die Zulassung müssen Sie keine besonderen Voraussetzungen erfüllen. Bei Bachelorstudiengängen benötigen Sie in der Regel eine schulische Hochschulzugangsberechtigung.
Zu erwerbende Kompetenzen
In dieser Fortbildung erfahren die Teilnehmer/-innen von der Vorgehensweise in einer Forschungstherapie und den speziell aufbereiteten Therapieschritten, die der kindlichen Entwicklung angepasst sind.Förderungsmöglichkeiten
BildungsscheckBildungskreditBildungsprämie
Standorte und kooperierende Hochschulen
Brühl
Ansprechpersonen und Kontaktstellen
' xlink:href='data:image/png%3bbase64%2ciVBORw0KGgoAAAANSUhEUgAAAFoAAACICAYAAABnXvwmAAAACXBIWXMAAAsSAAALEgHS3X78AAATjElEQVR4Xu1cT6g9SXX%2bzqm67/dbhIkughiDRHRgzEBkBAUNAUMGJETcTYRAVrox4EoEiYMLXQwxOjKSLIYoweAik80Qwc2EgIugBBcDWWTjQpAQFwOR7JzgvM6i61R/dar676373v2ZOVB0d9Wp09Xf%2bfrUqbr9njz9nvcMeFOa8s8//rGs6WwVXVOYE1WFiECk21gOyyXGonoYmqbEcwxqCACA4fZ2RbMUmbnnXjssvcfSW%2bKRG3nn7Hu0UVoO7mGnh41LyCKjt76Kewa6ZPOaxtJb4trNNjF%2bw%2bvaw04PG8BGO51lNnTsYQY/2p5%2bXuYg2mOz11h6Swwxrumsin%2bco4wJB/ux9BpLb4k9otS1PAxwXWNhacbovYPdk1It2W7Zua%2bx9JaoIWAY6sXh2iTJIimHPVfkisbSW%2bKRFZXpt0A5V65lLHvHsSar6d2csIO2PuTavbba8XKJsfSWWaB3xa9ecXHGzr2MpbMsLsE3e51sbO7TkmsaS2c5a1PJpNcD9bDTw8YlJOLAwFQVGAYMwHS8J7nUWHoQkOUwo5XSqNuNcXHtXlvteLnEWHrLLqD36M5JDxtAHzs9bGyVAuhL3fiI3SN9tsil7K5JjKcTbt94I1fogZXVkT4t0RCuZiy9JQL3PzgRyZPZNY2lpxxeGfIruHUC8lL9DNXBTg8bl5BdkyHQXk3ts1AK29tr55Jj6S2bf5xdcsgeDvWw08MGcHkWs%2bxi9B5dL%2bf0bck59s7pe1Qu/iv4VhtAHzs9bFxCmpPhXo%2bvTUBb7bXsbO1r0mssvaVg9NZ47cX36mGnhw3guJ3eUk2GRzxuHDrSl8Vz8Yi9XmPpLTF0WCAUb8UZcfCaxtJbzv%2boA9f1QNc0FpZ4zpLX2LM2AbEs5sA77HjpPZbespjeXWogR%2bwe6bNFLmXXy%2bqC5Qjjj/TZIkfsHulzCYnxdFrTOSRrDmzJkT5b5FJ290iXb%2b96fJzYS65pLCybN5VasvejlTnpYaeHDeByWcvu/ei9%2bsCxPlvkiN0jfXpIBfQhhm9IqTbZdXY29fHSayydpRk6dns92djdz8s1jaWzRO0woF4P1cNODxuXkENfKr0p%2b%2bXug9X/U3kT6DuSLrt3j7RQ6JR0fYlg%2bqsBtE9RZ9S2iE2m59hoyXUB3eEh85dGc%2b1LbSKV03pJlxidB9gosqdgA8hL91LNr35V0j2W%2bvrxPPfZz563niepGS3zj7rIhoW2JRERDMMAe2UHHLOV8%2beF8bO09MVd95Tdex2tgQjSZs5OW6bNq1PhTaGN9sSBNaz0y/c1RnPbxnvuFX32hRe2W06DEFfGpplXdq6YLdcP/Pqu2QCgpidTaFgLURAKM602vu4kY%2bhYMVi1tvSNiRsGJ0ghorW3UdXMi2dycW%2b/XUqOrSQ5q1XfSxRYZw2A8abm8ZaetW%2b050EyG2t9rWiDidkejRXUlu/p%2bk49qU0VMQQ8/4UvdJkQp8nQea%2b8cjLj6S3x1T9UrbB456QifNEcq2fubBjwYCe9EELlwHOkGTr8TdfEtFYnIZHxlW7dz%2bpav5BsANbXm5XWs%2bQdy3Qs7o8J5J5xuhk6ADRB9npZP3m%2baqPB2oBzeOB6B2RVctPMa2711Ke4jypUZCytSZBy6BgjVHWsS%2bVvvvzls8NHwehV38mKxky7SJkrt9o3iQe6pZJPSidmR6C8nxp7rd45Ycs9t4gCwF88/3z9qDZILjPCrCqKDRblwxVs8nYb9ylY63QzI93KLoSQ65ihSnX2GYI2bCw97xGhlcI2UFkyC3JF28YasEX7nH6yyYBlgJx%2biHHSYWCTvtWJ6uQQqhORnNWoKuLphG999atnhY/VTaUClgUHGCD8c38F6lg5HuqWSgdA%2bcq7dm6za/sySSRtLiXntfpoCAVZ8lG11EuOOEdyb7Hi2AEuput0ZKYtVYwPawULILOOSJUrM%2bOqcxFojDAWGluZ9TmESJr0rE4EGsJU6K053dwghIAQAv7%2bG984zOrZPHpOZE4vAWST3tLk5/v4e6vq2N%2b1eXt8zZOaOQwAkOwU3%2bCZHso3wB9DcpxlLavPsyCL70PFJr6Rb6M%2bfDTdrG%2bsosFzKXJYYqzSeRFnEyDa6JP1dPoEQUQQVKEhZCCZwXa0NE9DyPoaAv7hxRcPsVo4pv7l5z43b8QAnFVIQgDnM9/X65BzWqypHEznljl4B7dsmRN8u4hku3YebUIl59mbFmLEM5/85CoULLOTYeuBF8UG7jaX1sDla56EBNPWa9NhDZCzLvXJIHJbA1hujxYyCGS7h8XtvdL6NKgAYVZsIFQAVBNUS68qWqZrrby2SLtc6KiKjSPpFLGWwoM/1xBwOp2qidHK6eZmDCUh4HsvvbQrhBRA50F6LQ%2bYvYJUxzO4B3vtmrOBlt1W3G3diwGza4vfHjTT42vLvyvHyegsAHjw8GEG%2b5WXX94Mdhk6pIS4%2bco2dEVknN1d/6J9uijs%2bHBRHP142BFUr6rTGN24zCGQKRMS0mV7rbeE3waR0WExRoRUtkrJaC42gDQIu/Z1edCOdTxY0DmDKOIY647qbOZrYGKkX2qTLmcwa2yOp1PF7uDqTC/EOObWqvjXV17ZxOoi6wCAv/r85wfPZADVBGZ1opp1i34rk6L1NUfl/mRH/P20Zj/reVuZjTI5PLPa9GVKKa1fPJ2yw9iBtnix1NAWMiEEfPAjHykH66Tifh70eNFsq3RpkOB%2bpO/tqU4vUwW204UBxTpUV9yfQDYdBnbgOgJTgJHBXCflWxLTRGng2rmq4tUf/GB46sMfngX7LKABFCwDUIDAv4xL0h2GoQDZgyv5VLK%2bAbEGrrW3Yq3ZgwiG29tRL4SS%2bTqFJ9VpgraQIarTCtGNGwD%2b49VXh9956qkm2FXoAFD8TlaBKxM7%2bDoDSsCyZfHtbJcGbaHI2vNEl8a5BLC1c2y2Nl/MgQWALlQw8PF0yiy2%2bG9zRNAxpp8ePMDNzQ3e/d73VmA3p805EPJ1evAMSqpvnpNkJrv2ph0%2buvMWuHY0YNAAGVSynonTzSAnJ3B%2bHQjg04MH437JMOT6//zJT4bfete7isc/BDSAOmRYH9Jn5gxwdls26JwBk2QzrxTdPU0v%2bD6m60GU6YeBYgHUCB05I5kB2eL1AIxpX2p/7Wc/G37j7W/PD9wMHQDwwhe/yBvL4wHTQ8HOs8o84LyTN%2bugRl%2belAQonJUBJH2LuQwsn1vaNtze4nRzk%2beLJuB0fZNYq6oTyLRKtLZ4OuVySsfH3vIWAZY2/gkoBqVgpdOhlkL2pmUWl/l%2bImPOXex/mEMcoB7kImYDE0iquDWwZcq1DeCCzQxyAt5nH0ZaG5Oq4vVf/GJ48PChLG4qeaC5jS5qh3g9B0wB9EKbB5r1fV9jcwtgu7bCgEaRchJ0bM4lgWw5dlGfCjB%2bqhAohADAMAzD6u5dBUy6ZnDZDfZg%2bXwprnJ/A1DL1MwDa6xmOz6eq7MhIoVdDyBAy29zgtBeSaoLvCrkBUuM2Y7pZ%2bel%2btkYDQB//aUvjT%2b7qZZ7GfaQpNvKHICZ9MyOBDK3MVAGHl97WxxqOEx4kDk%2bZ1ansACgYjKDbOEGGCc9TQDHVEL65wW2D1IdsSAZWDgguZ1Bb52zDjlK3JHbPbAV0KRrIGeAF9gMTPHZ2MzMHm5vC0abTcsuLI3TBGDesST9FsgiMh%2bj%2bWEArLKXzwFiGZIdLX8HbAE9x2TAgZ/0hmH8p7EtgKvwoeWE1yowkDVtSAG4efiw0MmAJlD5OsaYv5KldgFWfjP882eflWqwqtWk48%2bzI1xbtbHvAIC3m8ZhdV6sD5KujauwYWMmEFuOMcA0BMQE3OnmJutaHs3/30REpv0PYnGM0SbNPOjVDVV%2byILB9ODi6%2bzBDSx66KEVq1HnwNZW6DlgtAWaObJRf0rbnhyHZ68DLbFDncbxZGi/L4YQgDQuw8lkcTI0efG55wYPcAvoDLBqpWcPnDMGkcpxXLKtBsBWF0Oa0Qlw/7Yw6PkH1wWQQ3r9TzFCCcwMeIwYhiGzNsfjlPaFifUF0quMBlCEglznwM2AuXYPmqhOKV/qp86%2bd4RIGXOzvZAyBtvhUy117drON4CsqhiAnDd7fQOT0zi7n7GcYMiyidEA8Ldf%2bcqY6jUAZqAL0Ahgr8e2WkxeAjgYMxOAdl%2b20wonnK5VINOvKUj3iKfT9A2ICyMDpsUJ/7SVMpUK6E2MBhosS0cATQCbQBOwFkI8m2cBpgKUOS%2b/cXPxOaZN/YKF5gD3kxWQHAeMsTfGGugUp7eADOxgNAB862tfG%2bYAZhArgJIeA2XinQKRPKnITDEdBiszm0GmthBjc%2bOo%2bl0wpC1PAi%2bDqJqzCoiUIMcIQR0yTDYzGkABml0XbYkFLYCzvtVPHXN9zolnwM3XQBU77ZgXHQR41pNyP%2bN0c1OEEDsH2w%2b0oZTAhkgBcAhhEWRgJ6MB4O%2b%2b/vWhAG48mSY2AsV0mkCn%2biFtmDcBXSg5TjuGVv11ChuLsTqBqKoTo43NM8wWjLE8nE6rQO9iNICJtWgD7UGeOrbHYQzKapicUxV1Exxdc1gAULC6AJlCBTuqyWhjM5%2bHcUFjuq1UriW7GQ1g%2bk6YAG4xuXWsGOcBXCqkF%2bhhC2bLtGCwc3tjfDxeApoZPHfUhcnPy25GA1MIAFDHbJnAr46uANP/jM51K6DzooNZ7cESneL1FpBVtcjLLZSwc0HPvVcW9zrm5M8%2b8xnxr3gG0uqp3dqYdXYtSt%2b8qeYUrChhSq0ANN%2bACoAU%2by0PFhApuK%2bB6e%2bnWnwXzandXjYDBxkNjA8LIOeakHkmG7jjZQ1%2bfmAH3lx9kabZeaNOCDQPoq9joAFM4KoWAB8BGTgHaALOjquhws6tH4HZzBjmACdA7a3I59SuOsXnOYDzW0bXAE2GjbIXZOBg6ACAP/30p6UAAqhYzA8h4lZt/IAOPH6dc/Ege9vUN9839TEAfbjzNquw5R28iMiyHGY0MIUPNQfzA4tk4PM5FaR6z0wV%2bhCRH5JK00EOYLsf58wVW/lI50A7dBxlM4Bj6R3LP37zm3mzyZcC3FGpas9pGoHWsmd9W39bUoBsjjOQGzEaaK/8uL2Vzh0FGTgjdJj8yac%2bJR4QK0W9gUDFLyg8YxlAY1URMpyO2SrabQx0nVneALlwivVdA2GDnBU6TPzrWjERqOsMVALZ7BhglT0D1DmIQWZw2TFKdgAUDvIFIlPoCGH8Q1Gch/fZocPk5W9/e2gBOVdnIHiA/XWxSSQy/XWsgRxCczINxM6K9akUH8MshA4x75wh3YAGgH/6zncy2EugW8nZwAzIIlLFdkvXlkC2%2bOxZ6wGPE5BT%2bqYKwfbNoq3SJXSY5IddAJjr10A2EAEKPdbGIFNbwXQD12yn%2bsKWUq7tHCbpJ7ce0pXRAPC9l14ajIlLgBtYDE4LZKsDpn2RYlJkENO1TXYFeASy2eYvlngiNBvoxGagQ9bh5Y8/8QlhtvCDNgsD6hwEIB8tV88MhzU755Etvq/FbNu/KP4giMehOU53Axm4ANAA8EfPPCMVAMxS74RU75nFC4b852mewXxOALMOT7yFU8mx%2bXzt4Q5K1xjNUsRCYD6EpAf3qZloGW/ZGQCqcMEM5vi9lN202Jyuu%2bPdPUaz/Mt3v1tkIR7sDMgCyD4eA%2blXGZmYywzmH2GXQLYvQhvxuTvIwIVCh8kffvzjUgCbCl%2b3WNUCihlt4YBDR27bAHJmvnPWpUAGLgw0APzBxz4mxWvJD%2bZBJPCLVR0DHKc/1LQ3wpxnuXPOtZ1j%2bTrw/dceooNcLEazcBwVmcmlGfBG%2bpZZqOmTLQIfQP4fGs3Uz%2bym89Yv6JdkM3AHjAaA3//oR4XZa6xqgqya2%2b0bPSvmJP9NXMp5R9CJod6p%2bR7OeZcGGbgjoAHg955%2bugghLZBzXCUAg4UHBpdCA4Ap9zYhp4grKgIkh%2bRyB3LRrKMl//b97%2bdMpNr2TEAUocGt2FifU0KbHCFStfvQU0ykd8Bm4I5iNIuGMC0SZkATIDM7M7cBmtkx4AYgh5XCprNFb8SdgAzcA6MB4NUf/nCwrzELgBM4AzDLRhEKI8RMVfqZqtFm/eyeuEOQgTuM0SxPfehDYsCYWNhgcCuQXZ1jZ9UmdA%2b7tlXqXcu9MNrk33/0o8GDqQkED66x3c5DmP5exBhbOcniNkqmA3eSOhdyL4w2%2bd0PfEA4G8is2wByjsFSxu%2bWZJaP7XcOMnDPQAPAk%2b9/fwbbh4BcWiCTI4JOE2MVPswR9xAuWO4daAB44n3vKxc0SnvOxHK/6iucE6ZfSXwsJ/17Q/sqgAaAx598stoTYcB4/wJAkS%2bLjrHXltZZSmfcG8jAFQENAO9%2b4gkpJjVarABorvTsD/DtWIWdkc33CjJwZUADwG8//rgI6FsR0OLGALZzYzQDD5r87h/fLPea3i3Jf/30p4NI/ckYnxvTM3sby3C5pyzDy9Ux2uQ33/lOqSbFhQJiL/W7CpCBKwYaAN72jneUE6SUq0ffxoBfU9gArjh0sPz3a68NRarGoQSNVaTcf5bh5ZEA2uR/fv7zvGTnCa/InUdWXxXIwJWHDi%2b//ta3So7LJXt5OX51IAOPGNAA8GuPPSYWMgBKA68T3yyPVOhg%2bd/XXx9kChX2Xd7Vov3IAm3yxi9/OaQwcrUgA8D/AYYlbiOS5g/lAAAAAElFTkSuQmCC'/%3e%3c/g%3e%3crect class='cls-3' x='75' y='75' width='365.63' height='203.13' rx='101.56'/%3e%3c/g%3e%3c/g%3e%3c/svg%3e)
Webseite des Angebots