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Bisher mussten in myYOLO Serientermine vergeben und
diese überwacht werden. Sprich: lief eine Terminserie aus, musste diese
durch eine erneute Eingabe verlängert werden -- lief eine Terminserie
über die Verordnung hinaus, mussten die Termine einer Folgeverordnung
zugeordnet werden. Mit der Verkettung zwischen den Kursteilnehmern und Deinen Kursen:
# stellen Sie per Klick im Kursplaner eine Verkettung zwischen den Kursteilnehmern und deren Kursen her
# Serientermine werden so intelligent und automatisiert in den gewünschten Kurs gebucht, bis dies nicht mehr möglich ist = z.B. Ende der Verordnung, keine Resteinheiten mehr, usw...!
# Liegt eine weitere gültige Folgeverordnung vor, wird die bestehende Terminserie auf die Folgeverordnung übertragen!
# Wird eine Verordnung vorzeitig beendet, werden die Termine automatisch aus dem Kursplaner gelöscht!
# Diese automatisierte Terminvergabe und Verkettung funktioniert mit allen Rezept- und Vertragsarten z.B. im Gesundheitssport, bei Prävention und sogar bei Mitglieds- oder Kartenverträgen im Gesundheitsplaner!
Klicken Sie im Kursplaner auf das Verketten-Symbol und aktivieren Sie im sich öffnenden Fenster der Verkettung.
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W6utez84pxOq8Ih06ex19WbYHVEYpL0yvfN9CU+vbtq8dq16dPHz3WwGznMOXqdYjJvQ8h1iyd6GKNGobC9itxscu36Dz8U9ww+RWcOn0WTyz6E5588knnIJ9+Jwc5PvvhN3DzzA246pbdmDw/HW/vW4aClFUoSZwPa+RgveXKIgpX4bc3vg7k8idwRM0Vg3oACN+wodKT4uTP1syb4pw3z7n/3K2GJ881BZvVgUjRUpc3sFvgQLkI4PlF5QiLjkNmfjj+5/Wd+H/LNuOl9/6Dlf/chzc+2o31mw5g5YZ9InrEYVCPJHXN3Z+6d++O8PBwPVW9qKgotWyDOycC6P7LcUX6Xp3gYg/rguJ2T6Ogw0coj75Bpcnu/6lTp2Lbtm3YunUr1q5d6xzkb9fl4J4m348uH0Iz9qZJsMb8GCUJD6Kg43oxfIrSVjNF6z9FbdddbGQxkDULODIRKOUNdUTNDYO6n8m3rUXPnVvpSXFFr77qustdFObWwYNRtHhxpSfPRT/8MCzl8m7opmVz2GFx2LBv3yEc2LsfOdm5KCgqRVGJFYWldhRYQ5F5AfjyYCne+fIUtv6QjyNnbXCERiHEXo6xV6Wqa/H+JAO6Ny3w3r17exX8fXJyLpD5S6DsuE5wKW39G1xM3YHS+Ok6pbKePXtixIgRziE6OloN7mnp6el6aU/WyKtQ3PZPovW/H0VJf1HTlZz/P1HhuEL8v0onEFFzwKDuZ46YGJQ+8ICeMgK6elLcsGE6xaWqJ8+VzJkDRxP/flo+XrW0tBR7vz2CCVcnY9KIDhjc0YqCEwdx7OhxOOxW9VgZu92ubqhzOCywhISINDsibPl44GfpSG8fo96C5u/ALgN2bbxZxifZT4jhST3hYou8AgXt/w/FbRaIGlvTPPq3LG6KarmXJDykU9zYC4HT/6sniKg5YFAPAKW3347iP/8Z9h49UPTaazU+Kc588pxdLFP0yisomzy52mUbU6uYSEwd1RVxMREIFQG7TatITBzeAdNGxOLKdnnoEXcOabH56BJXjO5tyjH0khDcPjwBj93ZD52S4hFS1ePn/GDIkCFISEhA69atqxzkvKFDh+qlG8C5FaKVPk9PuJQm/Bb5Hf8Ja/QondK0ShIfUZ9/8HSaTiGi5ohBPRCIoFx6xx3I37wZ5SNG1BqkZYs9f9MmlE2ZolOalnr5SZ/OGNA7VQU++SjSdu3aqd9y90hPxfVXd8fPf9wDM8b0wKzxPTHrZ70xbUxvXHdlV6QktUWrVq0QExOjfvfd2D8Tq81dd92FI0eO4OjRo1UOct6dd96pl66ngi+A43frCc0SgaWfTUVx4mM6wX9kT8GyjVOBjovEQU4CwjsB7R/Vc4moOWBQDyC+vG3NIa/x+jEgypa2DMry8akyqCclJaFjx45ITU1VLxExBzkt30+ekpKiAr8M6PLarz8fueoX1mzg2AzAXqwTtC6v4ofswGkd92ifCZxeIPY3FwhtBUT7/+mFROQ9BnWqF9nSlgE+VFRIZKCWj1KVwd59kDeZyXlyOX+3zP3m1B+A0u/1hNbhf4E2d+mJwNAn9aCr4lHyndjv/zHGiahZYFBvRGlpaepnRf4m90Hui7e43/VTab+tZ4Fzf9UTWrtfAe3nq9FA2u8iVHggT97bQOFmPUFEgc7i8Pftx0Hs9OnTWL16tXrPtT/JoDFx4kS0d/ude0243/VTab9la9f9LvKILqJJ7NrHgNvvC+OBom06VUicClzydz1BRE2lx8iJ6v+DGavV/95gUCdqbHs7A+VuT4uTN5918P+NcdU6+xpw7L/0hNbjCyBuhJ4goqZQp6B+7tw5BnWiRhJ5YQli8n6vpwCHJQYXOu+DI6S1TglM8aduQFjpdj0l6iSx41CQ9IaeIqKmcNXPjAdQMagHiNzcXHz66afIyqr8TO+mJO9Av/HGG9Ud6t7gfteP+363OnkNQsv26TlAaau7UdRmkZ4yBOJ+yxfMxJ75tZ5jKEh+B+UxN+opImpsDOoBZsWKFeoxpIMGDdIp/iFvgNq3bx9uv/12nVIz7nf9mPt958+vRessz5+EXey0FbZwz1e+Bur3HX/6JoSVbFLjkjV6JPJTPtBTRNTY6hLUefd7I5ItL38X1JLcB19agdzv+jH3O7T0G51isEYMrBTQpUD9vkvif6XHDGHFGaoFT0SBi0GdqJGElX+rxwz2yMv0WPNQHnsTymPG6ilDVP6reoyIAhGDeqBwOGAprvC0sRrIt7sFksLicqz94ns8vWIT/vjXDCxZtQ1f7TqOcqtNL+Epv7AMB4+d1VPBKaRsvx4z2MJ76bHmo6TVLD1mCC3dhfCSz/UUEQUaBvVAYLcjcvlyxA8fXvv70UXwD1+/HvEjRiDyrbfUtD9lnrqAx9/YgtseX4+/fHIYW46UYl+OBZsPl+Ivnx7FPc9+gWfe3Yk1XxzEuYtGpaWotByvfLADWTkX1XQgkG+MW7ZsGZYuXaoGOS7T6iO0vEJQj6jwYJdmwBo1BGVxP9dThoiCd/UYEQUaBnV/E0E58rXXED1nDkKOHEHMjBkI/e47PbOysL17EXPPPWrZ6N/8BpErVug5Te/oqfOY/cJn2H28GOUIU4+KddgdsNrE4LDAERIOS2QssovDcbIoHE++vR0fb/oBf/jrl+jRrTPCw5vm9aLVsdls6jWycjh37hyeeuop9Zx6OchxmWbOl8v6IjK8TAT1A3rKYI3w/3XzuiiLGafHDGElX+oxIgo0DOp+ZikpQeTLL+sp9XMExN10U5UtdtlCjx0/Hpbz53WKCB4vvgiLjwGnofxtw/dIaNMWJQX5SG8XgcvT4zFlREcM6x6LaEcx4iMtSIyPRHRkKEqtDgzo3w3nrBEYMaSvmvbnU+ALCgowQ1SgJkyYoIZp06bhwoULeO6559Qgx2WaOV8uK9fxVkRouR4zOELbiEpOvJ5qXqzR1+kxQ4gtV48RUaBhUPczR3Q0ip95Bo42bXSKEdhj7rsPYdu2Gd3rsst982bEzJ7tEdAd7dqh+NlnfXq7W0MpLC7DrsNnYSkrxOTrL8P1Q3pg+k/7YeqPe+P+qVdg6UM/xi1DkpESXYbW0Ra0ihOtdosFkVFRKLNZUGa1IyzMv9lPtsDlAxXloF4ne+WVzpfQyHGZZs73taVeWBqjxwwWm+u41VeJqAhu374dX375pXMoLi5Wg3uaXEYuW18OS6T4A9zequcoFUP9Lk0QUeNgUA8A8v3oBR9+6BnYT59G7C23IOzrrxG+ZQtipk6FJSdHzzUCesG6dSgfPlynNK1t356CxW7FneMGoWfnNmifGI3khCg9V2SsEAuuG5yO+ycPxOBLYpB5OAtR4SEIEYG91GpDSbldL+kfsbGxWLRokbNlXtvwxBNPqHW8ZXfIyw+t9JRkF4H9nB6vu+effx6dO3fG9ddfj3HjxjmHY8eOqWfHu6fJZeTrb1926wmqK4fF82+32L3vtSCipsOgHiBsl16KomXL4HB7eYnl4kXE3nYbYu64A5b8fJ0qCtiOHVH0+uuwde8uFvJPJ3ZuXiGG9umArh3i0DkpFp3aRYtArme6CQ8LRZtW0WibEKta6naHvFHOhnKb7H73Xwd8Xl4err32Wlx11VVeDXJZuY4vPIO6ONns9bvb/9lnn8WCBQvQRlT+7r77bjz88MPOoW3btup99e5p06dPV++6nz9/Pl555RW9lbqpHNQD5yZHInJhUA8gssVe+OabcLRyBQNLbi4sZ13BwJGQgMK33zZa6H58N7nF4sDVl3VEh8QopCREolPbaESIAF5R3sVi/GvnCXTqlAy7COQl5TYV1EvKrCLg+y/7ya71uLg4PVU7uaxcxxe2sG56zBBe/Ike89358+fx+OOPq8sC33zzDZ588knMnTvXOciALgf3tKeffhpff/01+vbti8cee6xeXfEOS7QeM1gcbKkTBSIG9QBjFYV24apVcFTxvHPZii/84ANYB3g+etQfrhmYhv1HsvHOx7vw5oc78cbab/Damp1qeHfDXtjUXfB2bNh6WAT8GERaC8VQgARLES6JLUeXeAeS23gfVBtaRESEat16Sy4r1/GFLepqPWaIzH9NtHB9a+2bvv32W3Vtf/bs2YiONgKsvG5+0003VTl89dVXapn4+HjMmjULpaWl2Lt3r0qrCws8KwTyxj8iCjwM6gHIYrWq365XItPkb6dF4e5vJ3LyccYWDUdCClp1SEX7tC5I7tIZBfZQXN6zA0JDLAgLDcGUG/pg0qie+OmwrhgzVAxXp+MnQ9LROy1RBX1/kTfDJScn66nayWXlOr4oi52gxwwh5UcRc/ZBPeWb8PBw9b+8uc9bQ4YMwdChQzF16lR16UC28uvCYjuDEOsJPSVYwmAP7agniCiQMKgHGOdNcW5d7iZ5o5x585y/ldtsojUuf+st6xgOFJfZcSgzG1d0TUSvtMotYBnAs8+X4GxBObIvlGH91qOiYuC/67Ly+n6PHpWfw14duaxcxxfyCXIlre7VU4aIwg8Ql/1z8aX5djd9v3791CWAJUuWqFa3NGLECHz44YdVDsMb8AbKsHLXW+YkW3hPPUZEgYZBPYDI36HHTJvmeVNcSgocbi1KdfPcnXfW/uS5JhARFoKYqFB1R7vNbkPWiTNiuuouavlAmuM5Rcg6U4zDp/Kx9btTiI/xrTu7oclA6a3+/fvrMd8Ut/kjrFFD9ZQhvHg94rMn+NQVHxUVpW54k9fIb775ZnXnvvtw5swZtdz+/fs90uRgTh844PkwHG9VetxthXsFiChwMKgHAtHSDduzRz0pzuNna/KmuHffReGKFZ43z50+XeuT55qCfKhMdHgI7PJ33KLVfull3fD+puN49u2tyD1fBKvV1b2enVeM03lFOHTyPP6yagusjlBcmu7de9Ibi7yBzFvy1ah1Vdj2JdgiL9dTBvlUtrjTtyDEmqlTaifveJd3sctALW+Ucx/k0+8kGdTNtLNnz3osK+fVRWj5QT1msId312NEFGgY1ANA+IYNlZ4UJ3+2Zt4U57x5zv3nbjU8ea4p2KwORIqWuryB3QIHykUAzy8qR1h0HDLzw/E/r+/E/1u2GS+99x+s/Oc+vPHRbqzfdAArN+wTTfw4DOqRpK65+1P37t2d16prIlvJctm6soenIz95pWixD9MphrCynaorvkOCqyJXE9n9L6+Pb9u2DVu3bsXatWudg/ztuiS75N3T5O/Uzem6dsmHlu3RYwYbgzpRwGJQ9zP5trXouXMrPSmu6NVXXXe5i8LcOngwihYvrvTkueiHH4al3PORpE3B5rDD4rBh375DOLB3P3Kyc1FQVIqiEisKS+0osIYi8wLw5cFSvPPlKWz9IR9HztrgCI1CiL0cY69KVdfi/UkGdG9a4L179/Yq+NfEEdoO+SmrUR59vU4xyOfDTxu5WrTct+gU7/Ts2VMFcHMw74iXP2tzT5ODOS3n+cpiv4Cw0m16ymCN9LycQESBg0HdzxwxMSh94AE9ZQR09aS4YZ6tOqmqJ8+VzJkDh4+/n64veQe2+onUt0cw4epkTBrRAYM7WlFw4iCOHT0Oh92qHitjt9vVDXUOhwWWkBCRZkeELR8P/Cwd6e1j1FvQ/B3YZcCujTfLeMUSgYKUlSiLGa8TDAkxFxGbcxvCi/+pUxrGFVdcoYb6CC/27AmyhV8Ke/gleoqIAg2DegAovf12FP/5z7D36IGi116r8Ulx5pPn7GKZoldeQdnkydUu25haxURi6qiuiIuJQKgI2G1aRWLi8A6YNiIWV7bLQ4+4c0iLzUeXuGJ0b1OOoZeE4PbhCXjszn7olBSPkKoeP+cH8mdfCQkJaN26dZWDnCd/FtaQCpNfR1ncrXrKIB8hG5t9O8IL/k+n1N/ixYvr/YjYim9ks0ZdpceIKBAxqAcCEZRL77gD+Zs3o3zEiFqDtGyx52/ahLIpU3RK01IvP+nTGQN6p6rAJx9FKrt25W+5e6Sn4vqru+PnP+6BGWN6YNb4npj1s96YNqY3rruyK1KS2qJVq1aIiYlRv/v29WdiDe2uu+7CkSNHcPTo0SoHOe/OO+/USzecwnYvozT+v/SU5ihFbO5/ISL/DZ3gf+El/9ZjhrLYSXqMiAIRg3oA8eVtaw55jdePAVG2tGVQlr+dlkE9KSkJHTt2RGpqqro5yxzktHw/eUpKigr8MqDL67y+PnI1GBW1fRolrWbrKZeYM/cj+uzDesp/wks+Uw/MMTksUbBGDtFTRBSIGNSpXmRLWwb4UFEhkYFaPkpVBnv3Qd5kJufJ5fzdMg80xW0W4J97K9+VHnnxVcSdvlkE1R90StMLL/pYjxnKo0eLA87KGFEgY1BvRLKVumPHDj3lP3If5L54i/tdP77u93fnp+KH4nv0lEtY8eeIPzUGEYWrdErjct/v8KJ1omKxTI2byqNv0GNEFKgs586d8/+DxINUbm4uPv30U2RlZekU/5AF9Y033qi6yL3B/a6fuu53nD0D4wb+C+3iKz9p7rNvh+CT3SP1VONw3+9WJ69BaJnr8bC28B642GmrniKipnDVz6ar/w9mrFb/e4NBnSiAqLvgz92P8MIPdYpLecxYFLV7DvaQxn0SX8y5eaKV7vn+dXXHfoWf4hFR46pTUHf4+4fCRFTZqfnA6T/qCTcRXYCk3wDJdXvbW63OvAocr3ApoJ2Y7uwZ5Imo8fUYOVH970tQ5zV1okDU4XHgkr8DYSk6QSs7Bpz4HfBdP+DsUp3YQKoK6JE9gE7P6wkiCnQM6kSBKnEq0PMLIN7z0bJKyV7g2N3A98OAvHd0Yj1UFdClDgtEKRGlJ4go0DGoEwUy2VLuvgHouEgnVFC4GTj6C+CHG0Vw/xtgL9EzfJD9p6oDeuoLomLh+eQ7IgpsDOpEzUHKw8Bl3wNtZ+iECvLXi+B+O7A7Hjh0E5DzLFAqlq/JmVeA7y4DTlbxoBsZ0OW1eyJqVnijHFFzU/S1CNpPi5b5uzqhBjGDgfjrgPBOohWfD9guikH8X7xDtPKreTMcAzpRQKjLjXIM6kTNVf6/RHB/Drj4kU6oJ/m0uE7PMKATBQje/U7UksT/GOj2IdBdBPd2vzKuv9eV/NnaZQcZ0ImaObbUiYJJ4VbRcl8HFPxbDJ6vTa1S4s+B5DlAzCCdQESBgt3vRORSdhy4sAYo2QfYC4GQWCA0XvwvhtBWQNw1QPRAvTARBRoGdSIioiDBa+pEREQtGIM6ERFRkAiI7vfTp09j9erVyMzM1ClE/pGWloaJEyeiffv2OqVl4jlJDYnnVd0022vqixcvRu/evTFoEO/AJf/asWMH9u/fj/vuu0+ntEw8J6kh8byqm2Z7TV22Blh4UCCQ+ZCtU56T1LB4XjUdXlMnIiIKEgzqREREQSJ4gvrJVbgzMRF3vp+jE5q7HKz6ZR3/HvVd3IlVJ/V0XX39DBITn8E2PUnkjW1PJYp8U83wVA25yT3ftqg87P25rr7bmr7DatWjPKFmJWiCes7mNcC8+cCHGSL7kss2PCMK02e+1pONpO6FDQWbwXPykJdnDOvniYR5653TeXMGGwsRUaMIkqC+DW/NAMbfNhIDPpiJtxo5gAW8jrfgzbw3cUtHPV1XVz4oCuIHwWKYmkRD5dtmJxm3vJaHNycl62miuguOoP51Bh6/eTxGdhyMkaJl8Phn7i1G3e301DOqe97oBjS742Qr1q2Lr2KXn5p2dd15dCt6tEqNz6iui7Ha9XTX4DNu8yt3j2WolrYx37MbMef9O53rJf5ylauHwvl3yP0ajcdF0uM3VN9ar3Y77l2XNeyrXH/0QjGycLTx9+nvzVzW+NwK31GFv8XYvp4njlXF3oXqvkOjh8BY3pjfAF221Khqz7d62qTTn3nKbT1vzzEt0+0zXeeY2SW9ypV/5P6oz3Ob1ktLNZ7LvxT5UOXxavKg+3Y9ljH3Q36SHq+yvKrMY38qfq7H3/EWKt57Xtt5X3O5RIEqKIL6ts8ex7ibRor6LjD4tqUYtzCj0kmwVgSd2aoL8ACW3vw4RqsTUlYC1mLNZiPDqi78m+ExvXbeSNVSVYHr26U4YG7j29FuQe13mHmZ2cVozDMDUk3rGR7Hrq4HjHU3zMfaGb/zODHXzsjEyEr7LYgTr9eMAViv5uVh/WUz0atSYSZbAOsxX4zN35CHB680Uj14tR1T1fuaPOlNVzers3vVtaz83ErfkfhbXnR+D6JydcPjah/l/ANdd6mKiKnW73DhLqTt0/svjufM33sWxBRAfMpv7taKPDFbrZO3T57jvp1ja/C0sW6N55g4Vz4Q+/N74Gnzc9x6/mr9nA9Erv21nFdVb4PI431mYoDO43kbBmBmn+qDddXlVQXiu3Ttj877fzOXE5WD388Elunz9dfiW/hAz5JqPQ41l0sUuIIgqG9DxsL5mG12XXUcifHiJMhwa+VJ45bdobuRk5F2mRpR0rqOw9rDRh028zAw/tfjATWdg4wP12L+j1RIN8Z/fYuqOKhg+WuR0d2v3y98UWd6oyvNCKBerCdCrmvf0zDOGHOqbr9VRcY5r/rKTG18207N++ppHMYP1csKMvC7An4mMj0KmAxRhMzHSF3pSJ40W1VEDF58h/NmOwtReTwpcNU9347D0tv0WiLvDTDGhIY8x9KQJir1ZgOhLp9j5uFKVG/iUtxhzr/yDhWsK5ZTpurOew/y8thr5v7kIPNbNWI4mYE1H7idg+rzjFGp9uPgy7lOgaTZB/Wc918UAUHUZM1upMRemCkCxuMve9daSx46XmdmWTkYgLQrxYmspmXgMU9SIwjJLmxnd5VoWeIDkS63IQLWgWUQNW9zvtkNVvN6dWecwGtn9HJtV7QC1mIXMn2qTTfUdrwgWgbOz0h8EbvcCpiczF3AzaJA1dOeGus7pKbXGPmtqfJH/T5H5XHZC2Cuq8upXZnelFLV8OjO/x3W6GTlZKb4XkV55uwxcK8cNOF5T02umQd1XXs2u7TMQXWbrUGGNxlUtexFZv46E7tUV7vskhfT74uate56N2vwlT7H7SYy1RLV6a4u4NrXqxvjBB1ndq05B19vMmqo7dQmB6teli0D83Oexng9R0pOE+2hagvHxvoOqek1Rn5rqvxRv89ReVy01M2ucnOoz81x2/4mArHzlwVvYrZ7i161rt2DtHtLvqnOe/KH5h3UVRdTFV1eKlC7rpXXTGZwsezLop7b1WgrpnUF1ny4S3e9S8kYedM4j9a/ukFF31xi3Kzl6rhSXcCXpYm1al6vPgb/aL6oab/l7C6T1/tquqGmOg21HW+Ylznw9VuqleJ05UjMh6sr0uh9MTXed0hNr+HzW1Plj3p+jszj7r/M0a3s6m5e9dq3mcbni+29KG9WNeky0HmNXZWVxqjUlOc9Na1mHdSNmqrZmnZnnIDumbYmKoN/sBYD0vTVMlGrXvvBAI/KgroZTN5MorurRi+cj/X6etbgOcZNM2ZXlroBRV8/rmm9ernyQRxYtst52aHXDGDpvqpaDfoXATdUcwer19upmfwO1d3vVRZyxvVHNV9+zmcj1Y11ziAvPu3BDSKs667N34l2vOuaeiN+h9T0Gii/uWuq/FG/zxF5fN9S7DK77/sYN7FVefOql9R1cLNL//fA7GWiMWEGeXnOyZtkzXOuTyYGyJtZTY1wHCgwBMRb2h5++GE88sgjeopI/tTwRaTt80934BNPPIEnn3xST7VMPCepofG88l2zfUsbtXCqK9LV9Wd0v7vf5ENERN5gUCf/63gLZs9z/YKBXYFERHXDoE4Bwf154bwLl4iobgIiqKelpWHHjh16ish/ZD6U+bGl4zlJDYnnVdMJiBvlTp8+jdWrVyMzs2EfF0HkK1nwTJw4Ee3bt9cpLRPPSWpIPK/qpi43ygVEUCciIiJPvPudiIioBWNQJyIiChIM6kREREGCQZ2IiChIMKgTEREFCQZ1IiKiIMGgTkREFCQY1ImIiIIEgzoREVGQYFAnIiIKEgzqREREQYJBnYiIKEhYul8zgS90ISIiClB8oQsREVELxFevEhERBQm21ImIiIIEgzoREVGQYFAnIiIKEgzqREREQYJBnYiIKEgwqBMREQUJBnUiIqIgwaBOREQUJBjUiYiIggSDOhERUZBgUCciIgoSDOpERERBgkGdiIgoSDCoExERBQkGdSIioiDBoE5ERBQkGNSJiIiCBIM6ERFRkGBQJyIiChIM6kREREGCQZ2IiChIMKgTEREFCQZ1IiKiIMGgTkREFCQY1ImIiIIEgzoREVGQYFAnIiIKEgzqREREQcLiEPQ4tUAFRWX4dPP3+PZwNkpKy9EuIRYDe3fC8MvTEB4WqpdyuVhQipO5F9A7PVmnEBFRoGBQb6GOnMjD0jU7sXnfaZQ7QhAVFYmI8DCEhVjEXAfCLXb079oGl6Ul4rrBXdG2dQwKS8rw1JtfYFi/zhg9tKexIaI6Ki0txbJly2AWQRaLBTNmzEBkZKSaJiLfMai3QIeyzuK//vghImNbobC4DGGhIWIIRWiYCOqidR4qxiPCQ0Ugj0bXDnE4evQExlydjvX/+QGD+3dDWrso/OjKbnprRN6z2WzOIJ6dnY1BgwbhueeeU9MPPPAAduzYgZSUFDUtg7zMi0TkPQb1Fmjeks+w93gBLuSdxyUdWiOpTSz6pbfFiZx87DyYi/DoWMTERiM2OhxtWkUhKTEKDms5WsdHo7CwFL07xODaK7rqrRF5Jz8/H9OnT0dubq6aLisrw/bt29GvXz81vWfPHlxxxRWIiIhQ00lJSVi+fDni4+PVNBHVjkG9hSkoKsWk3/8fYsJDMOaaS9EqLhpX905GeodWar7d7sCGLQexad9JOMKjkJgYh6iIMISL1nxISAgKC4owKL0Vhg+4RC1P5C0Z1O+66y6cPXtWp9SsXbt2eP311xnUiXzAoN7CbNjyA579+1bM/sVIxIuWuDz8g3slIToyTC9hKLfa8MXOo1jz5UEM6NdVLGdBqc2OgvxiDOuZwKBOPpN57fjx4ygsLNQpNYuNjUXnzp1VNzwReYdBvYVZ8dFOHMvJx+QbL0dUeBhsdhs6to1BRBV3uu/6/hTWbjqE1M4pEDEeF4rLUVpcilGXtsGwAWl6KSLvyBZ67969cebMGZ1SM9lS379/P9q2batTiKg2/J16CxMijvgIEZBT28WiQ5todEmOqzKgn7tQhLVfHUTHjkmw2xwoKbehqNSGkjIrwsOYbch3YWFhPnWly2XlOkTkPbbUW5hTZy7iH599q6c8xUSH47axg1Q36TsffwNLaKi6ni7JTCJzSqkI6qOuuASdU1qrdCJvFRcX49prr8W2bdt0Ss0GDx6Mzz//HNHR0TqFiGrDoN7C/Gfvcfxj2wm0bdsKrUUQj4kIgV1kgaPHTmPCiJ64rGvlh8rYRQ5xiH9sYjn5kJrWcVFI75io5xJ5RxY148ePx4cffqhTanbTTTdhzZo1vKZO5AP2o7Yw5TYbbHb5e2GjkC0us+NQZjZG9OlYZUC3ioVPni1EzoUSnDxXjA+/+B7HTuXpuUTek8FZXlP3llyWAZ3INyE7l0zEzHXZerI+9mDRyEfwnvET1EYkP2cpPlv3CHos2aNS5N+waLfrf9/JbdZ13eYnIiwEMVGhCBEFprxR7sTJs4iNrvopXuVWO46eykdmdgEOZp3HV3uOq5Z6bXLl8RHfqTn4msfU+vr4+qo+61YvG+891HLySGO5/PLL9VjtBg4cqMcajitv+FBe7V7qkZddw1Ls1IvUm/yMhz5GfYtP97zPcrFlCvnhiB6rt36Ym/EEJifpycayewuW3zoEffWkNPDe1Zjb3/U/1Sw6MhTR4Ua3u2y19760K95Y/x3+uHwjss8VwCoCuemUaKWfPFuA74+fxYtvZ6DcHoK+3dvrudXI/RjzFgEL31+NgxlieH8msOhenwqHpLFP4OC9xkNJfJWVeUCPNaQUTP4T81d99e/v/RdoPpTG7/rPNPKxGFbeCoyau0RPz0SDVTvkZ/xpDBqy+GS52DKFzNsCbFz0vK6xGq0RoxZq1mJ1C2WJrK3KNKOGu2iJ2RIzl/Os+craoVmjNVtpRi1yqar9GWlGTdBzO57LqXlura7crMOYPrziye6+naXO2rP7Pri2UdXfqH1l1sjd06vaR/fvxJjXXGqzNqsDkaKlLm9gt8ChWuL5ReUIi47D92fseODFDDzw/AY89ebneOujHXh19Tasy9infgpnC43GVZd2UI+VrdGpLGxEV3Q3S6ikMVgqCkGzYFHH1/xOncfFPV959sTISsJMc3nn8XVfXqbrYyNaPFPeEf+/86g+JrXnsZnrMtS23lvnfvxd6xl51a2lrlpVYl0zHzVAC6ul6NWrF8LDw/VU9eTNcXLZOvPIM7X3FFVVXnnDm7y8U7fC3zM/Q+YXZ+vflW+NfFRT2VJ1Xq6e+/IsF1uKkIVDZM3zftXC3rnkXsxLX2DUQl/qinmTXBlhOYaIdLMlfgCH0u7XNdcDmLfKzBgGmdGnQG8nYwG6OSsNgihwbxTpS8dCZIBHgZeMGrD6vKfcCke9nGzljXrnbWem2bgR6NZBLaHJjPQoDuna86a5hzFFnhzipF78zhis1PswXW8jd93zmIeZ2FTFZxp/o/vfZGy7un00l980txeWr3Db9wBmtdtgcdjw3XdHcPjAIeTmnFFPmSsqsaKwVAT48hAcOmvFv/ZexF83HMYX357FwexS2EMiEeqwYsI13dS1+BqJVsfKWz/GlKpObFF4Dds40vj+M5Zg4REz+Epmvprp1hMjCo9JGRitW/3q+DoLoiryofpsMevWBaISUfPxc+VFedOfWD/T7fhP2qLmyWO7ceOOysd2y2F0myO3K/LWlqVYzsLLK/IRsN60wC+99FLn42LrIvdUKhbKY66O+5iqj6FWY3lVEy/zsmrNizxyaLgrvwz7SuY1sc6QA1i/rXIlonLZUkteroTlYkvl1uTKhuyKd7aC+w/BdBzGD/qIjErzvImqW6rx0oXUtMq1adX9KVpKRm3tUXGQ3TLukFSkqpEcHNoiMsAsXdub9bHI+BnYaOYAc7mkVDhfHZK7A+sxEqM8+qjkdnph9GBjf5IGi/lbspCVNAijh+jAsgTOSwNy30aNGmR0c1Xo8jL/dtffVPM+mt9JUmrzeA661WpVb8b6dn8mbr8uHbddn45ru0egNOcojh09DofdKlrv8lGxdnVDnXyKnCUkRKTZEeUoxPxf9EX3TvFqG7UFdtnlp054USk7pL4/ozYve1pkATdM5Q1RiZTf71euSqGZr5xys3BIBtxJxjEYtkjmrS3OymZN+dDrPKZ5HP9bh6jCuPpja/ZEJKObqBiT9/r06aPHqufNMjVJ6t8PSWZrXR73GtRYXtXAt7w8Bjeqniojvxh5LQXd02VaZZXLllryciUsF1uqRrv73XXdyRiWjq1QWCu9XNdd1VDzNfncbRliwzrj1cq4BmrURo0Ttm5dQb7tY6BrHRuFX47ti/jYSPVmtnYJ0fjFj9Px6xuTMSK1GH3aFKB7Qgm6JpTjUnHIru0ZhZnXd8BT9w5Rv02Xz3/36Y5k3fUua/nOglK0ol3fpxhqvXZutizMwZdrmcF1/ILBiBEjkJiYiISEhCoHOe+aa67RS9eN6mKelIX75DEXLfXaeFdeVcHnvFwfDZGXWS4GO7egbtQanTVNeUOa+3VRH8ga3cZFa9yufVaVcWSN1ezOEdQ1Jld3f1VkbbJSS05vxwwYMvBvlC0wWUtX16jkDXyym0vNNvbN7Iqr9TN938dAJp/ONWRAOq7oe4kqPNu0aaPehCVfddm7exrGXnMZ7hIBf9aEfnjo55djzs8H4lcTLsdPhvVGh5QktG7dWj2PW77vuqbAblxnrPw9yWOnau9ul1PkNbgar2GqnpqPsVgvo7atjqs3guv4BYu7774b586dQ15eXpWDnDdz5ky9dN2NmjteVf52flVzS9278qoyn/Nyvfial1kutlQhMpCbN8oNvNe4LmR0qRwWNbG63d0p71x2XVM1rutUvvtS1hhdtcXaP28PPn3H7MJyZ2yn26J71XaGLeqKlbLrSLQQF47KcHWNpctrrHrf0nWX2ayPMf2lmj7T130MfLKlLYOyfASnDOoyoKempqJLly5IS0vDJZdcogY5LV+m0aFDBxX4ZUCPiYnx6rGdnsffGBan6TzQfyY2zYXuTjeOS82tIlH4iO9c3j3vcXz13KqobkJxzBbtDr7jR94ZOHyMKNeMPPNp2kyj61nPq8i78qoKPufl+vA1L7NcbKn4RDkiIqIg0WjX1ImIiKhpMagTEREFCQZ1IiKiIMFr6kTU8tjtcJSWoPT7/SjK+DdKdn8D6+lTalZY+w6I6n85YkZeh8ievWGJjJJ3mKp5RIGOQZ1ciopw4ac/VaOtP/oIiIlR40TBxFFYgOJdO3Hh7ddR+Pm/jVcWViU0FLHXXoeEX0xD1ICBsMTG6RlEgYtBnRSHaLmUvvEGCn/7WzUd+8ILiLzrLvVEOaJgYTt3FgXr1uD8G0tRfqK6H7l5Cu+UioRpMxE3ZjxC27TVqUSBiSU2KY6sLJS+/jrs+flqkOMyjShYyBZ6wcdrkLdsidcBXZLL5i1dotaV2yAKZAzqpJR/+SXKvvgCId27q0GOyzSioGC3qy73868vhTXntE70nlxHrlsitiG3RRSo2P1OcJw9i3P9+sFRUICETZtU2vlhw2CJi0ObPXtgacsuR2reHMVFOD1nNgr/vUGn1E3sdTeg/VMvwhLN+00oMLGl3sI5rFYUzJsHe3Y2IqdORZ4I5HKQ4zJNzpPLEDVn8i53dVNcPcltyG0RBSoG9RbOtnUrSlesQEjnznBMmYLb77lHDXJcpsl5chmi5kz+bA2hYbC0TqjXILehtkUUoNj93oI58vORf9ttKF27FlF33YXyZ5/FlVdeqeZ9/fXXCP/v/0bJG28gctw4xP/tb7DEx6t5RM3NyXvuQpko6sLG36JT6sa6ZhUiLBZ0/MsbOoUosDCot1TisJd+8AEK7r5b/Zytzb59KG3dGv36Ge+D3rNnDyIvXMC5Pn3Uz9riXn0VkTffLHKMD+9SJwoQxybcCEffyxE563c6pW5KX3oalr3foMv/fapTiAILu99bKEdJCUpeegn2vDzEvfACQtq3R2hoqHpPuhzkuEyT8+Qyclm5DlGz1IBNF7aDKJAxqLdQ5R99hLKNGxE2ZAgiJ05UafJd62ZQl+OSnCeXkcvKdeok92PMHDkRi3br6Qa1B4uq3LZMfwTv5epJ0+6lxjug3Ycle/TMxpSN9x6aiJnrsvW0P1Xz3ThV950CO5cEyt/gm/D2HeDIPgXrts31GuQ2wlM66K0SBZ6QHg99jGrPbaW2AqB+ctc9gtr3wSgQzUJGFixGYbymUfetvtTfpgJG436HvrKfPImLv/wlLK1bI2buXFj042BlII+OjlaDGdTlPLWMWFauI9f1Ve62DODWMTj0VVMET2+MwcqM1TiohgWY/s7bAZuHGkc/zM14ApOT9KTXsvHDET3azET26Qvrfzaj9I/z6zXIbUT1NS5ReUVXaHvUcP67ygkfqMrpUuzUk3WitlFhv2RareWxrwKpQhv8am+p52bhkB71nxRM/tNqzO0vx/fg03d6YeH7okC+JTwA9q2ZKS1FyTPPwFFYiPDrrkO4aIWbZCCfM2eOGsygLsll5LJyHbmu3Ib3siEa+Rh9y3iMPuIePHVFbYmr5WxU2oxWorMVLQazMHBW5tRQoUD7ytxOPStPzkLY8zM8PlsXwJ4VUs+Km/vyHi3ezDXO7bvS3f/m6vfffZvmd2IEhKVq/Znr9rl9p8Z21Hxz287A4b6vxnGo8rMrfKe5657HvC3AxkXPV7uPgUq+nAU2KxwXztdrkNtQ2/KSrNBuvHWBqDzWpRLVuHZ+9TGm39oV67cx2AYTZ8ntXji4CgBxwj+1FBtxAPOeMgqvKgsJVbsT68rCQaZ5FIxuBYV716ezgJGysNwsWHR6lYXVblkAPYrlcn8mvYBnKuybiy601rkXSq6C01ljdN8fMRiFbHXBxkj3WNetRltVgRuIyv/zH5S8/z4sUVGInj0bIe3a6TliXnk5MjIy1CDHTXIZuaxcR64rt+G13B1Yn/4LUaClYNQoVCpAlmOIajFvmtsLy1fI71O2It1a0aJVfd/YFLGkyBfDzfQlWDjkY3zqFizN7ay8VeSHVe55qyofY4o+Vj1GPgq8ZBa4Io9MysBoWWFU+3QYU3R+XvyO2br3omUv8sYUc/n3Z+LQLFflYOORVCxU2zb/XiNP4yX9t73UtYr8bJwPUyCDg7EP3dwD6zvAjSJ96VjjWBrfhfibTi3FsI0jsUmtI76zI496VjAEFagx01imwmdX/E6Txt4vvndg1Nz7Ay5A1Ua+bU2+nKW+5Dbktrwi8sGwRQfE8XnUKBM8ysWqygn3yp1Z7gju61VoRX9qljvu6dVUTD3JxtEY3HjvEJGX1lRYxq08rlBpXbRElv/GNquuMPpSoa2urNXbrqLC7B4X1DpVfa6ORca2qvpO6/q5H6v11Dric11/v/6OdUx4z/2YOGOMWxys8vhU/n7ryrOlrgsHWRCNUgWXaCHPEeMQLeM5Y5AkM2l1hcSWw+g2R6Tf2w87Vy0F5i5RBcKmudCFrNjpWaJmqAqvatZ1fq5Or1BYGS12WdDLlvpv8aD7vuklXERBlOlWKE3aorYlC9ONG3eog7ZTF1rGfopC1q17uHKwqZ48uNUWuAHEUVSEkr/9DbbMTESMH4+Ia6/VcwzFxcX4/PPP1SDH3cll5TpyXbkNuS1vyJZKt+FGd2XS4JEiqhnfvWlUWrL6Pym1q/rfRWZyecxmYqCa7oeB/c0T917VYnQ3XX9Galov9X/NPLvfMUuf1KpXSuYV44QzCuQt2Jk0CKNFJUJVBJaIrF1Lqys36zBw6xBjv5PGYKnzbxB/76hBKq+6/t4cHBJ/y3KxD+okF+cItojWXYX8k5VpBAejIDAqts4K0pBUpBpjivmdqv3YIs5ZtY7xnbnncUlu19wn9J+Jg39ynUu+faeBTb4+tfUvpiGsk/s35Rv1YhexDfUqVm+I71OWHxAt9aWiYpp7yqjQqXz30hhnOWTKXfc2lqtWvTHfWekTjRezPF2ZvhTznJUBkVdURVeUieI4L1flqThvqqqYVrR7Cw7NHS/yZT/ceKtnBRlbxHZvl+uLchrun3cAh9LuF+kiP1cXC0S69xVagy9lrVIpTok098+dk6rOKanq79Tg++dmAM449aioDMvvQsYjt+9PHIdDbsdk2FfyM8T3M8Q8X2s6Pm7fr06pC8+gbhYOSanophI81VxIdEV3XRoMHC4y7KJ7xTKPYOPgJ1SgNwpMUTNUXeju3enCkJEYZZR0np9bobDylUehpAtZ9+AxsL+Yr2tSqgB3U32wqazGAjeAWLdvR+l776nHv0bdcw+su3d7DNFHjmD5gw+qQY5XnC/XkevKbcht1W4Plovv1RmwJi3FxioCVmWyJv02uomTx5m5de12cZos3ORJotPrTRZqwKEs83i5B3w5yH0w8qs6UfVxdlZIG4S+nOT8zKorDaN0wW4OMlDUyizQzEGeiy1RSIh6fWriXTMRltxeJ3pPriPf1Ca3IbdVF0mivEkyW2my8laBrPTKYKHyF8wKlqz09cLowcaxHniv+3E3y9NkdDPPh+oqpnq2aedXh13bFOW1Z2XPVU6PGiUaQZk5KlXqlmqsU10s8K1Ca/ClrFWqiFPyUoLrc2UlXCVX850afP9c9zhlHhO3717xPCZGDEpB93SZJtRyfMzvtz58z53eFBKyxi/mqVa63Hlnd0YgMbpgeqxIVbVNVaOuhzoVuE2s6A9/gOPcOfX+6ILZs3HxF7/wGOSDaC7785/VIMcrzpfryHXlNuS2aiVaA8uH6K5dPbh6bqojj8vzokZcVWDTXfGyS1/XxOtPdkPqk0mdrB9jsW6ZOLviZEGs8rC8NOCqUKjCYEsW1Pu+5N+qUnW6eaKqQtyt660SefKLk9z8TlQls3L3m6yYbnR2k8pejNorFsZ+mD1fRn6v2OWrtmu2GKv57GAREhuHuLHjkTjjXtXq9pZcNnHmverVq/V5p7rqZZqUhfvkuSBajZWoIGjMMyrCdT0WVVVM3Yg8ufgdV2BRFYwqAn+tmkOFscG+04ZUy/GppxCkpzprLrXxppCQZOaVBU7SWNFKNzOvLjCNborq121q02+XNTd5M5dnS70yo7Zl1lpVzVCrS4HrD/YTJ9T/juJi2Pbtq9Mg15XMbdVEfkfOrl3NqDnXUIDsXiNq/W4Fjhxk95R7F/hTwGiP1rWvPK+py+45o9dIBO33ZwKql0nWortipazZi4Jh4agMV6skXS/ff4jqelPb+krkJbkJSXW7HjbSJ8mu05quQetLSmZPz6zDotVe+SSX59LKW839fhSHRCXS2dNVHbUfumKt97tiZVNtN123uNTlsZoKGH0ONMMb5UzyfeitJkxG0oIn1ctZEBqq51RBzJPLJItlW908uUHepT5KdXl7lh8mWYlUZaJsFMkuXpVqVPrMnj9VMaiqO91UXcVUTRlcN++5AovMW+Y68vwwy2lZLpotWnfVxQLfKrTVU9uposJcHdnb4PpcV6W/6u+0er5+rs+8OD71liMfKSfkfDTX0X3OOocxvdvxxDVzHSvVhByf4JynlpPTcli8Wy7gcOx6VUy/6thhTAl6HTWY2xFy1jlmmOnu26vicz3TTztWzpngeGKX5zIV983FSDeW19ty39dKf4vY3kdmuvFZMz46XWl54+809v+JxW7pwo7F+u8Sg7mu63Pd95mI/M5mc9iLCh3F32x3nP3zU44TM25zZN50nePoT3+kxmWanCeXkcvWVaWyxyw/PpJloVFmupYxyh7nMrr8cpZzatDlrEeZ614+Cu7lrEe5LFVY1mSWc3q7T5jlmbOM8yxTJVf5KQbzbxTc042ysLoytYay1v1vFmVt1XHBs1x1lsFzxPLOv7Gq77QhP9ft+9TfXVXHRO6b8/OqPD6Vv9+64mNiiYgoeMgeAnUzWs03tAYrBnUiImre5P0gbjcfynucAvG+pqbAoE5ERBQk6vbbDCIiIgo4DOpERERBAfj/UxmC+UlUfmsAAAAASUVORK5CYII=)
Löschen der Verkettung
Sie können die Verkettung löschen, indem Sie im Rehasportplaner die zukünftigen Termine löschen. Das unterbricht das Fortschreiben der Verkettung.