Die Löffel-Theorie
!["Die Löffel-Theorie": Eine Erklärung, wie schnell sich unsere Energie-Reserven erschöpfen Z - "Die Löffel-Theorie": Eine Erklärung, wie schnell sich unsere Energie-Reserven erschöpfen](data:image/jpeg;base64,/9j/4RlaRXhpZgAASUkqAAgAAAASAAABAwABAAAA4BAAAAEBAwABAAAAqAwAAAIBAwADAAAA5gAAAAYBAwABAAAAAgAAAA8BAgAKAAAA7AAAABABAgAJAAAA9gAAABIBAwABAAAAAQAAABUBAwABAAAAAwAAABoBBQABAAAA/wAAABsBBQABAAAABwEAACgBAwABAAAAAgAAADEBAgAcAAAADwEAADIBAgAUAAAAKwEAABMCAwABAAAAAgAAAKXEBwDQAAAAPwEAANLGBwBAAAAADwIAANPGBwCAAAAATwIAAGmHBAABAAAA0AIAABgFAAAIAAgACABQYW5hc29uaWMARE1DLVRaMzEAgPwKABAnAACA/AoAECcAAEFkb2JlIFBob3Rvc2hvcCBDUzUgV2luZG93cwAyMDEzOjAxOjExIDE0OjMyOjA0AFByaW50SU0AMDI1MAAADgABABYAFgACAAAAAAADAGQAAAAHAAAAAAAIAAAAAAAJAAAAAAAKAAAAAAALAKwAAAAMAAAAAAANAAAAAAAOAMQAAAAAAQUAAAABAQEAAAAQAYAAAAAJEQAAECcAAAsPAAAQJwAAlwUAABAnAACwCAAAECcAAAEcAAAQJwAAXgIAABAnAACLAAAAECcAAMsDAAAQJwAA5RsAABAnAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAJACaggUAAQAAAIYEAACdggUAAQAAAI4EAAAiiAMAAQAAAAIAAAAniAMAAQAAAJABAAAwiAMAAQAAAAEAAAAAkAcABAAAADAyMzADkAIAFAAAAJYEAAAEkAIAFAAAAKoEAAABkQcABAAAAAECAwACkQUAAQAAAL4EAAABkgoAAQAAAMYEAAACkgUAAQAAAM4EAAAEkgoAAQAAANYEAAAFkgUAAQAAAN4EAAAHkgMAAQAAAAUAAAAIkgMAAQAAAAAAAAAJkgMAAQAAABAAAAAKkgUAAQAAAOYEAAAAoAcABAAAADAxMDABoAMAAQAAAAEAAAACoAQAAQAAALQAAAADoAQAAQAAAIcAAAAFoAQAAQAAAPgEAAAXogMAAQAAAAIAAAAAowcAAQAAAAMAAAABowcAAQAAAAEAAAABpAMAAQAAAAAAAAACpAMAAQAAAAAAAAADpAMAAQAAAAAAAAAEpAUAAQAAAO4EAAAFpAMAAQAAACcAAAAGpAMAAQAAAAAAAAAHpAMAAQAAAAIAAAAIpAMAAQAAAAAAAAAJpAMAAQAAAAAAAAAKpAMAAQAAAAAAAAAAAAAACgAAAFgCAAAnAAAACgAAADIwMTM6MDE6MTEgMTQ6Mzk6NTcAMjAxMzowMToxMSAxNDozOTo1NwAEAAAAAQAAAMshWgBAQg8ApOs7AEBCDwAAAAAAZAAAAPcBAACAAAAARQAAAAoAAAAAAAAACgAAAAAAAgABAAIABAAAAFI5OAACAAcABAAAADAxMDAAAAAAAAAGAAMBAwABAAAABgAAABoBBQABAAAAZgUAABsBBQABAAAAbgUAACgBAwABAAAAAgAAAAECBAABAAAAdgUAAAICBAABAAAA3BMAAAAAAABIAAAAAQAAAEgAAAABAAAA/9j/7QAMQWRvYmVfQ00AAf/uAA5BZG9iZQBkgAAAAAH/2wCEAAwICAgJCAwJCQwRCwoLERUPDAwPFRgTExUTExgRDAwMDAwMEQwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwBDQsLDQ4NEA4OEBQODg4UFA4ODg4UEQwMDAwMEREMDAwMDAwRDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDP/AABEIAHgAoAMBIgACEQEDEQH/3QAEAAr/xAE/AAABBQEBAQEBAQAAAAAAAAADAAECBAUGBwgJCgsBAAEFAQEBAQEBAAAAAAAAAAEAAgMEBQYHCAkKCxAAAQQBAwIEAgUHBggFAwwzAQACEQMEIRIxBUFRYRMicYEyBhSRobFCIyQVUsFiMzRygtFDByWSU/Dh8WNzNRaisoMmRJNUZEXCo3Q2F9JV4mXys4TD03Xj80YnlKSFtJXE1OT0pbXF1eX1VmZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3EQACAgECBAQDBAUGBwcGBTUBAAIRAyExEgRBUWFxIhMFMoGRFKGxQiPBUtHwMyRi4XKCkkNTFWNzNPElBhaisoMHJjXC0kSTVKMXZEVVNnRl4vKzhMPTdePzRpSkhbSVxNTk9KW1xdXl9VZmdoaWprbG1ub2JzdHV2d3h5ent8f/2gAMAwEAAhEDEQA/AMSq7bGkjgR4q7XYfoBup8P9qx6rddePy/yV0FOE7HxS9/8APObMeH7rVPkyiEb3PQMcIGRpBYWgEOJ15DYIH3oLqt3vqE9tnef5P7yjj1OYLnOmbLnvAPho0fkRGh0ENmRJ08goBzOTex5UynDDb8Wm8tiY07qpbMmOy2ep4o2nKo1aIF48C7Rlzf5L/ovWQ/6BM9/xVmGQZIiQ6/gwygYSIPRpvaRPlEhQ0Hn4I1jQ0Ekxu+9Ac9oBJ0A5d5BAqDJlTn2MqrabLLCG1sYJc4nRrGt+k563KvqyamznZHpWxJppYLC3yfa5zat3/Fb/APjF0n1Z+rjemYDc3Nr/AMpZDdxDhrRU4eyhn7t9zfflP/8AQf8A0qBnHdkP8AIVeeU3UftZIwvdwX9EdWN2Nb9oaOWbdlvyZLmW/wDW3J8cAwRr/rwr7t06cg/cVCyjeXXM+kIdcPEEx6o/t/zv/bikxZrPDLc7FE8dCwmxzwJ+SuMcA2Dz3VOkTEzHMK2wgnSe0D4K0GBt16iZjwU4BaHAfCe/yQGHZG4wDytjFwvSrFloJsOrWu/NHn/wv/UJuTIICz9AmMTI05xrDTFjmVx++9oP+aT/ANWptrkgwCT3P/ff3lX6mWiwAnaCRJAkj+Vt/krPrzMjDyN9b/WpAAex3Fh/Ot1/m37VWjzJJ9Q08Gb2RVg69i7zaHjXt3hWqg0AETPee4P5yDjmm+ll1PureDtMxBH0mu/dc1WQ0cag8xzp/JU12x0//9DJ+qPTft+dZk2NmjBaHmeDY7Spv9n+cW71Cw+psbz4o/1OxGYv1VqvGr899l758Gk0VN/zK0srpuUyMi2pzWXD1K3HUFp41H0XfyVHllcz4aJjoHJNcn4omPjudY4AH3DQd+W+3/NRHVFp/gjYrJtaC4skSHa8+CjkdCywqw7fSfqta594zgBi302MsdP5pP6OP6v88vOsyp2LkW02QH0PdW46csOxd/1HJcH41bHOb6lf6QSSHMI9jXN0a7c4b1w/1jAZ1m7vubVZ5e5jWl39p1al5KRog9fV/wBys5gD9jl2Ol0kytb6odJb1PrtDLW78bEBysgHh3pn9BWf69+3/MWNuB0HEyu5/wAXLqKcLOybZaci5lLbSPbFbd3pud+ZufZu9ys5DUT9jBEavT5rjtJOpMk+ZKwLcOyS97SC7mfNbeTaPtQE6M1K18rCx8qgX0NBa7UtCpkGyWa3gbscs50Q6wKrN7ho2Q5p7g+17P8ArjPYuizun7GOJEAcLGyawD2MxA7aIX9Fw2apYaLnVTO0w137zSN9T/7db2OVmozGuqBmEbqHcF9DQfjW59X/AFGxPS888d1p45cUYnuGnIUSOxdfpWP9oy2lwmuoeo8diZitv9p/uWzf9Ak8qr9X6x9jss72WceAaA1v5VZyjAiYHiqvMSuR8NGbGKH4vN54dZcSBoNPmqD2eP3Lqn9LNmM20NO2zVpjkLJyOnFriIVa2S0P1eyvRynYz/5q8S3ytH0f+3G+xdA4hwkiO4C5h7G4p9QN32NMtnQAjUH/ADl0ZvaWSDHqND2uPg4B/wD35WOXndx7ahZljVHvu//RudNyLavq30hhaRTZjsbW5wgF3v8AV2PH0vd+Y/8AS/2F1vTeoYtuGMXKjYBtErK+od9HVPqZj4mz1HYrn49jTHtc1xsqdr/wdlaqZVNmHY+u1jmFkEGDBjv/AGkJQ1sKtu9U6Rh1nfRcwh+rPcJMcrGsaymAHBxEjTUIofW47m17x30MfNHrzsZtQZd0/Ge0TDjLXfOzVyhlE3VWF8TXVp12OyMg3OJDaWbiBJgeLP6q4/6xvqHWLaaz+jx6qKADz7KmF27/ALcXV9dxcBmPb9uz34+OavtF3Taa7KmOqA3ek/In9L6jv0FPqWe+6z+bXnBzLsvKuybv5y97rbI4lx3R/Vb9FS4AYnUVpS3KbbE/j+Reif4uOntzeh5fpWenk05DgJ1Y5j2Vn076/wDCVucvOd2q7H/Ff9YK8Dqt/TrzDOoMBo/lX1TtqH/HVPf/ANtqeWoYxu9Sem5lN7qrq/TOha1pLmkf8G537qsY3UsjAO0atOsHj+UujfS7JY02tDIgho1P+eFk9U6K/wBI2Uke3Ug9+yiMAdt11tXK6w3OYajQ1hOhdPJ/76sfJ6T1F9ZuZU11LQSXCxmg/qOe1ynbgZrbCwN3EwRB5kblBuDc3IYXsL6qv0mU8EQxjZ3u/qafTUUsUrv9i8SDj9TosxclmPcWutZWDY2t25rC8lwZ6n538rb7EKu4Vt3OOg47qpf1AZ2VbmAxXkOLq29wzird/YCDlveMd5bEwf8AVoV/GOGER2DWlrInuXpug9Us+00HGb6tNgfVcA4DVri9r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)
Eine wundervolle Erklärung, wie schnell sich unsere Energie-Reserven erschöpfen:
„Die Löffel-Theorie
11.01.2013 – Christine hat Lupus, wie Multiple Sklerose eine Autoimmunerkrankung in Schüben. Beim Mädelstreff fand sie den Löffel-Vergleich, um ihrer Freundin die kraftraubende Krankheit zu schildern.
Das hatte Christines Freundin vorher bestimmt nicht geahnt: Es war überhaupt kein Scherz, als Christine ihr auf die Frage hin, wie sich denn ihre Erkrankung anfühle, einen Haufen Löffel in die Hand gab – alle, die sie vom eigenen und den Nachbartischen zusammenklauben konnte. Nun, damit musst Du haushalten, das sind deine Löffel für einen Tag!
Und alles kostet Kraft beziehungsweise Löffel: duschen, zur Arbeit fahren, sich lange am Rechner konzentrieren, zu Terminen fahren, essen, Treppen steigen, mit Kollegen plaudern, einkaufen, auf der Heimfahrt im Bus stehen müssen… Am Ende des Tages bleiben nur 2 Löffel übrig, nicht mal mehr genügend, um ein Abendessen zuzubereiten. Erst recht nicht, um sich mit ihr, der Freundin auf einen Cappuccino zu treffen. Das würde 3 Löffel kosten…
Ein Löffel mit Symbolwert
Abends Kaffeetrinken gehen mit einer Freundin – das könnte drei Löffel kosten, nach der Löffeltheorie. Ein anschaulicher Vergleich für übergroße Ermüdbarkeit chronisch Kranker, zum Beispiel Menschen mit Multipler Sklerose. Dennoch: Zum Abschied schenkt ihr Christine einen Löffel. Symbol für eine Freundschaft. Und für Verständnis für kranke Menschen, denen man ihre Last oft nicht ansieht, die ihr Leben jedoch durchplanen müssen, um durchzuhalten. Für die abends etwas zu unternehmen oft purer Luxus ist.
MS-Betroffene können ein Lied davon singen, gehört Fatigue doch zu den weit verbreiteten Symptomen der Multiplen Sklerose. Die übergroße Ermüdbarkeit raubt unheimlich viel Kraft. Wer seine Grenzen nicht kennt oder nicht akzeptiert, erleidet immer wieder Schiffbruch. Das heißt dann: Frühstück zubereiten und danach zu müde zum Essen sein. Oder Rosen pflegen, aber am Ende des Beetes zu schwach zu sein, um selbständig aufzustehen.
Sollten Ihre Bekannten also mal nörgeln, dass Sie – schon wieder ! – keine Zeit für sie haben, dann nehmen Sie doch beim nächsten Mal einen Schwung Löffel mit.“
Quelle: “The Spoon Theory” von Christine Miserandino: butyoudontlooksick.com, übersetzt von Lupus Austria
Redaktion: AMSEL e.V. (http://www.amsel.de/multiple-sklerose-news/medizin/index.php?kategorie=medizin&anr=4686)
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!["Die Löffel-Theorie": Eine Erklärung, wie schnell sich unsere Energie-Reserven erschöpfen batterie leer 297x300 - "Die Löffel-Theorie": Eine Erklärung, wie schnell sich unsere Energie-Reserven erschöpfen](http://multiple-arts.com/wp-content/uploads/2018/06/batterie-leer-297x300.png)
Multiple Sklerose – Erschöpfung
Ihr wisst ja, dass ich absoluter Fan von CBD-Öl bin, da es mir so gut hilft:
Meine CBD-Öl-Empfehlung: https://cbdwelt.de/ms
!["Die Löffel-Theorie": Eine Erklärung, wie schnell sich unsere Energie-Reserven erschöpfen MA cbdwelt 212x300 - "Die Löffel-Theorie": Eine Erklärung, wie schnell sich unsere Energie-Reserven erschöpfen](http://multiple-arts.com/wp-content/uploads/2018/06/MA-cbdwelt-212x300.jpg)
Wenn Ihr Fragen dazu habt, könnt Ihr mich gerne anschreiben 🙂
Und noch ein Hinweis: Manchmal dauert es ein klein wenig, bis das CBD seine Wirkung zeigt. Es wird davon ausgegangen, dass sich im Körper erst einmal ein gewisser CBD-Spiegel aufbauen muss. Bei manchen Menschensetzt die Wirkung sehr schnell ein, bei andern erst nach 4 Wochen…Und es gibt Untersuchungen, dass eventuell der „Omega 3 – Spiegel“ zu niedrig ist, aber es wird Omega 3 benötigt, damit manche Produkte vom Körper überbaut erst verstoffwechselt werden… Deshalb ist GEDULD gefragt, wenn man CBD einnimmt.
Mir hilft CBD vor allem gegen meine schreckliche Fatigue! Da ich nun eine völlig neue Lebensqualität habe, nenne ich es mein „persönliches Wundermittel“! ?
Ich nehme morgens von diesem Öl 5 Tropfen:
https://cbdwelt.de/shop/cbd-oel/10-cbd-oel-enecta/ref/3/?campaign=enecta10
und je nach Bedarf (wenn nochmal ein großes Müdigkeits-Tief kommt) noch einmal 1-2 Kapseln: https://cbdwelt.de/shop/cbd-kapseln/300mg-cbd-cbda-kapseln-endoca/ref/3/?campaign=CBDKapselnmitCBDa
- Damit komme ich wunderbar zurecht! Meine Fatigue-Attacken sind nicht mehr täglich mehrfach präsent und wenn mich ein Fatigue-Anfall ereilt, ist er viel schneller vorüber!
Meine gesamte Konstitution und Kraft wurde dadurch verbessert, sowie auch meine Konzentrationsfähigkeit. Außerdem bin ich DEUTLICH entspannter! ?
Andere chronisch Kranke berichten, dass CBD ihnen beim Einschlafen, gegen Spastiken und Schmerzen und gegen Abgespanntheit hilft.
Erwiesener Maßen wirkt CBD auf jeden Fall anti-entzündlich, was bei MS ja einfach super ist!
#werbung ‚sponsored by cbdwelt.de