tag:blogger.com,1999:blog-90512609862768882342024-03-13T00:57:01.074+02:00Η Χαμένη Θεά - Γνώση & τα Μυστήρια του ΣύμπαντοςMorgana (Ευρυνόμη)http://www.blogger.com/profile/16668093258388855646noreply@blogger.comBlogger67125tag:blogger.com,1999:blog-9051260986276888234.post-70182326026953824782014-10-16T22:08:00.001+03:002014-10-16T22:36:03.218+03:00Sweet Immortal OctoberΚι αυτό που ανακάλυψα, που η συγγραφέας γράφει με ισχυρή πρώτη ακτίνα (εσωτερική φιλοσοφία των 7 ακτινών, η 1η είναι της Θέλησης), μέσα σε 4 στίχους τα λέει όλα:<br />
<br />
<span style="background-color: white; color: #141823; font-family: Helvetica; font-size: 14pt;">Ό,τι τελειώσει </span><span style="color: #141823; font-family: Helvetica; font-size: 14.0pt; mso-ansi-language: EL; mso-bidi-font-size: 10.0pt; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><span style="background: white;"></span></span>
<span style="color: #141823; font-family: Helvetica; font-size: 14.0pt; mso-ansi-language: EL; mso-bidi-font-size: 10.0pt; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><span style="background: white;">αυτόν τον Οκτώβριο<span class="apple-converted-space"> </span></span><br />
<br />
<span style="background: white;">θα τελειώσει για Πάντα.<br />
<br />
<span class="textexposedshow">Οριστικά και Αμετάκλητα.</span><br />
</span></span><span style="color: #141823; font-family: Helvetica; font-size: 14.0pt; mso-ansi-language: EL; mso-bidi-font-size: 10.0pt; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><span style="background: white;"><span class="textexposedshow"><br /></span></span></span>
<span style="color: #141823; font-family: Helvetica; font-size: 14.0pt; mso-ansi-language: EL; mso-bidi-font-size: 10.0pt; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><span style="background: white;"><span class="textexposedshow">Γιατί </span></span></span><span style="color: #141823; font-family: Helvetica; font-size: 14.0pt; mso-ansi-language: EL; mso-bidi-font-size: 10.0pt; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><span style="background: white;"><span class="textexposedshow">πως αλλιώς</span><br />
<br />
<span class="textexposedshow">το Σύμπαν</span><span class="apple-converted-space">, </span><span class="textexposedshow">δηλαδή εσύ</span><br />
<br />
<span class="textexposedshow">θα αυτοαπελευθερωθείς </span><span class="textexposedshow">για να ζήσεις?*</span></span></span><br />
<br />
<br />
<a href="http://arianaland-astrology.blogspot.gr/2014/10/sweet-immortal-october.html">http://arianaland-astrology.blogspot.gr/2014/10/sweet-immortal-october.html</a><br />
<br />
(της βγάζω το καπέλο!!!)Morgana (Ευρυνόμη)http://www.blogger.com/profile/16668093258388855646noreply@blogger.com2tag:blogger.com,1999:blog-9051260986276888234.post-38362953953224413542014-10-16T16:00:00.001+03:002014-10-16T16:00:28.351+03:00Νέα ΑνάρτησηΘα με συγχωρέσετε....όχι μόνο που έπρεπε να αφήσω τόσο καιρό να περάσει μέχρι να ξαναγράψω, αλλά και που αυτά που μου βγαίνουν να γράψω από δω και πέρα, θα αφορούν τα θέματα που με ενδιαφέρουν, όσο περίεργα και να φαίνονται. Παράξενα. Ασυνείδητα. Αστρολογία, ταρώ, συμβολισμός και αποσυμβολισμός, έρευνα, μυστικισμός, εκείνη η χαμένη μαγεία στη ζωή μας που νοιαζόταν μόνο για το καλό κι έφερνε κι άλλη μαγεία....μαγεία αγάπης, ναι αυτή με ενδιαφέρει περισσότερο από όλα. Κι αυτήν αναζητώ...Morgana (Ευρυνόμη)http://www.blogger.com/profile/16668093258388855646noreply@blogger.com1tag:blogger.com,1999:blog-9051260986276888234.post-74492760191450319882014-08-24T06:22:00.000+03:002014-08-24T06:22:03.894+03:00Κάτι στη Ζωή.....<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1yGVD9EBJ14Va7Zl7Vpn9993Miv_RIeS0gUD1iKo6wyQq1_Is-fhxATSR66QV_lk6IShGXhI35kfZk6LHDNOQiXkY1ol7aM-ujXIYWLIv5f0zt5H7xi9f0tUKJvu1-s_CuJ30OTNI7MQ/s1600/soulmate.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1yGVD9EBJ14Va7Zl7Vpn9993Miv_RIeS0gUD1iKo6wyQq1_Is-fhxATSR66QV_lk6IShGXhI35kfZk6LHDNOQiXkY1ol7aM-ujXIYWLIv5f0zt5H7xi9f0tUKJvu1-s_CuJ30OTNI7MQ/s1600/soulmate.jpg" height="320" width="288" /></a></div>
<div lang="el-GR" style="margin-bottom: 0cm;">
<br /></div>
<div lang="el-GR" style="margin-bottom: 0cm;">
Έχω βασανιστεί
πολύ στο να κρύβω κομμάτια του εαυτού
μου, εκεί όπου δεν θα ήταν φανερά ποτέ
όλα. Στην επιφάνεια θα βγαίνανε οι
εκάστοτε προσωπικότητες που με χαρά θα
φορούσα εκείνη τη στιγμή, οι προσωπικότητες
που είναι χαρούμενες, αστείες, γελαστές,
άνθρωποι σαν όλους τους άλλους, άνθρωποι
τους οποίους θες να κάνεις παρέα, που
δεν σε πειράζουν, που αισθάνεσαι άνετα
μαζί τους, που τους εκμυστηρεύεσαι, που
δε σε κρίνουν αλλά με έναν όρο μόνο, να
τις σέβεσαι εξίσου το ίδιο. Γιατί ποτέ
ολόκληρος ο εαυτός δεν αισθάνεται
ασφαλής να φανερωθεί με όλη του την
έκταση, ειδικά στα μάτια των αμύητων.
Πρέπει πάντοτε, κάπου δω κι από κει να
υπάρχουν σημεία όπου μπορεί οποτεδήποτε
να χαθεί στο δικό του κόσμο, στο δικό
του σύμπαν. Ένα καλά κρυμμένο μυστικό,
προστατευμένο από τα μάτια των αδιακρίτων,
από όποιους θα κάνουν το λάθος να το
παραβιάσουν, να το απειλήσουν. Από όσους
θα κάνουν την ανοησία να το κριτικάρουν.
Να το συγκρίνουν. Αδιάφορο αν θα το
απορρίψουν. Γιατί υπόκειται στη δική
του αλήθεια η οποία δε δύναται να
εκφραστεί. Γιατί θα τρόμαζε. Γιατί θα
απειλούσε. Γιατί θα ταρακουνούσε. Γιατί
θα άλλαζε δεδομένα. Γιατί δεν ανήκει σε
κανέναν άλλο παρά μόνο στον εαυτό της.</div>
<div lang="el-GR" style="margin-bottom: 0cm;">
Ούτε οι ίδιοι
οι σπόροι που με έφεραν στη γη δεν θα με
έβλεπαν πλήρως. Κι αν μου λείπει μια
κάποια πιο μεγάλη, θαραλλέα οικιότητα,
μπορώ και χωρίς αυτή. Θρέφομαι από την
ίδια την ύπαρξη της μοναδικής μου
ατομικότητας και του χωροχρόνου που
περικλείει, η οποία είναι αδύνατον να
εκφραστεί πλήρως με τα πενιχρά μέσα.
Μια ζωή μοναξιά χωρίς να είναι μοναξιά.
Γιατί συνδέεται χωρίς να συνδέεται,
γιατί είναι χωρίς να είναι κι απλά
συνεχίζει να ζει, στο βαθμό που δέχεται
τις εμπειρίες να λάβει.</div>
<br />
<div lang="el-GR" style="margin-bottom: 0cm;">
Κι ήρθες εσύ...και
απλά άγγιξες με θάρρος. Με ξύπνησες
χωρίς να φοβηθείς. Άγγιξες μέσα μου
βαθιά όπου δεν έχει πάει ποτέ κανείς
άλλος. Ούτε αυτοί που θεωρούσα πιο
κοντινούς. Ήταν τρομακτικό το πόσο καλά
μπορούσες να δεις μέσα μου. Σου άρεσαν
οι προσωπικότητές μου, αλλά πιο πολύ
ακόμα σου άρεσε η ψυχή μου. Κι ένιωθα
τρομερά ευάλωτη, όσο ποτέ άλλοτε. Και
μου άρεσε. Μου άρεσε να είμαι ευάλωτη.
Μου άρεσε που ήταν τόσο εύκολο να φανώ
χωρίς να νιώθω καν την ανάγκη να κρύψω.
Κι ας ελόχευαν κίνδυνοι. Ήξερα ότι εκεί
πήγαινε από την πρώτη στιγμή που ένιωσα
πόσο απίστευτα εύκολο μπορούσε να γίνει
να να με δεις όπως πραγματικά είμαι.
Ήξερα ότι αυτό δεν θα μπορούσε να γυρίσει
πίσω. Ήξερα ποιον δρόμο έπαιρνε χωρίς
καν να νιώσω την ανάγκη να το αποδείξω.
Κι άφησα απλά το χρόνο να το δείξει...</div>
Morgana (Ευρυνόμη)http://www.blogger.com/profile/16668093258388855646noreply@blogger.com1tag:blogger.com,1999:blog-9051260986276888234.post-65023459580845212052014-01-20T15:58:00.001+02:002014-01-20T15:58:34.912+02:00Συγχώρεση....<span class="hb"><span class="g2" dir="ltr" name="ΚΩΝΣΤΑΝΤΙΝΑ"></span><span class="g2" dir="ltr" name="Maria"></span></span>Η καλύτερη προσευχή για συγχώρεση που έχω βρει κι επειδή χρειάζεται ειδικά φέτος....<br />
<div class="ii gt m143afa51ff7a60c7 adP adO" id=":r2">
<div id=":qy" style="overflow: hidden;">
<div dir="ltr">
<div class="gmail_default" style="font-family: 'comic sans ms',sans-serif;">
<div style="border: 0px; color: #111111; font-family: 'Trebuchet MS',Tahoma,Geneva,sans-serif; font-size: 14px; line-height: 21px; margin: 0px 0px 18px; padding: 0px; vertical-align: baseline;">
<img alt="Η πιο όμορφη προσευχή συγχώρεσης" height="292" src="https://blogger.googleusercontent.com/img/proxy/AVvXsEhsAC8MItW1sm6zkLxNM5_Go6BC-lkvexXhU3jujxaHfMLruhfY5XTCc_8pB3XFsTbCCeLvYMaX9PrxJuK9ILT7pp1ab4MnbcjNmZaoeibyPLkwTYS6C4JFlF2DLcQ53HvP0foccLpMZJSQwQZe1p1O7uB5s8x79XA_olGBEfj7CoFdEObUP6gSxv4aatoJWEGeK2j1zwN6Sw7tj5oF0yJ7LuhB7GxYjsbLdrO-6lwjDrOUlui7stVQY9vcrRbhtOJX2rqACCRRHHAEBU4jb5OuWtKrlY1yNqjmsEZDawW3T0yDSUGICRwjE0rTQitvTgDch7xPfjzaZKDiU1YzU97Z57wyc0hySlIw7wxzAn3BTWQ=s0-d-e1-ft&h=292&w=612&zc=1&q=60" style="border-color: rgb(135, 183, 20); border-top: 3px solid rgb(135, 183, 20); border-width: 3px 0px 0px; display: inline-block; float: left; font-family: inherit; font-size: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 5px 20px 5px 0px ! important; max-width: 100%; padding: 0px; vertical-align: baseline; width: auto;" width="612" /></div>
<div style="border: 0px; color: #111111; font-family: 'Trebuchet MS',Tahoma,Geneva,sans-serif; font-size: 14px; line-height: 21px; margin: 0px; outline: none 0px; padding: 0px; vertical-align: baseline;">
<br />
<br />
<br />
<br />
</div>
<div style="border: 0px; color: #111111; font-family: 'Trebuchet MS',Tahoma,Geneva,sans-serif; font-size: 14px; line-height: 21px; margin: 0px 0px 18px; padding: 0px; text-align: center; vertical-align: baseline;">
<strong style="border: 0px; font-family: inherit; font-size: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="border: 0px; color: #ff6600; font-family: inherit; font-size: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Εάν έχω βλάψει κάποιον με οποιονδήποτε τρόπο, είτε συνειδητά, είτε ασυνείδητα μέσα στη σύγχυσή μου, ζητώ να με συγχωρέσει.</span></strong><br />
<img alt="εσωτερική δύναμη σουρεάλ γυναίκα" height="225" src="https://blogger.googleusercontent.com/img/proxy/AVvXsEj6qi4lDiO81yYDH0Zwu60R1ZkL_1PjZS7sY09CVnh3RDYlxXlo5A0D0y2saOXV1GxSzl9tpaCaCN-c3vzH5DqEld2hy9Ea8zAQcTuIwPuaa0i5GASeaalTQfjWhxjW0JXACCaao3rdzoem6kYknDSeWSZPb58sR5D53FGfpvBOt4XkR_GHq03BnAZx32XEViXV4ag=s0-d-e1-ft" style="border: 0px; display: block; font-family: inherit; font-size: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px auto; max-width: 100%; padding: 0px; vertical-align: baseline;" width="300" /><strong style="border: 0px; font-family: inherit; font-size: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="border: 0px; color: blue; font-family: inherit; font-size: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Εάν κάποιος με έχει βλάψει με οποιονδήποτε τρόπο, είτε συνειδητά, είτε ασυνείδητα λόγω της δικής του σύγχυσης, τον συγχωρώ.</span></strong><br />
<img alt="συναισθήματα ελευθερία ευτυχία" height="225" src="https://blogger.googleusercontent.com/img/proxy/AVvXsEiGhrV9u3MJNtAdOifrQLNO0I58koRAQMzKdPm3jrWREIWT1gYgsa7h3QQv-nxB1WuotmF6r22_DeOLGRG7q-EPYe5jtnbN8GpKjkHNwSHl7MLFZxH0HCz9sDbgIOivvkOiVXG2jsJuhHW4HYvbt1D05S4pxIBlCtwciVSCCkrGrlfDVQRtPyoKg01RFIbLyh9Zer80lWoDuKXSshoUtWblfF4OBtA9wULx_nMZyBAAiZH3KLK4VT3nl7889WNbnGxegL4YfoG8vlkAwFVB4djKbqJTHQ-knyU8zCzq3RTZMUGCv_bKY8s9GYoX-vBbLrKMhIFSCxQ3exu909CwYZAy9hYMZBNwJb2brVh-FO5-nDiuQ31qKAboakGfc9KzKYrZM74XnieJCfxkhcc4Izc=s0-d-e1-ft" style="border: 0px; display: block; font-family: inherit; font-size: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px auto; max-width: 100%; padding: 0px; vertical-align: baseline;" width="300" /><strong style="border: 0px; font-family: inherit; font-size: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="border: 0px; color: purple; font-family: inherit; font-size: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Κι αν υπάρχει κάποιος άνθρωπος ή κάποια κατάσταση που δεν είμαι έτοιμος να συγχωρέσω τότε συγχωρώ τον εαυτό μου γι αυτό.</span></strong><br />
<img alt="γυναίκα σουρεάλ" height="225" src="https://blogger.googleusercontent.com/img/proxy/AVvXsEgk4tBC5nXda0-a3Rx2wApp6_FyROqy3wrU-qA0WbP_mn-wDfbTp14iFtWEdmSIKLjruQj4Fo27lgVAg4VHF5Pi820y1vAo_uiMAik0T3tPFdlq2U_QSlEG01XARlgpIYW7wgQui7eCoGHP-IWuSQfEHzAWNbhxBvO3wET1lJeoGEJ556IWr6f-Hc3d1P7OJqB5I7lRaqt2avKqBtewA3Qvo8t-PgQDdoex=s0-d-e1-ft" style="border: 0px; display: block; font-family: inherit; font-size: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px auto; max-width: 100%; padding: 0px; vertical-align: baseline;" width="300" /><strong style="border: 0px; font-family: inherit; font-size: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="border: 0px; color: #99cc00; font-family: inherit; font-size: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Και
για όλους τους τρόπους με τους οποίους βλάπτω τον εαυτό μου είτε
συνειδητά είτε ασυνείδητα, παραμελώντας τον, υποτιμώντας τον,
κατακρίνοντάς τον χωρίς να δείχνω καμία κατανόηση, τότε για όλα αυτά
συγχωρώ τον εαυτό μου.</span></strong></div>
</div>
</div>
</div>
</div>
Morgana (Ευρυνόμη)http://www.blogger.com/profile/16668093258388855646noreply@blogger.com0tag:blogger.com,1999:blog-9051260986276888234.post-42178908648659283762012-10-09T19:37:00.000+03:002012-10-09T19:37:02.524+03:00 Η Δύναμη δεν διαβάζει την σκέψη σου. Η Δύναμη σε ακούει. <div dir="ltr" style="text-align: left;" trbidi="on">
<span style="background-color: #fff2cc; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;"></span><br />
<div class="storycontent" style="font-family: arial; font-size: 14px; font-weight: bold; line-height: 16px; margin: 0px; padding: 0px;">
<div style="line-height: 21px; margin-bottom: 1em; padding: 0px; text-align: center;">
<img alt="01-axis-of-power" class="alignnone size-medium wp-image-1290" height="300" src="http://synapticstimuli.com/wp-content/uploads/2009/05/01-axis-of-power.jpg" style="border: 0px;" title="01-axis-of-power" width="400" /></div>
</div>
<br />
<span style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;"><span style="color: #444444;">* Υπάρχει ένας κόσμος ευτυχίας όπου δεν υπάρχουν διαφορές ανάμεσα στα πράγματα, επειδή δεν υπάρχει εκεί κανείς να ενδιαφερθεί γι’ αυτές τις διαφορές. Αυτός όμως δεν είναι ο κόσμος των ανθρώπων. Μερικοί άνθρωποι είναι αρκετά ματαιόδοξοι κι εγωιστές ώστε να πιστεύουν ότι ζουν και στους δυο κόσμους, αλλά αυτή η αντίληψη δεν πηγάζει παρά μόνο από τον εγωισμό τους.</span><span style="color: #999999;"> </span></span><span style="color: #990000; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;">Δεν υπάρχει παρά ένας κόσμος για μας τους ανθρώπους. Είμαστε άνθρωποι, και πρέπει να ζήσουμε πρόθυμα στον κόσμο των ανθρώπων. </span><span style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;"><span style="color: #444444;">Αυτή η ιδέα της σπουδαιότητας του εαυτού, μάς τυφλώνει τόσο πολύ που δεν μπορούμε να δούμε τίποτε άλλο, αλλά είναι δυνατόν να αποδεσμευτεί κανείς από την ιδέα της σπουδαιότητας του εαυτού.</span></span><br />
<span style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;"><span style="color: #444444;"><br style="margin: 0px; padding: 0px;" />* Ένας άλλος τρόπος με τον οποίο παραμένουμε ανυποχώρητα τυφλοί, είναι το ότι σκεφτόμαστε πως η ολοκλήρωση θα έλθει όταν θα βρούμε επιτέλους έναν αληθινό σύντροφο. Μπορούμε ακόμη και να παντρευτούμε κι ακόμη να ψάχνουμε κάποιον που θα καλύψει τις ανάγκες μας. Οι περισσότεροι δεν σταματούν να ψάχνουν. Φυσικά δεν πρόκειται να βρουν αληθινά ποτέ τίποτε, αν υπάρχει έστω και για μια στιγμή η συνειδητοποίηση αυτού του άδικου και μάταιου ψαξίματος, τότε απλώς αρχίζει πάλι <a href="http://www.terrapapers.com/?p=3772" style="margin: 0px; padding: 0px; text-decoration: none;" target="_blank">η αυτολύπηση.</a> Όλα αυτά είναι ένας φρικτός φαύλος κύκλος.<br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" />* Το να ασχολείται κανείς υπερβολικά με τον εαυτό του προκαλεί τρομερή εξάντληση. Ένας άνθρωπος που βρίσκεται σε αυτή τη θέση δεν μπορεί να ακούσει η να δει τίποτε άλλο. Η εξάντληση αυτή τον κάνει να μην μπορεί να δει τα θαύματα που συμβαίνουν γύρω του.Το να θυμώνει κανείς με τους ανθρώπους σημαίνει ότι θεωρεί τις πράξεις τους σημαντικές. Επιβάλλεται να προσπαθήσει ώστε να πάψει να αισθάνεται έτσι. Οι πράξεις των ανθρώπων δεν μπορούν να είναι τόσο σημαντικές ώστε να σκιάζουν τη μόνη εφαρμόσιμη εναλλακτική λύση: την αμετάβλητη αναμέτρηση μας με το άπειρο.<br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" />* Κάθε φορά που ένας άνθρωπος επιχειρεί να μάθει, πρέπει να δουλέψει πολύ σκληρά και τα όρια της μάθησης του καθορίζονται από την ίδια του την φύση. Συνεπώς, δεν έχει νόημα να μιλάμε για γνώση. Ο φόβος της γνώσης είναι μια φυσική κατάσταση, όλοι μας τον βιώνουμε και δεν μπορούμε να κάνουμε τίποτα γι’ αυτό. Όμως, όσο τρομερή κι αν είναι η διαδικασία της μάθησης, ακόμα πιο τρομερό είναι να αναλογιστεί κανείς την ύπαρξη ενός ανθρώπου δίχως γνώση.<br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" />* Υπάρχουν τέσσερις φυσικοί εχθροί του ανθρώπου. Ο φόβος, η διαύγεια, η δύναμη και ο θάνατος. Ο φόβος η διαύγεια και η δύναμη μπορούν να νικηθούν, όχι όμως και ο θάνατος. Μπορεί κανείς να αναβάλει τις συνέπειες του θανάτου, αλλά δεν μπορεί να τον νικήσει. Δεν μπορείς να διαπραγματευτείς με τον Χάρο, όλοι αυτοί που ζουν, θα πεθάνουν. Κατάλαβε το αυτό επιτέλους, και πάρε την υπευθυνότητα ότι πρόκειται να πεθάνεις. Λέγοντας το δυνατά,</span><span style="color: #999999;"> </span></span><span style="color: #990000; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;">η πρωταρχική δύναμη υπακούει στο κάλεσμα μας</span><span style="color: #999999; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;">, αλλά δεν το χρησιμοποιούμε ποτέ. Πες το δυνατά, με καθαρή φωνή: </span><span style="color: #990000; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;">«Θέλω την υπευθυνότητα ότι πρόκειται να πεθάνω».</span><span style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;"><span style="color: #999999;"> </span><span style="color: #444444;">Πρέπει να το λες φωναχτά, δεν αρκεί να το σκέφτεσαι.</span><span style="color: #999999;"> </span></span><span style="color: #990000; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;">Η Δύναμη δεν διαβάζει την σκέψη σου. Η Δύναμη σε ακούει.</span><span style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;"><span style="color: #999999;"> </span><span style="color: #444444;">Καθώς θα προοδεύεις πάνω σ’ αυτήν την υπευθυνότητα, θα γίνει μια ρύθμιση. Κάνε τον λόγο σου τελεσίδικο. Ένας Πολεμιστής έχει την συνέπεια να κρατά τον λόγο του.</span><br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" /><span style="color: #444444;">* Ένα από τα πιο σημαντικά πράγματα που μπορεί να κάνει ένας πολεμιστής, είναι να κρατά ένα Άλμπουμ των Εξαιρετικών Στιγμών. Ένα άλμπουμ ονείρων που έχουν ήδη πραγματοποιηθεί. Αυτό είναι μια Μη-Πράξη. Φτιάξε με σημειώσεις ένα άλμπουμ που να σου θυμίζει όλες τις εξαιρετικές σου στιγμές, τις σκέψεις και τα πράγματα που σε εκπλήσσουν και σε χαροποιούν. Μην νιώθεις μίζερος. Μην κλαψουρίζεις συνέχεια σαν γυναικούλα ή σαν μωράκι. Υπάρχει κάτι φριχτό εκεί έξω, που δεν νοιάζεται για σένα και την μιζέρια σου και επιπλέον δεν ξέρεις πόσος χρόνος σου απομένει ακόμη εδώ.<br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" />* Δεν υπάρχει Κακό και ότι δεν μπορούμε να νιώθουμε συμπόνια.</span><span style="color: #999999;"> </span></span><span style="color: #990000; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;">Τί είναι συμπόνια; Είναι το να λυπάσαι για κάποιον; </span><span style="color: #444444;"><span style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;">Μήπως αυτό σημαίνει ότι πιστεύεις πως είσαι σε καλύτερη θέση απ’ αυτόν; Είναι το Εγώ που λυπάται και η όλη ιδέα της λύπησης είναι μεγάλη απάτη. Χρησιμοποίησε την ενέργειά σου για κάτι άλλο. Χρησιμοποίησε την για να ελευθερώσεις τον εαυτό σου. Κερδίζεις ενέργεια από την άσκηση της Ανακεφαλαίωσης. Μέσα από την </span><a href="http://www.terrapapers.com/?p=17381" style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px; text-decoration: none;" target="_blank">Ανακεφαλαίωση</a><span style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;"> θα φτάσεις σ’ ένα μέρος όπου η ενέργεια καθίσταται ορατή. Όχι από την όραση αλλά από κάτι αδιανόητο. Κάτι που είναι ακατανόητο γιατί δεν έχουμε λεξικό γι’ αυτό.</span><br style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;" /><br style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;" /><span style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;">* Για να ξεκινήσεις να γίνεσαι Πολεμιστής πρέπει να είσαι ενήμερος για μερικά σημαντικά πράγματα. Ενημερώνεσαι αναζητώντας σοβαρά και υπεύθυνα. Ο Πολεμιστής που είναι ενήμερος για τον επικείμενο θάνατο του, που είναι ενήμερος για την παγίδα του κοινωνικού συστήματος, που είναι ενήμερος για την παγίδα της αυτοεκτίμησης, που είναι ενήμερος για την παγίδα της λογικής, το μόνο που επιζητά είναι η ελευθερία. Η ελευθερία είναι ένα άλμα μέσα στο Αδιανόητο. Η αυτοπειθαρχία δεν είναι καθολική, είναι μια ελεύθερη ροή ευχαρίστησης που πηγάζει από 25 ώρες συνειδητότητας.</span></span><br style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;" /><br style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;" /><span style="color: #990000; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;">* Τίποτε δεν είναι αληθινό. Όλα δεν είναι παρά χειρισμοί συμπεριφοράς, δεν είναι παρά ένα αποτέλεσμα του τυχαίου κλειδώματος του Σημείου Συναρμογής κατά την γέννησή.</span><span style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;"><span style="color: #999999;"> </span><span style="color: #444444;">Αυτό είναι που μαθαίνει ο Διώκτης με το να είναι τόσοι πολλοί διαφορετικοί άνθρωποι. Κάθε θέση είναι ισάξια αληθινή και ισάξια φαντασματική. Εκτιμούμε ως πολύ αληθινές τις τωρινές μας θέσεις, αλλά αυτές που μοιάζουν οι πιο αληθινές ξαφνικά γίνονται φαντάσματα όταν κινηθείς σε μια άλλη θέση.</span></span><span style="color: #444444;"><br style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;" /></span><br style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;" /><span style="color: #990000; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;">* Το πιο σημαντικό πράγμα για τον Πολεμιστή, είναι να εκφωνήσει την υπευθυνότητα της αντίληψης. </span><span style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;"><span style="color: #444444;">Δεν έχουμε κανέναν σκοπό, δεν έχουμε τίποτε να περιμένουμε από το μέλλον παρά μόνο τα γηρατειά και τον θάνατο. Όλα είναι δυνατά. Είμαστε ήδη Μάγοι. Πήγαινε στον πάτο, στο βαθύτερο επίπεδο, και μορφοποίησε τον κόσμο πάνω σε ότι είναι εκεί. Στον πάτο είναι ο θάνατος. “Είμαι ένα ανθρώπινο όν, άρα είμαι υπέροχος”. Φώναξε το με ΠΡΟΘΕΣΗ και δυνατά.</span></span><span style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;"></span><br />
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<img alt="Inspirational Quote: “All the powers in the universe are already ours. It is we who have put our hands before our eyes and cry that it is dark.” ~ Swami Vivekananda" class="aligncenter wp-image-1208" height="266" src="http://personalexcellence.co/quotes/files/inspirational-quote-powers-in-universe.jpg" style="background-color: white; border: 1px solid rgb(225, 225, 225); display: block; font-family: Arial, Helvetica, Georgia, sans-serif; font-size: 14px; line-height: 22px; margin: 5px auto; padding: 6px; text-align: center;" title="Inspirational Quote: “All the powers in the universe are already ours. It is we who have put our hands before our eyes and cry that it is dark.” ~ Swami Vivekananda" width="400" /><span style="color: #999999;"><br /></span><br />
<span style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;"><span style="color: #999999;">* </span><a href="http://strange-omniverse.blogspot.com/2012/03/blog-post_2521.html" style="color: #50729f; margin: 0px; padding: 0px; text-decoration: none;" target="_blank">O άνθρωπος πορεύεται προς την γνώση όπως πορεύεται προς τον πόλεμο</a><span style="color: #999999;">, σε αδιάπτωτη εγρήγορση, με φόβο, με σεβασμό και απόλυτη αυτοπεποίθηση. Το να πορεύεσαι προς τη γνώση ή προς τον πόλεμο με οποιονδήποτε άλλο τρόπο είναι λάθος, και όποιος το πράξει ίσως δε ζήσει για να το μετανιώσει. Όταν ένας άνθρωπος πληροί αυτές τις τέσσερις αναγκαίες προϋποθέσεις, δεν υπάρχουν σφάλματα για τα οποία πρέπει να λογοδοτήσει. Κάτω από αυτές τις συνθήκες, οι πράξεις του χάνουν τον αδέξιο χαρακτήρα και την επιπολαιότητα που διακρίνει τις πράξεις ενός ανόητου. Αν ένας τέτοιος άνθρωπος αποτύχει ή υποστεί ήττα, θα έχει χάσει μόνο μια μάχη, και δε θα νιώθει πικρία και τύψεις γι’ αυτό. </span></span><br />
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<span style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;"><span style="color: #999999;">Don Juan Matus</span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjva6kqEzRVWCAt9xcQh_BEldcTPOKGY-PSe0jcuehT1Zq2yD-SnEtukvvrG0rqn_XChyphenhyphenqHfDVtTKtmUsB3pXioDTTDWozgt_oJjo1JP1brWkNqWooEiduMCykd7tZaK9prnTsZKux5M5E/s1600/don_juan_matus_by_almanegra-d3246ol.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="170" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjva6kqEzRVWCAt9xcQh_BEldcTPOKGY-PSe0jcuehT1Zq2yD-SnEtukvvrG0rqn_XChyphenhyphenqHfDVtTKtmUsB3pXioDTTDWozgt_oJjo1JP1brWkNqWooEiduMCykd7tZaK9prnTsZKux5M5E/s200/don_juan_matus_by_almanegra-d3246ol.jpg" width="200" /></a></div>
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<span style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; margin: 0px; padding: 0px;">Πηγή: <a href="http://strange-omniverse.blogspot.com/2012/10/don-juan-matus.html#ixzz28otAB92D" style="color: #003399; margin: 0px; padding: 0px; text-decoration: none;">http://strange-omniverse.blogspot.com/2012/10/don-juan-matus.html#ixzz28otAB92D</a></span></div>
Morgana (Ευρυνόμη)http://www.blogger.com/profile/16668093258388855646noreply@blogger.com2tag:blogger.com,1999:blog-9051260986276888234.post-25543265458404813722012-08-28T13:32:00.001+03:002012-08-28T13:38:39.026+03:00Ο Θεός μας εγκατέλειψε κι αυτό είναι κάτι καλό<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgykzw5Jx1xWqycNmNCujNMr-GvIl1014riITRKTlqxZhwadYtme-_I-T5aDJHLUnMrVEsXVzNalp8RkZSla4rIG4dZxnGjvSG1urlnSHmMI5EtDOnv4IgarUxtE8u1pvc-0jjdLarwXnRs/s1600/God+has+No+religion.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="350" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgykzw5Jx1xWqycNmNCujNMr-GvIl1014riITRKTlqxZhwadYtme-_I-T5aDJHLUnMrVEsXVzNalp8RkZSla4rIG4dZxnGjvSG1urlnSHmMI5EtDOnv4IgarUxtE8u1pvc-0jjdLarwXnRs/s400/God+has+No+religion.jpg" width="400" /></a><i style="border: 0px none; margin: 0px; outline: medium none rgb(0, 0, 0); padding: 0px; vertical-align: baseline;"> </i></div>
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<i style="border: 0px none; margin: 0px; outline: medium none rgb(0, 0, 0); padding: 0px; vertical-align: baseline;">Είμαι σίγουρος ότι οι περισσότεροι άνθρωποι θα ήθελαν, μέσα απ’ τα βάθη της καρδιάς τους,<br />να σταματήσει ο Θεός να ανακατεύεται στην καθημερινή τους ζωή.<br />Deepak Chopra</i></div>
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<i style="border: 0px none; margin: 0px; outline: medium none rgb(0, 0, 0); padding: 0px; vertical-align: baseline;">«Η αναζήτηση του Θεού είναι να φτάνεις σε ένα μέρος<br />και να ανακαλύπτεις ότι ο Θεός μόλις έχει φύγει από ‘κει».<br />Thomas Merton</i></div>
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Γιατί αυτή η υπόθεση έχει απλωθεί
πέρα μακριά από την θρησκεία; Γιατί ο Πρόεδρος των ΗΠΑ και άλλοι
«αναγεννημένοι» Χριστιανοί αναφέρονται στο «χέρι του Θεού» που τους
βοηθάει να πολεμούν στη Μέση Ανατολή!</div>
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Η Δυτική μας κοινωνία σίγουρα
είναι πολύ διαφορετική από την παραδοσιακή μουσουλμανική, αλλά υπάρχει
κάτι το κοινό. Oι άνθρωποι και των δύο πιστεύουν ότι ο Θεός είναι με το
πλευρό τους! Αυτό σημαίνει ότι ξέρουν τι σκέφτεται ο Θεός –αξιοσημείωτη
αλαζονεία– που σημαίνει ότι ο Θεός είναι απεριόριστα παρόν και
απεριόριστα υπερβατικός, κοσμικός και προσωπικός ταυτόχρονα, αόρατος και
αδύνατον να τοποθετηθεί στο χρόνο και χώρο. Ταυτόχρονα οι άνθρωποι
συνεχίζουν και γκρινιάζουν σχετικά με τα λεγόμενα αρχαία ιερά κείμενα,
τα οποία αξιώνουν να μεταδώσουν τι είναι αυτό που Θεός πραγματικά θέλει.</div>
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Ο μεγάλος Ινδός ποιητής Kabir
έγραψε πως είχε διαβάσει όλα τα ιερά κείμενα, πλύθηκε σε όλες τις ιερές
πισίνες λίμνες, επισκέφτηκε όλους τους ιερούς τόπους και δεν βρήκε Θεό
σε κανένα απ’ αυτά. Οι περισσότεροι άνθρωποι θα το θεωρούσαν το γεγονός
αυτό απελπισία ενώ ουσιαστικά εκεί βρίσκεται το κλειδί της ελευθερίας.</div>
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Στη Vedanta, το πιο καθαρό
πνευματικό δόγμα του Ινδουισμού, ο Θεός δεν θέλει τίποτα από μας. Δεν
θέλει να τον βρούνε, δεν έχει νόμους που εμείς θα ‘πρεπε να εκτελούμε
υπάκουα, ποτέ δεν κρίνει, τιμωρεί ή έχει από μας προσδοκίες.</div>
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Η αλήθεια είναι ότι ο Θεός μας
έχει αφήσει μόνους πριν από πολύ καιρό και αυτή δεν ήταν πράξη τιμωρίας ή
εγκατάλειψης. Αυτή ήταν μια ευκαιρία για μας, για να βρούμε την
ελευθερία μας και μέσα από αυτήν να καταλάβουμε κάτι απλό αλλά ακόμη
βαθιά εδραιωμένο και δυσκολονόητο:</div>
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<b style="border: 0px; color: #750f2b; margin: 0px; outline: rgb(0, 0, 0); padding: 0px; vertical-align: baseline;">ο Θεός είναι η ίδια η ύπαρξη καθεαυτού.</b> <b style="border: 0px; color: #750f2b; margin: 0px; outline: rgb(0, 0, 0); padding: 0px; vertical-align: baseline;">Όμως
η ύπαρξη δεν είναι ένα άδειο σκάφος. Εκείνη περιέχει τη ζωή και το
θάνατο, ελλιμενίζεται τον Εαυτό, τη μορφή της συνείδησης που μπορεί να
αγκαλιάσει την ίδια την ύπαρξή του και να δημιουργήσει το δικό της όχημα
που οδηγοί στην εξέλιξη</b>.<br />
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Εάν βυθιστούμε αρκετά βαθιά στην
Ύπαρξη, αφήνοντας στην άκρη όλα τα αντικείμενα που μας περικυκλώνουν και
αν βγάλουμε τη μάσκα του Προσώπου από τα μάτια μας, βλέπουμε ότι η
Ύπαρξη είναι αιώνια και περιέχει το σπόρο του κάθε άλλου δημιουργημένου
πράγματος. Ο,τι υπάρχει είναι μόνο μια αντανάκλαση του Εαυτού, και όλοι
οι κόσμοι συμπεριλαμβάνοντας και αυτό τον πολύτιμο, πέφτουν στις τρεις
κατηγορίες:</div>
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1. Συνείδηση που αντανακλάται στα υλικά αντικείμενα και γεγονότα.</div>
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2. Συνείδηση που αντανακλάται σε περισσότερο αφηρημένα αντικείμενα και γεγονότα.</div>
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3.Συνείδηση που αντανακλάται πάνω στον εαυτό της.</div>
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Τα δέντρα, βουνά και σύννεφα
ανήκουν στην πρώτη κατηγορία. Τα όνειρα, τα ιδανικά και φιλοδοξίες
ανήκουν στη δεύτερη. Ο Εαυτός ανήκει στη τρίτη.</div>
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Η κάθε αιτία, το κάθε ιδανικό και πνευματικό κίνημα ή πνευματικές διδασκαλίες έχουν να κάνουν με το ερώτημα: Ποιος είμαι;</div>
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Οι φονταμενταλιστές όλων των
ειδών θέλουν να δώσουν απάντηση σε αυτή την ερώτηση, μια για πάντα.
Μπορεί να πετύχουν στο να δαμάσουν την αμφιβολία τους για λίγο, αλλά ο
Θεός δεν έχει να πει τίποτα και ταυτόχρονα έχει να πει τα πάντα.</div>
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Μ’ αρέσουν τα λόγια του Thomas Merton:<b style="border: 0px; color: #750f2b; margin: 0px; outline: rgb(0, 0, 0); padding: 0px; vertical-align: baseline;"> «Η αναζήτηση του Θεού είναι να φτάνεις σε ένα μέρος και να ανακαλύπτεις ότι ο Θεός μόλις έχει φύγει από ‘κει».</b> Έτσι θα ‘πρεπε να είναι. Η ουσία της ανθρώπινης φύσης είναι να φτάνει πέρα από ό,τι ήδη ξέρουμε για τον εαυτό μας.</div>
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Αυτή τη στιγμή είμαστε
αντιμέτωποι με το αναβράζουν και λανθάνον χάος ως απαρχαιωμένες
θρησκευτικές πεποιθήσεις που δίνουν αγώνα για να αποδείξουν ότι δεν
έχασαν την δύναμή τους. Η καθηγήτρια της Ψυχιατρικής Σούζαν Σμόλεη
(Susan Smalley) λέει, πολύ ορθολογικά, ότι κανένας δεν μπορεί να
απελευθερωθεί από οποιαδήποτε δοξασία αν δεν γεμίσει το διάστημα που θα
άφηνε η δοξασία πίσω του. Εκείνοι που τους άφησε ήδη ο Θεός δεν είναι
αναγκαστικά καλύτεροι από τους φονταμενταλιστές. Εκείνοι επίσης έχουν να
γεμίσουν ένα κενό διάστημα.</div>
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Ο Θεός δεν θα μας αφήσει όσο
αισθανόμαστε φοβισμένοι και μοναχικοί. Ο Θεός μπορεί να εξελιχθεί, έτσι
ελπίζει κανείς, σε κάτι διαφορετικό από την αυθεντική μορφή του με άσπρα
γένια και τάση για εκδίκηση.</div>
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Στις μετριοπαθείς αιρέσεις αυτός ο
μετασχηματισμός έγινε πριν από παρά πολύ καιρό. Αλλά για κάποιο λόγο
δεν μπορέσαμε να διαχειριστούμε έναν πιο ευγενικό, πιο λεπτεπίλεπτο Θεό.
Οι εκατομμύρια άνθρωποι αισθάνονται υπερβολικά άδειοι και φοβισμένοι,
θυμωμένοι και απειλούμενοι, απομονωμένοι και αποσυνδεμένοι, για να
ξαναπιστέψουν σε μια καλή και ευγενική θεϊκή παρουσία. Αυτό το φαινόμενο
ονομάζεται <b style="border: 0px; color: #750f2b; margin: 0px; outline: rgb(0, 0, 0); padding: 0px; vertical-align: baseline;">αποξένωση</b>.</div>
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Τη διάγνωση αυτή την έκαναν ο
Μαρξ και ο Φρόιντ, που υποδείκνυαν ότι η ανθρώπινη ψυχή (human psyche)
υποφέρει τρομακτικά όταν είναι αποτραβηγμένη απότομα από την επαφή με τη
Φύση, όταν οι παραδόσεις σταματάνε να είναι μία ασφαλή φωλιά, όταν η
εξάρθρωση και η ανασφάλεια γίνονται καθημερινότητα. Σύμφωνα με τα γκάλοπ
η αιτία που το 87% των Αμερικάνων ποτέ δεν είχαν αμφιβολία για την
ύπαρξη του Θεού δεν είναι η ακλόνητη πίστη τους. Είναι ο φόβος από το
εναλλακτικό, ο φόβος από έναν κόσμο με τον οποίον θα κυβερνούσε το κενό
που θα έμενε πίσω από τον Θεό. Ό,τι και να πιστεύουμε, όλοι μας πρέπει
να γεμίσουμε αυτό το κενό.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsGIk1mpCNd3j04n8f9IrAXG77XaVK7ZrnPkjX0x9dpincT3Jgk61o0fESOuQalLqNc7nfxvq2czAKi3lTWTBhLG2OGHylEZ7aI9gygv6MJtTcyPEKyGZsH_h2zEN-73glpeIhoGwExvJB/s1600/God+Has+No+religion+earth+heart.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="387" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsGIk1mpCNd3j04n8f9IrAXG77XaVK7ZrnPkjX0x9dpincT3Jgk61o0fESOuQalLqNc7nfxvq2czAKi3lTWTBhLG2OGHylEZ7aI9gygv6MJtTcyPEKyGZsH_h2zEN-73glpeIhoGwExvJB/s400/God+Has+No+religion+earth+heart.jpg" width="400" /></a><b style="border: 0px; color: #750f2b; margin: 0px; outline: rgb(0, 0, 0); padding: 0px; vertical-align: baseline;">Η Νέα Πνευματικότητα: </b>Θα
ήταν πράξη καλής πίστης αν τα Θρησκευτικά Δικαιώματα μπορούσαν να
αποδεχτούν ότι σε αυτό το πράγμα είμαστε όλοι το ίδιο. Θα ‘ταν μία
ισότιμη πράξη πίστης αν οι εχθροί των Θρησκευτικών Δικαιωμάτων έκαναν
την ίδια παραχώρηση. Τότε η πνευματικότητα θα προχωρούσε μπροστά, και σε
οικουμενικό επίπεδο θα συνεχίζαμε την αναζήτηση του πώς να ενώσουμε τον
Ουρανό και τη Γη, πρώτα μέσα στο δικό μας το Νου και μετά σ’ όλα τα
μέρη του κόσμου όπου αυτός κατοικεί…</div>
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Είναι αλήθεια ότι οι Ευαγγελιστές
αυξάνονται, ακόμη και στα πιο παραδοσιακά μέρη. (Η Χώρα του Ισημερινού,
που κάποτε ήταν φρούριο του ορθόδοξου καθολικισμού, υπολογίζεται ότι
έχει πλέον πάνω από 25% Προτεστάντες, εξαιτίας των «εισβολών» που έγιναν
από τους ιεραπόστολους των ΗΠΑ.) Όμως το μέλλον του Θεού είναι στην
πνευματική εξέλιξη. Το επόμενο βήμα της ανάπτυξης είναι για τους
ανθρώπους που θα αρχίσουν να αφυπνίζονται, ένας μετά τον άλλον, ακριβώς
σαν τον Ιησού, τον Βούδα και τον Μωάμεθ. Κρίνοντας από τις «grassroots
activity» οι παρακάτω τάσεις θα συνεχίσουν να διαμορφώνουν την
πνευματική ζωή των ανθρώπων:</div>
<ul style="background-color: #fff2cc; border: 0px none; font-family: 'Helvetica Neue',Helvetica,Arial,sans-serif; line-height: 20px; list-style: none outside none; margin: 0px 0px 25px; outline: medium none rgb(0, 0, 0); padding: 0px; vertical-align: baseline;">
<li style="border: 0px; list-style: disc inside; margin: 0px; outline: rgb(0, 0, 0); padding: 0px; vertical-align: baseline;">Ο Διαλογισμός θα γίνει «main stream».</li>
<li style="border: 0px; list-style: disc inside; margin: 0px; outline: rgb(0, 0, 0); padding: 0px; vertical-align: baseline;">Τα στοιχεία του «θαυμαστού» και του «παραφυσικού» θα αναγνωρίζονται όλο και πιο εκτεταμένα.</li>
<li style="border: 0px; list-style: disc inside; margin: 0px; outline: rgb(0, 0, 0); padding: 0px; vertical-align: baseline;">Οι εναλλακτικές θεραπείας, σωματικές και ψυχολογικές, θα γίνουν κάτι συνηθισμένο.</li>
<li style="border: 0px; list-style: disc inside; margin: 0px; outline: rgb(0, 0, 0); padding: 0px; vertical-align: baseline;">Η προσευχή θα αποκτήσει άλλη βάση: θα θεωρηθεί πραγματική και αποτελεσματική.</li>
<li style="border: 0px; list-style: disc inside; margin: 0px; outline: rgb(0, 0, 0); padding: 0px; vertical-align: baseline;">Η υλοποίηση της επιθυμίας θα συζητηθεί ως ένα πραγματικό φαινόμενο.</li>
<li style="border: 0px; list-style: disc inside; margin: 0px; outline: rgb(0, 0, 0); padding: 0px; vertical-align: baseline;">Οι Άνθρωποι θα ξανακερδίσουν την επαφή με την ψυχή τους.</li>
<li style="border: 0px; list-style: disc inside; margin: 0px; outline: rgb(0, 0, 0); padding: 0px; vertical-align: baseline;">Τα
άτομα θα βρουν τις απαντήσεις στα πιο βαθιά τους πνευματικά ερωτήματα
εσωτερικά. Θα πιστέψουν στις προσωπικές τους απαντήσεις και θα ζήσουν
ανάλογα.</li>
<li style="border: 0px; list-style: disc inside; margin: 0px; outline: rgb(0, 0, 0); padding: 0px; vertical-align: baseline;">Θα αναπτυχθούν καινούργιες πνευματικές και ταυτόχρονα ακτιβιστικές κοινότητες.</li>
<li style="border: 0px; list-style: disc inside; margin: 0px; outline: rgb(0, 0, 0); padding: 0px; vertical-align: baseline;">Οι γκουρού και άλλες «πνευματικές αυθεντίες» θα αρχίσουν να χάνουν την επιρροή τους.</li>
<li style="border: 0px; list-style: disc inside; margin: 0px; outline: rgb(0, 0, 0); padding: 0px; vertical-align: baseline;">Οι σοφές παραδόσεις θα αγκαλιάσουν τις μεγάλες πνευματικές διδασκαλίες μέσα στην καρδιά της οργανωμένης θρησκείας.</li>
<li style="border: 0px; list-style: disc inside; margin: 0px; outline: rgb(0, 0, 0); padding: 0px; vertical-align: baseline;">Η πίστη πλέον δεν θα θεωρείται ως μια παράλογη αναχώρηση από τη λογική και την Επιστήμη.</li>
<li style="border: 0px; list-style: disc inside; margin: 0px; outline: rgb(0, 0, 0); padding: 0px; vertical-align: baseline;">Οι πόλεμοι θα ελαττώνονται, ενώ η ειρήνη θα γίνεται όλο και περισσότερο μια κοινωνική πραγματικότητα.</li>
<li style="border: 0px; list-style: disc inside; margin: 0px; outline: rgb(0, 0, 0); padding: 0px; vertical-align: baseline;">Η Φύση θα ξανακερδίσει τις ιερές της αξίες.</li>
</ul>
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Εκατομμύρια άνθρωποι ήδη
ενσωματώνουν αυτές τις τάσεις και ιδέες μέσα στις ζωές τους.
Συμμορφώνονται από τις αξίες της νέας πνευματικότητας. Τα γεγονότα
μπορεί να κρύβουν την εκτεταμένη επανάσταση των πνευματικών αξιών, αλλά
τα εξωτερικά γεγονότα πάντα ήταν ο φτωχός οδηγός για το τι συμβαίνει στο
επίπεδο της ψυχής.</div>
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© Deepak Chopra</div>
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</div>
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Δείτε και το νέο site της Βεντάντα: <a href="http://www.vedanta.gr/">http://www.vedanta.gr/</a></div>
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<a href="http://zenithmag.files.wordpress.com/2011/02/einstein-imagine-no-religion.jpg"><img alt="" class="aligncenter size-full wp-image-1757" height="242" src="http://zenithmag.files.wordpress.com/2011/02/einstein-imagine-no-religion.jpg?w=614&h=373" title="Einstein-imagine-no-religion" width="400" /></a></div>
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Πηγή: <a href="http://strange-omniverse.blogspot.com/2012/08/blog-post_26.html#ixzz24pgiQKzD" style="color: #003399;">http://strange-omniverse.blogspot.com/2012/08/blog-post_26.html#ixzz24pgiQKzD</a></div>
Morgana (Ευρυνόμη)http://www.blogger.com/profile/16668093258388855646noreply@blogger.com0tag:blogger.com,1999:blog-9051260986276888234.post-21027686601657494392012-08-09T19:37:00.000+03:002012-08-09T21:06:54.862+03:00O πλανήτης Αφυπνίζεται<div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;">
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Αυτή την εποχή, το Πνεύμα χρειάζεται άντρες και γυναίκες που θα αφιερώσουν εκατό τοις εκατό τον εαυτό τους και τους εγκόσμιους πόρους που έχουν στη διάθεσή τους, στην επιμόρφωση και τη θεραπεία του ανθρώπινου κόσμου, στην αφύπνιση της Χριστικής Συνειδητότητας στο νου και στην καρδιά όλων. Σ' εκείνους που δίνουν, δίνει και το Πνεύμα, ώστε να μπορούν να δώσουν ακόμη περισσότερα. Μέσα από αυτούς διοχετεύει τα δώρα Του: όλα όσα χρειάζονται για να μεταμορφωθεί ο ανθρώπινος κόσμος σε ένα χαρμόσυνο χώρο νέας δημιουργίας. Τα δώρα Του είναι φτιαγμένα για να δίνονται μέσα από τους ενσαρκωμένους ανθρώπους.</div>
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Μην παραδίνετε τον έλεγχο των πόρων σας σε έναν μοναδικό ηγέτη. Χρησιμοποιείστε τον πλούτο σας σοφά, λίγο εδώ και λόγο εκεί, στηρίζοντας τους ανθρώπους που φέρνουν φως και καλή θέληση στον κόσμο. Δημιουργείστε τα δικά σας εκπαιδευτικά προγράμματα. Μη δίνετε ενέργεια με καμία μορφή σ' εκείνους που διαρκώς παλεύουν: γιατί αν και μπορεί να έχουν τις καλύτερες προθέσεις, ο τρόπος με τον οποίο προσεγγίζουν την αλλαγή είναι ξεπερασμένος και αναποτελεσματικός. Αν κληθείτε να δουλέψετε με τέτοιους ανθρώπους, βοηθήστε τους να συνδεθούν με το Πνεύμα. Αυτό, θα τους δείξει έναν καλύτερο τρόπο.</div>
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Οι άνθρωποι πρέπει να καταλάβουν τι είναι οι πολικές συγκρούσεις: μορφές που ενσωματώνουν καταστροφικές ενέργειες. Το κακό ανθίζει εκεί όπου το πολεμούν. Μειώνεται εκεί όπου υπάρχει εκπαίδευση, ευλογία, τιμιότητα, ειλικρίνεια, καλή θέληση και, πάνω απ' όλα, αγάπη. Είναι απορίας άξιο γιατί αυτή η τόσο κοινή σοφία που κατέχουν τα πουλιά και τα φυτά δεν έχει βρει μεγαλύτερη έκφραση στους ανθρώπινους πολιτισμούς. Γιατί ποιο πουλί δεν γνωρίζει την κατεύθυνση του ανέμου και ποιο χωράφι με σιτηρά δε σκύβει με χάρη μπροστά στην κατεύθυνση των εποχών; Οι θύλακοι της ανθρώπινης ψευδαίσθησης δε θα υπάρχουν για πολύ. Καθημερινά είναι όλο και πιο δύσκολο για την ατιμία και την ανειλικρίνεια να αντισταθεί στη ροή των όλο και πιο ισχυρών ενεργειών του Πνεύματος. Γιατί, όσο ποτέ άλλοτε, αυτή η εποχή είναι δική Του εποχή.<br />
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Εκείνοι που καταλαβαίνουν καλύτερα αυτές τις εποχές είναι εκείνοι που προσφέρουν τη μεγαλύτερη ίαση και ευλογία σ' αυτές. Αφήστε τις γήινες συμφωνίες να αντικατοπτρίσουν το πνεύμα του ιερού ανθρώπινου τραγουδιού. Αφήστε την καρδιά σας να είναι ανοιχτή στην αγάπη. Ο χρόνος για τα μεγαλύτερα έργα έφτασε. Μέσα από εκείνους που αποδείχνουν ότι έχουν την πρακτική ικανότητα να πετύχουν τη μεγαλύτερη θεραπεία, διδασκαλία και ευλογία, θα διοχετευθεί ο πλούτος αυτού του κόσμου. Εκείνοι που είναι στην υπηρεσία του Πνεύματος ανταμείβονται καλά: δεν υπάρχει ανάγκη για αυστηρούς και ασκητικούς τρόπους ζωής.<br />
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Όμως η ροή πρέπει να είναι συνεχής. Οι υπερβολικές ανέσεις αποτελούν έναν κίνδυνο. Μην αφήσετε τις ανέσεις σας να γίνουν υπερβολικές και μη ισορροπημένες, γιατί όπου συμβαίνει αυτό υπάρχει μια απόφραξη και όχι ένα κανάλι, και οι ευλογίες δεν μπορούν να περάσουν πια στον κόσμο.<br />
Όταν καλείται κάποιος να διαχειριστεί τους πόρους ενός πλανήτη, δεν του ανατίθεται αυτή η αποστολή για να διοχετεύσει τα πλούτη στις δικές του προσωπικές απολαύσεις, αλλά για να πάρει ό,τι χρειάζεται για τον εαυτό του και να αφιερώσει όσο το δυνατόν περισσότερα στο μεγάλο έργο της επιμόρφωσης και της θεραπείας.<br />
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Αυτά τα τελευταία λίγα χρόνια πριν η Αλήθεια γίνει φανερή σε όλους, πρέπει να είστε φιλεύσπλαχνοι μ' εκείνους που καταφεύγουν στις παλιές δομές του φόβου. Μην τους επιτίθεστε και μην τους καταδικάζετε. Πολλοί απ' αυτούς θα δέχονταν τους δρόμους της αγάπης, θα αναθεωρούσαν τους τρόπους λειτουργίας των επιχειρήσεών τους, θα άλλαζαν την πορεία ολόκληρων εθνών, αν δεν υπήρχαν οι συνεχείς επικρίσεις των υποτιθέμενων δίκαιων. Εκείνοι που επιτίθενται αποτελούν ένα μέρος του προβλήματος κι όχι ένα μέρος της λύσης του. Πιέζουν τα ζητήματα εκβιαστικά και χωρίς αγάπη και με αυτόν τον τρόπο δημιουργούν ισχυρές και άκαμπτες στάσεις από τη μία ή την άλλη πλευρά κάποιου φανταστικού φράχτη. Ενθαρρύνουν απόλυτες θέσεις, δηλώσεις και συμπεριφορές που μετά είναι πολύ δύσκολο ν' αλλάξουν. Αυτοί οι άνθρωποι δεν είναι ειρηνοποιοί. Όπου ο φόβος τιμάται σαν θεός, δημιουργούνται κακά στον κόσμο, αλλά η επίθεση δεν πρόκειται να τα αλλάξει. Εκείνοι που επιτίθενται - αν επιμείνουν - γίνονται οι ίδιοι αυτό που επικρίνουν.<br />
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Είναι πάντα αλήθεια ότι εκείνοι που αγαπούν καταλαβαίνουν, αλλά αυτό δε σημαίνει ότι πρέπει να κοιτάζετε αφ' υψηλού εκείνους που..<br />
αγωνίζονται για να διατηρήσουν τα παλιά πρότυπα.<br />
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ΕΙΝΑΙ ΠΡΟΣ ΤΟ ΣΥΜΦΕΡΟΝ ΚΑΘΕ ΑΝΘΡΩΠΟΥ ΝΑ ΜΟΡΦΩΘΕΙ. Η συμμετοχή στη συνειδητότητα του Ενός που δημιούργησε όλους τους ήλιους στους ουρανούς είναι η μεγαλύτερη χαρά, η υψηλότερη ενέργεια, η πιο αληθινή απόλαυση. Θα διδάξετε καλύτερα εκεί όπου εμπνέετε τους άλλους να βιώσουν μια τέτοια εμπειρία. Να το θυμάστε αυτό και να μη διστάζετε να μιλήσετε. Εκεί όπου σας καλούν, έχετε δύναμη. Προσφέρετε τις αντιλήψεις σας μόνο εκεί που σας καλωσορίζουν. Όπου δεν υπάρχει πρόσκληση, μην πάτε. Αλλά όπου υπάρχει το καλωσόρισμα, όπου οι καρδιές είναι ανοιχτές, εκεί το Όραμα θα λάμψει και η Αλήθεια θα γίνει γνωστή.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDCZqP0g6-8k53on0aRrG8VXncFzIMVa8oSYBL5IW-3ol7AXj1KVd2SLm0fdEYZur-2568qCxhphJKoCn4A6gp81k2-dyEQQ5NVmtXHrDcS5d_D6d2YrL5ceM-7Ejnm0oczyixolF3IeQ/s1600/Awareness+choice.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" kda="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDCZqP0g6-8k53on0aRrG8VXncFzIMVa8oSYBL5IW-3ol7AXj1KVd2SLm0fdEYZur-2568qCxhphJKoCn4A6gp81k2-dyEQQ5NVmtXHrDcS5d_D6d2YrL5ceM-7Ejnm0oczyixolF3IeQ/s320/Awareness+choice.jpg" width="320" /></a></div>
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<span style="font-size: x-small;">Πηγή: thesecretrealtruth.blogspot.com</span></div>Morgana (Ευρυνόμη)http://www.blogger.com/profile/16668093258388855646noreply@blogger.com0tag:blogger.com,1999:blog-9051260986276888234.post-10031933243406226172012-05-27T11:30:00.000+03:002012-05-27T11:30:01.792+03:00Ελλάδα Παγκόσμιος Ηγέτης Στην Αλλαγή / Μεταμόρφωση<br />
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<img alt="Έλληνες,Ελλάδα,Παγκόσμιος Ηγέτης,Αλλαγή,Μεταμόρφωση,ellines,ellada,pagkosmios igetis,allagi,metamorfosi" height="320" src="http://images.inews.gr/116/ellines--ellada-pagkosmios-igetis-stin-allagi--metamorfosi.jpg" style="border: 0px; font-style: inherit; margin: 0px; padding: 0px; vertical-align: baseline;" width="240" /></div>
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<span style="color: black;"><span style="font-family: 'Trebuchet MS', sans-serif;"><i><b>Καλημέρα φίλοι μου.</b></i></span></span></div>
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<span style="color: black;"><span style="font-family: 'Trebuchet MS', sans-serif;"><i><b>Μου στάλθηκε το παρακάτω μήνυμα του Κοέν για την Ελλάδα. Τα λέει με το όνομά τους την ουσία τους και καιρός να το αντιληφθούμε πραγματικά! Και να το πραγματοποιήσουμε από δω και πέρα! ΔΙαβάστε το και καλή αφομοίωση!</b></i></span></span></div>
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<span style="color: black;"><span style="font-family: 'Trebuchet MS', sans-serif;"><span style="font-size: xx-small;"><br /></span></span></span><span style="color: black;"><span style="font-family: 'Trebuchet MS', sans-serif;"><i><b>Ένα
μήνυμα εμπιστοσύνης στους Έλληνες από
τον Άλαν Κοέν-ψυχολόγο, συγγραφέα</b></i></span></span></div>
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<span style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 16px; line-height: normal;">Το </span><a href="http://el.wikipedia.org/wiki/%CE%88%CE%BB%CE%BB%CE%B7%CE%BD%CE%B5%CF%82" style="color: #00bf90; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 16px; line-height: normal; text-decoration: none;" target="_blank">έθνος της Ελλάδας</a><span style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 16px; line-height: normal;"> έχει γίνει το επίκεντρο της προσοχής του κόσμου ολόκληρου. Τα μάτια όλων είναι στραμμένα στην κυβέρνηση της Ελλάδας και σ' εσάς τους Έλληνες, για να δουν πώς θα διαχειριστείτε τις σημαντικές προκλήσεις που αντιμετωπίζετε. Για μία ακόμα φορά, η Ελλάδα βρίσκεται στο προσκήνιο του πεπρωμένου της ανθρωπότητας, χαρτογραφώντας το μονοπάτι που οδηγεί μπροστά. Οι πράξεις σας και η συμπεριφορά σας θα ανοίξουν το δρόμο που θα ακολουθήσουν άλλα έθνη και άλλοι λαοί.</span><br /><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-weight: bold;"><br /></span></div>
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<span style="color: black;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;"><span style="background-color: white;">Επειδή
συγκαταλέγω τους Έλληνες ανάμεσα στους
πιο αγαπημένους αδελφούς και αδελφές
μου, θα ήθελα να σας προσφέρω κάποιες
προοπτικές που ελπίζω ότι θα σας βοηθήσουν
να κινηθείτε με χάρη μέσα από αυτή
την </span></span></span></span><a href="http://www.en-gr.com/index.php/el/oikonomiakaipolitiki/politikesproektaseis/458-iceland-crisis" target="_blank"><span style="color: #00bf90;"><span style="text-decoration: none;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;"><span style="background: #ffffff;">κρίση</span></span></span></span></span></a><span style="color: black;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;"><span style="background-color: white;"> και
να βγείτε θριαμβευτές. Μετά από πολλά
χρόνια δουλειάς με ανθρώπους και ομάδες
που στέκονταν σε κρίσιμα σταυροδρόμια,
έχω γίνει ένα είδος ειδικού στη διαχείριση
κρίσεων, κυρίως στην πνευματική διάσταση
της ζωής.</span></span></span></span></div>
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<span style="color: black;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;"><span style="background-color: white;">Για
να ξεκινήσετε, επαναπροσδιορίστε την
κατάσταση που βρίσκεται μπροστά σας ως
θετική ευκαιρία. Όπως σας έχουν πει, η
κινεζική λέξη για την "κρίση"
προέρχεται από δύο άλλες λέξεις:
"κίνδυνος" και "ευκαιρία". Και
ναι, υπάρχει κίνδυνος, και ναι, υπάρχει
ευκαιρία. Όσο μεγαλύτερος ο κίνδυνος,
τόσο σπουδαιότερη η ευκαιρία. Αντί να
βλέπετε την οικονομική και πολιτική
κατάσταση σαν τοίχο, θεωρήστε την ως
πόρτα. Όταν ανακαλύψετε την πόρτα και
τη διαβείτε, τότε θα περάσετε, στην άλλη
πλευρά και θα ζήσετε μια πιο πλούσια
ζωή.</span></span></span></span></div>
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<span style="color: black;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;"><span style="background-color: white;">Το 2012 και
τα αμέσως επόμενα χρόνια είναι χρόνια
τεράστιας μεταμόρφωσης / αλλαγής.
Πολλά από τα παλιά συστήματα της οικονομίας,
της θρησκείας, της εκπαίδευσης, των
επιχειρήσεων, της πολιτικήςκαι άλλων
θεσμών, που κάποτε θεωρούνταν σταθερά,
στερεά και αξιόπιστα, τώρα γκρεμίζονται.
Διαλύονται επειδή έχουν γίνει
δυσλειτουργικά. Δεν εξυπηρετούν το
σκοπό για τον οποίο δημιουργήθηκαν
αρχικά και δεν βοηθούν τους ανθρώπους
που τα χρειάζονται.</span></span></span></span></div>
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<span style="color: black;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;"><span style="background-color: white;">Δεν
μιλώ μόνο για την ελληνική οικονομία,
αλλά και για την παγκόσμια, έτσι όπως
έχει καταλήξει να είναι. Όταν οι άνθρωποι
και οι θεσμοί είναι υγιείς και
ευθυγραμμισμένοι με την ακεραιότητα,
τότε αναπτύσσονται και ευημερούν. Όταν
τα συστήματα δεν είναι ευθυγραμμισμένα
με την υπηρεσία, η δύναμη της ζωής τα
έχει εγκαταλείψει και πρέπει να
καταρρεύσουν και να πεθάνουν, για το
κοινό καλό.</span></span></span></span></div>
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<span style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 16px; line-height: normal;">Εάν δεν αναγνωρίσετε ότι υπάρχει ένας καλύτερος τρόπος για να ζήσετε, θα φοβάστε και θα αντιστέκεστε στα συστήματα που πεθαίνουν. Θα γαντζώνεστε σε αυτά, συνεχίζοντας την προσπάθεια να τα διορθώσετε, και θα αγωνίζεστε να τα κρατήσετε ζωντανά. <b>(!)</b></span><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-weight: bold;"><br /></span></div>
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<b><br />
</b></div>
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<span style="color: black;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;"><span style="background-color: white;">Αλλά
αν ένα σύστημα δεν βρίσκεται
σε αρμονία με την καλοσύνη ή
την αποτελεσματικότητα, ή αν έχει
χρησιμοποιηθεί με καταχρηστικό τρόπο
και έτσι δεν εξυπηρετεί πλέον το
μεγαλύτερο καλό της πλειονότητας, τότε
το καλύτερο που θα μπορούσε να συμβεί
είναι να καταρρεύσει.</span></span></span></span></div>
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<b><br />
</b></div>
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<b><br />
</b></div>
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<span style="color: black;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;"><span style="background-color: white;">Το
κλειδί για να κυριαρχήσετε σε αυτή την
κατάρρευση είναι να ανυψώσετε το όραμά σας
έτσι ώστε να δείτε έναν καλύτερο τρόπο
που μπορεί να αντικαταστήσει αυτό το
σύστημα, και στη συνέχεια να επικεντρώσετε
όλη σας την προσοχή στο θετικό σημείο
όπου πρόκειται να πάτε και όχι στο
αρνητικό σημείο από το οποίο προέρχεστε.
Μερικές φορές χρειάζεται να αηδιάσουμε
εντελώς με τον τρόπο που ζούμε, ώστε να
αποκτήσουμε ένα ισχυρό κίνητρο για να
βρούμε έναν καλύτερο τρόπο. "Ο πόνος
σπρώχνει, ενώ το όραμα έλκει".</span></span></span></span></div>
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<b><br />
</b></div>
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<b><br />
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<span style="color: black;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;"><span style="background-color: white;">Αυτή
τη στιγμή, απαιτούνται
βαθιά πίστη και εμπιστοσύνη.
Χρειάζεται να εμπιστευθείτε την ευρύτερη
εικόνα της ζωής, το βαθύτερο επίπεδο
της <b>αλλαγής / μεταμόρφωσης,</b> περισσότερο
από το επιφανειακό επίπεδο του "φαίνεσθαι".</span></span></span></span></div>
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<b><br />
</b></div>
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<b><br />
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<span style="color: black;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;"><span style="background-color: white;">Όλοι
οι μεγάλοι πνευματικοί δάσκαλοι μας
παροτρύνουν να μην ξεγελιόμαστε από τα
φαινόμενα, που είναι πάντα παραπλανητικά.
Πίσω από τα φαινόμενα, η πραγματικότητα
του πνεύματος παραμένει ακλόνητη και
σταθερή. Ακόμη και αν τα φαινόμενα
δείχνουν έλλειψη, το Σύμπαν έχει αφθονία.
Η φύση κινείται πάντα προς τη
μεγαλύτερη ευημερία.</span></span></span></span></div>
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</b></div>
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<b><br />
</b></div>
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<span style="color: black;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;"><span style="background-color: white;">Αν
μπορέσετε, σε μια εποχή εξωτερικής
αλλαγής, ακόμη και χάους, να παραμείνετε
πιστοί στην εσώτερη γαλήνη και την
εμπιστοσύνη, τότε θα αποκτήσετε βαθιά
πνευματική γνώση. Είναι εύκολο να είμαστε
χαλαροί και χαρούμενοι όταν τα πράγματα
πηγαίνουν καλά. Αλλά όταν έρχονται
δύσκολες εποχές, τότε είναι η στιγμή να
αποδείξουμε τους νόμους του Σύμπαντος
και να επιτύχουμε αληθινή πνευματική
εξέλιξη.</span></span></span></span></div>
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<b><br />
</b></div>
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<span style="color: black;"><b><span style="background: #ffffff;"></span></b></span></div>
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<span style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 16px; line-height: normal; text-align: left;">Ως άτομα και ως μέρος της συλλογικής συνείδησης του ελληνικού έθνους και ολόκληρου του κόσμου, έχετε "εγγραφεί" σε αυτή την εμπειρία. Έχουμε ένα "συμβόλαιο ψυχής", να αντιμετωπίσουμε και να κατακτήσουμε αυτά τα ζητήματα. Σας συγχαίρω για το θάρρος σας να εισέλθετε σε ένα χώρο σκοτεινό για να τον φωτίσετε. Το φως που λάμπει στο σκοτάδι είναι πολύ πιο ισχυρό από το φως που λάμπει ανάμεσα σε άλλα φώτα. Αυτός είναι ο ρόλος σας τούτη την κρίσιμη στιγμή: μείνετε σε επαφή με το εσώτερο φως σας, ανεξάρτητα με το τι λένε ή τι κάνουν οι άλλοι. Τότε γίνεστε κυριολεκτικά το φως του κόσμου.</span><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 16px; font-weight: bold; line-height: normal; text-align: left;"><br /></span></div>
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<span style="color: black;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;"><span style="background-color: white;">Και
πάλι η Ελλάδα βρίσκεται στο
προσκήνιο της παγκόσμιας αλλαγής.
Ακριβώς όπως οδηγήσατε κάποτε τον κόσμο
στη δημοκρατία, τη γλώσσα,
τον πολιτισμό, την αρχιτεκτονική,
την τέχνη, τη σωματική ευεξία και
τον εορτασμό της ζωής, τώρα καλείστε
να γίνετε ο παγκόσμιος
ηγέτης στην ΜΕΤΑΜΟΡΦΩΣΗ/ΑΛΛΑΓΗ.
Παίρνετε μια δύσκολη κατάσταση και τη
χρησιμοποιείτε για να αναβαθμίσετε την
οικονομία, την κυβέρνηση και το εμπόριο.
Δείχνετε στον κόσμο ότι η πραγματική
οικονομία φροντίζει όλους όσοι συμβάλλουν
σε αυτήν. Λέτε στον κόσμο: "Νοιαζόμαστε
για την ποιότητα της ζωής μας. Πιστεύουμε
ότι υπάρχουν αρκετά για όλους. Εμείς
δεν θα συμβιβαστούμε με μια διαλυμένη
οικονομία. Αξίζουμε το καλύτερο και ΘΑ
ΒΡΟΥΜΕ τον τρόπο να το πετύχουμε". </span></span></span></span></div>
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<span style="color: black;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;"><b><span style="background: #ffffff;"><br /></span></b></span></span></span></div>
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<span style="color: black;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;"><span style="background-color: white;">Και
άλλα έθνη θα ακολουθήσουν την Ελλάδα
στο δρόμο από την κατάρρευση στη θεαματική
πρόοδο, από το "αφήνω άλλους να
αποφασίζουν για τη μοίρα μου" στην
αυτοδιάθεση, από το φόβο στην αγάπη.
Μην περνάτε ούτε μια στιγμή επικρίνοντας
ή κατηγορώντας. Αντί γι' αυτό, εστιάστε
όλη σας την προσοχή και την ενέργεια
στην οικοδόμηση του κόσμου στον οποίο
θέλετε να ζήσετε, έναν κόσμο πολύ πιο
αληθινό και ικανοποιητικό από αυτόν
που σας δόθηκε.</span></span></span></span></div>
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<span style="color: black;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;"><span style="background-color: white;">Οι
προσευχές μου, καθώς και οι προσευχές
πολλών εκατομμυρίων στην Αμερική και
σε ολόκληρο τον κόσμο, είναι μαζί σας.
Είμαστε εσείς. Πιστεύουμε σε εσάς και
αναγνωρίζουμε ότι έχετε τη σοφία και
την καρδιά να γίνετε οι αλχημιστές της
χιλιετίας, μετατρέποντας το μόλυβδο
των κοινότοπων εμπειριών στο χρυσό της
πνευματικής αφύπνισης. Ακόμη και όταν
η κυβέρνησή σας προσπαθεί να βρει τρόπους
για να διαχειριστεί το χρυσό του κόσμου,
εσείς πρέπει να επιδιώξετε να βρείτε
ένα νέο τρόπο να διαχειριστείτε το χρυσό
του πνεύματός σας. Η τράπεζα του
πνεύματος δεν μπορεί ποτέ να εξαντληθεί
ή να χρεοκοπήσει. Ακριβώς εδώ που
βρίσκεστε, ΕΙΣΤΕ πάρα πολύ πλούσιοι.
ΤΩΡΑ είναι η ώρα να κάνετε ανάληψη από
τον εσωτερικό σας τραπεζικό λογαριασμό
και να κάνετε την Ελλάδα, για άλλη μια
φορά, το πλουσιότερο έθνος στη Γη.</span></span></span></span></div>
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<b><br />
</b></div>
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<b><br />
</b></div>
<div align="LEFT" style="line-height: 0.53cm; margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;"><b><span style="background: #ffffff;">Η
αγάπη, οι προσευχές και οι ευλογίες μου
είναι μαζί σας.</span></b></span></span></span></div>
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<br />
</div>
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<br />
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<span style="color: black;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: x-small;"><b><span style="background: #ffffff;">*</span></b></span></span></span><em><span style="color: black;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: x-small;"><span style="font-style: normal;"><b><span style="background: #ffffff;">Ο
Άλαν Κοέν είναι από τους πιο δημοφιλείς
και εμψυχωτικούς ομιλητές-συγγραφείς
της Αμερικής. Είναι ψυχολόγος με Μάστερ
στην εκπαίδευση στις ανθρώπινες σχέσεις.
Τα βιβλία, οι κασέτες και τα μεταμορφωτικά
του σεμινάρια έχουν αγγίξει τις ζωές
εκατομμυρίων ανθρώπων που βρήκαν το
θάρρος να πιστέψουν στον εαυτό τους και
να ακολουθήσουν τα όνειρά τους</span></b></span></span></span></span></em><span style="color: black;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: x-small;"><b><span style="background: #ffffff;">.</span></b></span></span></span></div>
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<span style="color: black;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: x-small;"><b><span style="background: #ffffff;"><br /></span></b></span></span></span></div>
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<span style="color: #003399;"><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: small;"><a href="http://thesecretrealtruth.blogspot.com/2012/05/blog-post_366.html#ixzz1w1ANNX9h">http://thesecretrealtruth.blogspot.com/2012/05/blog-post_366.html#ixzz1w1ANNX9h</a></span></span></span>
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<br />Morgana (Ευρυνόμη)http://www.blogger.com/profile/16668093258388855646noreply@blogger.com1tag:blogger.com,1999:blog-9051260986276888234.post-49153395224243770322012-05-23T17:11:00.000+03:002012-05-23T17:11:47.990+03:00Το παιδί που ήρθε από τον Άρη...<div dir="ltr" style="text-align: left;" trbidi="on">
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Υπάρχουν απίστευτα πράγματα στον κόσμο...το τελευταίο το εντόπισα τυχαία κι ήθελα να το μοιραστώ, αξίζει να το διαβάσετε και να νιώσετε πώς όλα είναι σχετικά και πως όλα αλλάζουν... </div>
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ΜΠΟΡΙΣΚΑ - ΤΟ ΠΑΙΔΙ ΠΟΥ ΗΡΘΕ ΑΠΟ ΤΟΝ ΑΡΗ</div>
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<br />
Κάποιες φορές , μερικά παιδιά , γεννιούνται με εξαιρετικά χαρίσματα και
ασυνήθιστες ικανότητες. Μου ανέφεραν την ιστορία ενός ασυνήθιστου
αγοριού τον Μπόρισκα , από τα μέλη μιας αποστολής σε μια περιοχή που
βρίσκεται βόρεια του Βόλγκογκράντ (Volgograd) , κοινώς λεγόμενη
'Medvedetsakaya gryada'.<br />
«Φαντάσου , νύχτα, ενώ όλοι είμαστε καθισμένοι γύρω από την φωτιά που
είχαμε ανάψει , ένα μικρό αγόρι ( γύρω στα επτά ) να ζητά , ξαφνικά την
προσοχή όλων μας. Το αποτέλεσμα , ήθελε να διηγηθεί σε όλους μας , την
ζωή στον πλανήτη Άρη , τους κατοίκους του τα ταξίδια τους στην Γη , να
μοιραστεί μια μαρτυρία του. <br />
Ακολούθησε σιγή. <br />
Ήταν απίστευτο ! Το μικρό αγόρι με μεγάλα και ζωηρά μάτια άρχισε να
διηγείται μια υπέροχη ιστορία για τον πολιτισμό των κατοίκων του Άρη ,
για τις μεγάλες θεόρατες πόλεις , τα διαστημόπλοιά τους και τις πτήσεις
σε διάφορους πλανήτες , στην υπέροχη χώρα την Λεμουρία , της οποίας
γνώριζε την ζωή σε όλες της τις λεπτομέρειες , μέχρις ότου του συνέβη
να πάει εκεί από τον Άρη, είχε πολλούς φίλους εκεί . <br />
Τα κλαδιά έτριζαν και η ομίχλη της νύχτας σκέπαζε την περιοχή και τον
ουρανό γεμάτο από τα μυριάδες φωτεινά άστρα , όλα είχαν μια ατμόσφαιρα
μυστηρίου. <br />
Η ιστορία του διήρκησε για περίπου μιάμιση ώρα. <br />
Ένα αγόρι ήταν αρκετά έξυπνο να εμπλέξει ένα ολόκληρο έθνος? <br />
Πολλοί μείναμε με το στόμα ανοιχτό από δύο διακριτικά γεγονότα. <br />
Πρώτο από όλα , το αγόρι κατείχε μια πολύ βαθειά και ασυνήθιστη γνώση. Η
νοημοσύνη του ξεπέρναγε κατά πολύ εκείνη ενός οποιουδήποτε άλλου
αγοριού της ηλικίας του , των 7 χρονών. Κανένας καθηγητής στον κόσμο δεν
είναι ικανός να διηγηθεί ολόκληρη την ιστορία της Λεμουρίας και των
κατοίκων της με τις πιο μικρές λεπτομέρειες , όπως έκανε ο Μπόρισκα.<br />
<br />
<a href="http://www.blogger.com/blogger.g?blogID=9051260986276888234" name="more"></a><br />
<br />
Όσο και να ψάξετε δεν θα βρείτε τίποτα απολύτως , για όσον αφορά αυτή την χώρα , σε όλα τα σχολικά βιβλία αυτού του κόσμου.<br />
Η μοντέρνα επιστήμη δεν έχει ακόμα ανακαλύψει καινούργιους πολιτισμούς. <br />
Δεύτερον , όλοι μείναμε έκθαμβοι και γοητευμένοι από το γλωσσάριο αυτού του νέου αγοριού. <br />
Η ιδιαίτερη γνώση του στην ορολογία , στις λεπτομέρειες και γεγονότα του
πλανήτη Άρη και το παρελθόν της Γης , μας γοήτευσε όλους. <br />
« Γιατί η κουβέντα άρχισε σε εκείνο το μέρος ;» , ο μεσολαβητής μου
απήντησε « ίσως γιατί η ατμόσφαιρα ήταν τέτοια , με πολλά άτομα καλά
πληροφορημένα και με ανοιχτό μυαλό». <br />
«Θα μπορούσε να τα είχε επινοήσει ό ίδιος ;» <br />
«Αμφιβάλλω» απάντησε ο φίλος μου. Σε μένα φαινόταν πως αυτό το αγόρι
μοιραζόταν μαζί μας τις προσωπικές του αναμνήσεις περασμένων ζωών. Είναι
αδύνατον να πλάσει τέτοιες εικονικές ιστορίες.. πρέπει να μαθευτούν
στην πραγματικότητα. <br />
Σήμερα , μετά την συνάντησή μου με τους γονείς του Μπόρις και έχοντας
τον τρόπο να γνωρίσω καλύτερα το αγόρι , άρχισα να βάζω σε τάξη πολύ
προσεκτικά όλες τις πληροφορίες που αφορούσαν την υπόθεση. Μπόρισκα ,
γεννήθηκε στο νοσοκομείο της πόλης Volzhskii αλλά ο πραγματικός τόπος
γέννησης είναι η πόλη Zhirnovsk της επαρχίας Volgograd . H ημερομηνία
γέννησης είναι 11 Ιανουαρίου 1996 ) ίσως αυτό το στοιχείο να είναι
χρήσιμο για τους αστρολόγους ).<br />
<br />
Οι γονείς του δείχνουν θαυμάσια άτομα . Η μητέρα του Μπόρισκα , Νadezhda
, είναι δερματολόγος σε δημόσια κλινική . Πήρε το πτυχίο ιατρικής το
1991 στο Volgograd.<br />
Ο πατέρας του μικρού είναι συνταξιούχος στρατιωτικός . Και οι δύο θα
ήταν πάρα πολύ ευτυχισμένοι εάν κάποιος τους βοηθούσε να καταλάβουν τι
κρύβεται πίσω από αυτό το μυστηριώδες φαινόμενο του παιδιού τους. <br />
Το μοναδικό πράγμα που κάνουν είναι να το παρατηρούν και να το μεγαλώνουν . <br />
«Μετά την γέννηση του Μπόρισκα , παρατήρησα πως στήριξε το κεφαλάκι του μόλις όταν ήταν 15 ημερών - θυμάται η μητέρα το.<br />
<br />
Η πρώτη του λέξη ήταν «μπαμπά» μόλις 4 μηνών και αμέσως άρχισε να μιλάει
. Στην ηλικία των 7 μηνών ολοκλήρωσε την πρώτη του φράση « θέλω ένα
καρφί» , αυτή την φράση την είπε μετά που παρατήρησε ένα καρφί στον
τοίχο. Όσο μεγάλωνε τόσο οι διανοητικές του ικανότητες όλο και
ξεπερνούσαν την φυσική και σωματική ανάπτυξή του.<br />
<br />
-Πως εκδηλωνόντουσαν αυτές οι διανοητικές ικανότητες ; ( ερώτηση)<br />
<br />
-Όταν ο Μπόρις ήταν μόλις 1 χρονών , άρχισα να του δίνω λέξεις (
σύστημα του Nikitin) και , μάντεψε λίγο , όταν ήταν ενάμιση χρονών ,
διάβαζε ήδη τις μεγάλες επικεφαλίδες των εφημερίδων . Δεν χρειάστηκε
πολύς χρόνος για να μάθει τα χρώματα και τους διάφορους συνδυασμούς και
στα δύο του χρόνια άρχισε να ζωγραφίζει.<br />
Αμέσως μετά , μόλις έκλεισε τα 2 χρόνια τον πήγαμε στο al day carecenter για νήπια.<br />
Οι δάσκαλοι είχαν μείνει όλοι άφωνοι από τα χαρίσματα του και από τον
ασυνήθιστο τρόπο σκέψης του. Το παιδί είχε μια ασυνήθιστη , μνήμη και
μια απίστευτη ικανότητα στο να συλλέγει νέες πληροφορίες. Οι γονείς του
αμέσως παρατήρησαν πως το παιδί τους λάμβανε πληροφορίες από κάποιο
άλλο μέρος , με δικό του τρόπο. <br />
Κανείς δεν του είχε διδάξει αυτές τις πληροφορίες - θυμάται η μητέρα.
Κάποιες φορές τον έβλεπε να παίρνει την στάση του λοτού και άρχιζε όλες
αυτές τις συζητήσεις. Δεν μπορούσαμε να πιστέψουμε στα αυτιά μας . Πως
μπορεί ένα μωρό να γνωρίζει όλα αυτά. Σύμπαν , ιστορίες ατέλειωτες για
άλλους κόσμους , ουρανούς πολιτισμούς , γαλαξίες, για αυτόν ήταν σαν ένα
καθημερινό μάντρα από τότε που ήταν 2 χρονών.<br />
<br />
Κατόπιν ο Μπόρισκα ήταν εκείνος που μας μίλησε για την προηγούμενή του
ζωή πάνω στον Πλανήτη Άρη , το γεγονός πως ο πλανήτης κατοικούταν αλλά
εξ αιτίας μιας δυνατής καταστροφής , έχασε την ατμόσφαιρά του και ότι
μέχρι την σήμερον ημέρα οι κάτοικοί του είναι αναγκασμένοι να ζουν κάτω
από το έδαφος.<br />
Πριν την καταστροφή , εκτελούσε συχνές πτήσεις στην Γη για εμπορικούς
και ερευνητικούς σκοπούς. Φαίνεται πως Μπόρισκα πέταγε από μόνος του το
διαστημόπλοιό του. Έτσι ακριβώς ήταν κατά την διάρκεια του Λεμούριου
πολιτισμού. Είχε ένα φίλο Λεμούριο που σκοτώθηκε μπροστά στα μάτια του.<br />
<br />
-Μια μεγάλη καταστροφή έπληξε την Γη και μια πελώρια ήπειρος βυθίστηκε .
Κατόπιν , και εντελώς ξαφνικά μια πελώρια πέτρα έπεσε πάνω σε ένα
οικοδόμημα, ο φίλος ήταν εκεί - εξιστορεί ο Μπόρισκα . Δεν μπόρεσα να
τον σώσω. Είναι το πεπρωμένο μας να συναντηθούμε σε αυτή την ζωή.<br />
Το αγόρι ξαναζούσε την σκηνή της πτώσης της Λεμουρίας σαν να ήταν
χθες.Ήταν πολύ θλιμμένος για τον θάνατο του καλύτερού του φίλου και
αισθανόταν ενοχές, σαν να ήταν εκείνος η αιτία του θανάτου του. <br />
Μια μέρα , παρατήρησε ένα βιβλίο στην τσάντα της μητέρας του με τίτλο «
Από πού προερχόμαστε» του Ernst Muldashev . Θα έπρεπε να τον βλέπατε τι
χαρά έκανε με αυτή την ανακάλυψη , έμεινε πολλές ώρες να ξεφυλλίζει το
βιβλίο βλέποντας τις πέτρες των Λεμούριων και τις φωτογραφίες από το
Θιβέτ. Κατόπιν άρχισε να μιλά για την υψηλή διάνοια των Λεμούριων.<br />
<br />
-Η Λεμούρια έπαψε να υπάρχει εδώ και 800.000 χρόνια πριν , του είπα. Οι
Λεμούριοι ήταν ψηλοί 9 μέτρα ! Έτσι δεν είναι ; Πως τα θυμάσαι όλα αυτά
;<br />
<br />
-Εγώ τα θυμάμαι , απάντησε το αγόρι..<br />
<br />
Αργότερα , θυμήθηκε ένα άλλο βιβλίο του Muldashev με τον τίτλο « Η
αναζήτηση της πόλης των Θεών». Το βιβλίο αναφερόταν σε παλιούς τάφους
και πυραμίδες.<br />
Ο Μπόρισκα , δήλωσε πως οι άνθρωποι θα ανακαλύψουν την Γνώση κάτω από
μια πυραμίδα ( όχι την πυραμίδα του Χέοπα ). Αυτή δεν έχει ανακαλυφθεί
ακόμα. <br />
«Η ζωή θα αλλάξει από την στιγμή που θα ανοιχτεί η Σφίγγα» , είπε , και
πρόσθεσε ότι η μεγάλη Σφίγγα έχει ένα μηχανισμό ανοίγματος πίσω από το
αυτί της ( δεν θυμάται όμως με ακρίβεια σε ποιό αυτί και που). Το αγόρι
μιλά επίσης με μεγάλο πάθος και ενθουσιασμό για τον πολιτισμό των Μάγια.
<br />
Κατά αυτόν , εμείς γνωρίζουμε πάρα πολύ λίγα πράγματα για αυτό τον μεγάλο πολιτισμό και τους κατοίκους του.<br />
<br />
Το πιο σπουδαίο και ενδιαφέρον είναι πως , ο Μπόρισκα πιστεύει ότι
πλησίασε ο καιρός για τους «ειδικούς» που θα γεννηθούν στην Γη. Η
αναγέννηση του πλανήτη , πλησιάζει. <br />
Η Καινούργια Γνώση θα είναι σε μεγάλη αναζήτηση , ένας διαφορετικός τρόπος σκέψης των γήινων. <br />
<br />
-Πως γνωρίζεις για αυτά τα χαρισματικά παιδιά και γιατί συμβαίνουν αυτά ; Γνωρίζεις πως ονομάζονται παιδιά Ίντιγκο;<br />
<br />
-Εγώ γνωρίζω πως αυτά ήδη γεννιούνται. Εγώ , όμως , δεν έχω συναντήσει
ακόμη κανένα στην πόλη μου. Ίσως το κορίτσι που λέγεταιYulia Petrova ,
μπορεί να είναι. Είναι η μοναδική που με πιστεύει. Άλλοι γελούν μαζί μου
με τις ιστορίες μου. <br />
Κάτι θα συμβεί στην Γη ; να γιατί αυτά τα παιδιά είναι πολύ σπουδαία. Θα
μπορέσουν να βοηθήσουν τους άλλους ανθρώπους .Οι πόλοι θα αντιστραφούν .
Η πρώτη μεγάλη καταστροφή θα γίνει το 2009 σε μια από τις ηπείρους. Η
επόμενη θα γίνει το 2013 και θα είναι ακόμη περισσότερο καταστρεπτική.<br />
<br />
<br />
-Δεν φοβάσαι για την ζωή σου εξ αιτίας αυτών των καταστροφών ;<br />
<br />
-Όχι , δεν φοβάμαι. Εγώ έχω ήδη ζήσει μια καταστροφή στον Άρη. Ζουν
ακόμη άνθρωποι σαν εμάς εκεί έξω. Μετά τον πυρηνικό πόλεμο, όλα
καταστάφηκαν και κάηκαν. Μερικά από αυτά τα άτομα κατάφεραν να επιζήσουν
. Κατασκεύασαν νοσοκομεία και νέα πολεμοφόδια . Και εκεί έγινε μια
μετατόπιση των ηπείρων , παρόλο που η ήπειρος δεν ήταν τόσο μεγάλη. Οι
Αρειανοί αναπνέουν αέρια στην περίπτωση που έρθουν στην γη θα πρέπει να
είναι κοντά σε σωλήνες αερίου.<br />
<br />
-Προτιμάς να αναπνέεις οξυγόνο ;<br />
<br />
-Από την στιγμή που βρίσκεσαι σε αυτό το σώμα , πρέπει να αναπνέεις
οξυγόνο . Επομένως οι Αρειανοί αισθάνονται αντιπάθεια για αυτή την
ατμόσφαιρα και αυτό τον αέρα , τον αέρα της Γης , γιατί τους προκαλεί
γήρανση.<br />
<br />
Οι Αρειανοί είναι ως επί το πλείστον νέοι , περίπου 30-35 χρονών. Οι γεννήσεις αυξάνονται ετησίως.<br />
<br />
-Μπόρις , για οι δικοί μας διαστημικοί σταθμοί καταστρέφονται πριν ακόμα φτάσουν στον Άρη;<br />
<br />
-Ο Άρης εκπέμπει ένα ειδικό σήμα που τους καταστρέφει και αυτό γιατί αυτοί οι σταθμοί περιέχουν βλαβερές ακτινοβολίες.<br />
Εγώ έμεινα άναυδος από την γνώση αυτών των ακτινοβολιών «Fabos».<br />
Αυτό είναι αλήθεια. Το 1988 ένας κάτοικος του Volzhski Yuri ,
οLushnichenko , ένας άνθρωπος με μεταφυσικές ικανότητες , προσπάθησε να
ειδοποιήσει τους σοβιετικούς leader στο αναπόφευκτο ατύχημα του πρώτου
διαστημικού σταθμού "Fobos 1" και "Fobos 2" Ανάφερε επίσης και αυτό το
είδος ακτινοβολίας , βλαβερή για τον πλανήτη. Βέβαια κανείς δεν τον
πίστεψε.<br />
<br />
-Τι γνωρίζεις για τις πολλαπλές διαστάσεις ; Γνωρίζεις πως δεν μπορείς
να πετάξεις σε ευθείες τροχιές ; αλλά με ελιγμούς μέσα από το
πολυδιάστατο διάστημα;<br />
<br />
<br />
Ο Μπόρισκα<br />
<br />
αμέσως σηκώθηκε όρθιος και άρχισε να μιλά ασταμάτητα για όλα τα όσα
αφορούν τα UFO -ATIA . «Απογειωνόμαστε και προσγειωνόμαστε στην Γη
ταυτόχρονα.» Το αγόρι παίρνει μια κιμωλία και αρχίζει να ζωγραφίζει
ένα οβάλ αντικείμενο πάνω στον πίνακα. «Αποτελείται από 6 στρώματα»,
λέει . Ένα στρώμα 25% - εξωτερικό από ισχυρό μέταλλο , 30% - δεύτερο
στρώμα από ένα είδος γόμα , το τρίτο στρώμα , 30%, ακόμα από μέταλλο
και το 4% το τελευταίο από ένα ειδικό μαγνητικό στρώμα. « Εάν εμείς
φορτίσουμε αυτό το μαγνητικό στρώμα με ενέργεια , αυτές οι μηχανές
(διαστημόπλοια) θα μπορέσουν να πετάξουν οπουδήποτε στο Σύμπαν.<br />
<br />
<br />
-Μπόρισκα , έχεις ειδική αποστολή να εκτελέσεις ; Είσαι
συνειδητοποιημένος; Έθεσα αυτές τις ερωτήσεις τόσο στους γονείς όσο και
στο ίδιο το αγόρι.<br />
<br />
-Η μητέρα του απαντά πως το «φαντάζεται» , «γνωρίζει κάποια πράγματα για
το μέλλον του πλανήτη Γη» και ότι « η πληροφορία αυτή θα παίξει
σημαντικό ρόλο στο μέλλον».<br />
<br />
-Μπόρις , πως τα γνωρίζεις όλα αυτά ;<br />
<br />
- Είναι μέσα μου.<br />
<br />
-Μπόρις , μπορείς να μας πεις γιατί αρρωσταίνουν οι άνθρωποι ;<br />
<br />
<br />
-«H ασθένεια προέρχεται από την ανικανότητα των ανθρώπων να ζήσουν σωστά
και να είναι ευτυχισμένοι. Πρέπει να προσδοκάται και να αποβλέπεται
στον Κοσμικό - Συμπαντικό στόχο και σκοπό. Δεν πρέπει να ανακατεύεστε
με το πεπρωμένο των άλλων γιατί υπάρχει κίνδυνος να τα τινάξετε όλα στον
αέρα». Οι άνθρωποι δεν θα έπρεπε να υποφέρουν εξ αιτίας των λαθών του
παρελθόντος , αλλά να είναι σε επαφή με ότι είναι προδιαγραμμένο για
αυτούς , να προσπαθήσουν να φτάσουν στον στόχο τους και να κινηθούν για
να κατακτήσουν τα όνειρά τους. ( αυτές είναι οι λέξεις που
χρησιμοποιούσε ).<br />
<br />
Πρέπει να είστε περισσότερο επιεικείς , εγκάρδιοι και ευγενικοί. Σε
περίπτωση που κάποιος σας κτυπήσει να αγκαλιάσετε τον εχθρό σας , να
ζητήσετε συγνώμη και να γονατίσετε μπροστά του. Σε περίπτωση που κάποιος
σας μισήσει , να τον αγαπήσετε με όλη σας την αγάπη και να του ζητήσετε
συγχώρεση. Αυτοί είναι οι κανονισμοί της Αγάπης και της Ταπεινότητας.
Ξέρετε γιατί πέθαναν οι Λεμούριοι ; Σε αυτό φταίω και εγώ. Δεν θέλανε
πλέον να αναπτύξουν την Πνευματικότητα . Βγήκαν από τον προκαθορισμένο
δρόμο και μονοπάτι , καταστρέφοντας έτσι την πληρότητα του πλανήτη.<br />
Ο δρόμος της Μαγείας είναι ένας επικίνδυνος δρόμος. <br />
Η Αγάπη είναι η Αληθινή Μαγεία.<br />
<br />
-Πως γνωρίζεις όλα αυτά ;<br />
<br />
-Το γνωρίζω . Kailis<br />
<br />
-Τι είπες ;<br />
<br />
-Είπα «αντίο!». Αυτή είναι η γλώσσα του πλανήτη μου.<br />
<br />
Μπορείτε να παρακολουθήσετε όλη την συνέντευξη του Μπορίσκα παρακάτω .</div>
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<a href="http://ellania.pblogs.gr/2011/03/to-paidi-poy-hrthe-apo-ton-arh.html">Πηγή</a></div>Morgana (Ευρυνόμη)http://www.blogger.com/profile/16668093258388855646noreply@blogger.com0tag:blogger.com,1999:blog-9051260986276888234.post-10163499359462667652012-05-06T20:10:00.000+03:002012-05-06T20:10:57.989+03:00Δυσμενής αστρική συγκυρία την 6η Μαΐου ημέρα των εκλογώνΠροσοχή για απόψε...ανεξάρτητα από το αποτέλεσμα...<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8f3f0WVfLAp_lR4Mf0DeN3ssSvqe4JvNtAIp9BlVilPvwwfF3JzkuuHlDKK36sEz3h4mc4aMWQRoo4wGlUJDGPk3YoCoIv6QA7s4v1Rw8XkI5CF0L8C7FNWkjW7ZZS1Axjn_fOJLXs1Y/s1600/moon.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8f3f0WVfLAp_lR4Mf0DeN3ssSvqe4JvNtAIp9BlVilPvwwfF3JzkuuHlDKK36sEz3h4mc4aMWQRoo4wGlUJDGPk3YoCoIv6QA7s4v1Rw8XkI5CF0L8C7FNWkjW7ZZS1Axjn_fOJLXs1Y/s1600/moon.png" /></a></div>
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</div>
<br />
Την 6η Μαΐου θα συμβεί μια αστρική συγκυρία όμοια με εκείνη που υπήρχε
την ημέρα βύθισης του Τιτανικού, όμοια με την ημέρα του μεγάλου τσουνάμι
στην Ιαπωνία.<br />
Την ίδια μέρα έχουμε τις εκλογικές αναμετρήσεις σε Γαλλία, Ελλάδα και
Σερβία. Όπως είναι φυσικό τα συνομοσιολογικά σενάρια δίνουν και
παίρνουν.<br />
<a href="" name="more"></a><br />
Ουσιαστικά πρόκειται για το φαινόμενο της "σούπερ σελήνης" (super
moon). Η εμφάνισή του είναι συνήθης καθώς η απόσταση της Σελήνης από τη
Γη δεν είναι πάντα η ίδια επειδή η τροχιά της είναι ελλειπτική και
παρουσιάζει διαφοροποιήσεις που οφείλονται στην.......<br />
βαρυτική έλξη που ασκούν πάνω στο Φεγγάρι, η Γη και ο Ήλιος.<br />
<br />
Όταν μια Πανσέληνος συμβαίνει πολύ κοντά στο περίγειο της Σελήνης και η
απόσταση της από τον πλανήτη μας είναι πολύ μικρότερη από το μέσο
περίγειο της τότε έχουμε το φαινόμενο της "σούπερ σελήνης". Αν και κάθε
χρόνο έχουμε 4 έως 6 φορές "σούπερ σελήνη", δεν είναι όλες το ίδιο
ισχυρές, ούτε ως προς την ένταση, ούτε ως προς την διάρκεια της
επίδρασής τους. Αυτός είναι και ο λόγος που το τελευταίο διάστημα
γίνεται μεγάλη συζήτηση για την Πανσέληνο της 6ης Μαΐου 2012 η οποία θα
είναι μία από τις ισχυρότερες των τελευταίων ετών.<br />
<br />
Οι λάτρεις των θεωριών συνωμοσίας δεν πείθονται από τις απόψεις της
NASA και επαναφέρουν τη θεωρεί που θέλει τον Τιτανικό να βυθίστηκε από
μία αντίστοιχη ισχυρή "σούπερ σελήνη"! Μάλιστα, προσθέτουν, ότι η φετινή
περίγειος θα συμβεί λίγες ημέρες μετά τη συμπλήρωση των 100 χρόνων από
το θρυλικό ναυάγιο.<br />
<br />
Η ίδια "σούπερ σελήνη" υπήρχε εκείνη την τραγική μέρα του Μαρτίου, του
2011, όταν ένας φοβερός σεισμός συγκλόνισε την Ιαπωνία και προκάλεσε το
τσουνάμι και πυρηνική καταστροφή. Η Σελήνη τότε βρισκόταν κοντινότερα
προς τη γη κατά 380 χιλιόμετρα. Να ήταν άραγε εκείνη η Σελήνη υπεύθυνη
γι' αυτή τη μεγάλη καταστροφή; <br />
<br />
Μάλιστα οι αστρολόγοι επισημαίνουν πως η πανσέληνος βρίσκει τη Σελήνη
στις 16 μοίρες του Σκορπιού και τον Ήλιο απέναντί της, στις 16 μοίρες
του Ταύρου. Μαζί με τη Σελήνη βρίσκεται και το καθόλου τυχερό αστέρι
Zuben Elgenubi, του αστερισμού του Ζυγού, που έχει μια μάλλον δραματική
φήμη. Η κακή επιρροή αυτού του αστεριού, λέγεται ότι μεγαλώνει, κυρίως
όταν συναντιέται σε γενέθλια ωροσκόπια ατόμων με νυχτερινή γέννηση.
Είναι ένας κακός οιωνός για την υγεία, όταν ο Ήλιος ή η Σελήνη
βρίσκονται σε συζυγία με αυτό το αστέρι κατά τη γέννηση.<br />
<br />
Ακόμα χειρότερα είναι τα πράγματα, όταν απαντάται με τον Κρόνο ή τον
Ποσειδώνα. Ακόμα και η συζυγία με τον ευνοϊκό Δία, θεωρείται ως
πρόβλημα, επισημαίνουν οι ειδικοί. <br />
Παράλληλα προειδοποιούν πως ο Ερμής της 6ης Μαΐου συμβολίζει τα
οικονομικά του λαού, και εφ' όσον βρίσκεται στον δυσμενή 12ο οίκο, του
εγκλωβισμού και της απώλειας, χτυπημένος όπως είναι από τον Κρόνο,
οδηγεί τον λαό σε οικονομικές απώλειες...<br />
<br />
<br />
<br />
<div class="artImage" style="text-align: center;">
<a class="lightbox" href="http://e-volos.gr/images/usrImage2/0207341001336043233.jpg" title="Ίδια αστρική συγκυρία με τσουνάμι και Τιτανικό την Κυριακή των εκλογών!"><img alt="Ίδια αστρική συγκυρία με τσουνάμι και Τιτανικό την Κυριακή των εκλογών!" src="http://e-volos.gr/images/usrImage2//34494/_normal_0229241001336043233.jpg" title="Ίδια αστρική συγκυρία με τσουνάμι και Τιτανικό την Κυριακή των εκλογών!" /></a></div>
<br />
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<i><a href="http://nyxtobaths.blogspot.com/2012/05/6_03.html" target="_blank">Πηγή: nyxtobaths</a></i>Morgana (Ευρυνόμη)http://www.blogger.com/profile/16668093258388855646noreply@blogger.com0tag:blogger.com,1999:blog-9051260986276888234.post-11982408922416995462012-04-29T02:08:00.000+03:002012-04-29T02:08:20.287+03:00Η Πηγή της Μνημοσύνης και η Έξοδος από το ΜάτριξΜου 'κανε κάτι...το παρακάτω βίντεο...<br />
"Μην κρίνετε, ίνα μη κριθήτε..."<br />
<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/deInDT4JIxM" width="420"></iframe>Morgana (Ευρυνόμη)http://www.blogger.com/profile/16668093258388855646noreply@blogger.com1tag:blogger.com,1999:blog-9051260986276888234.post-56977528201698681122012-02-15T22:45:00.000+02:002012-02-15T22:45:08.486+02:00Η Ιστορία του Ορειβάτη<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: center;">
<img alt="" height="239" src="data:image/png;base64,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" 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Μια αλληγορία που εκφράζει κι αυτό ακριβώς χρειάζεται να κάνουμε στην παρούσα φάση....</div>
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Κάποιες φορές, ζωή είναι να παρατάς αυτό που κάποτε σε έσωσε...</div>
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Ήταν
μια φορά ένας ορειβάτης και επιχειρούσε μια πολύ δύσκολη αναρρίχηση σε
ένα βουνό με έντονη χιονόπτωση. Πέρασε τη νύχτα μαζί με τους άλλους στο
καταφύγιο. Το πρωί το χιόνι έχει σκεπάσει για τα καλά το βουνό, πράγμα
που κάνει την αναρρίχηση ακόμη πιο δύσκολη. Δεν θέλει, όμως, να γυρίσει
πίσω κι έτσι, όπως μπορεί, με μεγάλη προσπάθεια και θάρρος, συνεχίζει
την αναρρίχηση, συνεχίζει να σκαρφαλώνει στο απόκρημνο βουνό. Μέχρι που
κάποια στιγμή, ίσως από κακό υπολογισμό, ίσως γιατί η κατάσταση ήταν
πραγματικά δύσκολη, πάει να στερεώσει στον πάσσαλο το σχοινί ασφαλείας
και του γλιστράει ο γάντζος. Ο ορειβάτης γκρεμίζεται… αρχίζει να
κατρακυλάει στο βουνό χτυπώντας άγρια στα βράχια ενώ το χιόνι πέφτει
πυκνό…</div>
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Από μπροστά του βλέπει να περνάει όλη
του η ζωή. Κλείνει τα μάτια περιμένοντας το χειρότερο, και ξαφνικά,
νιώθει στο πρόσωπό του ένα χτύπημα από σχοινί. Χωρίς καθόλου να σκεφτεί,
πιάνεται από το σχοινί με μια ενστικτώδη κίνηση. Ποιος ξέρει… Το σχοινί
αυτό μπορεί να έμεινε εκεί κρεμασμένο από κάποιον πάσσαλο… κι αν είναι
έτσι, θα μπορέσει να τον κρατήσει και να σταματήσει την πτώση του.</div>
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Κοιτάζει
προς τα πάνω αλλά το μόνο που βλέπει είναι η χιονοθύελλα και το πυκνό
χιόνι που πέφτει πάνω του. Τα δευτερόλεπτα μοιάζουν αιώνες σΆ αυτό το
κατρακύλισμα που γίνεται όλο και πιο γρήγορο και μοιάζει να μην
τελειώνει… Ξαφνικά, το σχοινί τινάζεται και νιώθει αντίσταση. Ο
ορειβάτης δε βλέπει τίποτε, ξέρει όμως ότι προς το παρόν έχει σωθεί. Το
χιόνι πέφτει ασταμάτητα, κι αυτός εκεί, δεμένος με το σχοινί, μέσα στο
φοβερό κρύο, κρεμασμένος από ένα κομμάτι λινάρι, που τον κρατάει γερά
για να μην τσακιστεί πέφτοντας στη χαράδρα ανάμεσα στα βουνά.</div>
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Προσπαθεί
να δει τι υπάρχει γύρω του, αλλά μάταια δεν ξεχωρίζει τίποτε. Φωνάζει
δυο-τρεις φορές, αλλά καταλαβαίνει ότι δεν υπάρχει περίπτωση να τον
ακούσει κανείς. Η πιθανότητα να σωθεί είναι απειροελάχιστη. Και να δουν
ότι λείπει, δεν θα μπορέσει κανείς νΆ ανέβει να ψάξει γιΆ αυτόν πριν
σταματήσει η χιονοθύελλα, αλλά και τότε ακόμη, πως να ξέρουν ότι
βρίσκεται κρεμασμένος στο γκρεμό;</div>
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Αντιλαμβάνεται ότι αν δεν κάνει κάτι γρήγορα, αυτό θα είναι το τέλος του.</div>
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Όμως τι να κάνει;</div>
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Θα
μπορούσε ίσως να σκαρφαλώσει προς τα πάνω και να προσπαθήσει να φτάσει
στο καταφύγιο, αμέσως όμως καταλαβαίνει πως κάτι τέτοιο είναι αδύνατον.
Ξαφνικά… ακούει μια φωνή μέσα του που του λέει “λύσου!” Μπορεί να είναι η
φωνή του Θεού, ή η φωνή της εσωτερικής του σοφίας, μπορεί όμως να είναι
κάποιο κακό πνεύμα, ή παραίσθηση… ακούει πάντως τη φωνή να επιμένει
“λύσου, λύσου!”</div>
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Σκέφτεται πως αν λυθεί αυτή τη
στιγμή σίγουρα θα σκοτωθεί. Θα είναι ένας τρόπος για να τελειώσει το
μαρτύριό του. Μπαίνει στον πειρασμό να επιλέξει το θάνατο για να
σταματήσει να υποφέρει. Σαν απάντηση όμως στη φωνή δένεται ακόμη πιο
σφιχτά. Και η φωνή επιμένει “λύσου!… Μη βασανίζεσαι άλλο, δεν έχει νόημα
τόσος πόνος… λύσου!”</div>
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Εκείνος, όμως, δένεται
ακόμη πιο σφιχτά, ενώ πολύ αποφασιστικά λέει μέσα του πως καμμιά φωνή
δεν πρόκειται να τον πείσει να αφήσει αυτό που χωρίς αμφιβολία του έχει
σώσει τη ζωή. Η σύγκρουση αυτή συνεχίζεται για ώρες, ο ορειβάτης όμως
εξακολουθεί να είναι δεμένος μΆ αυτό που νομίζει πως είναι η μοναδική
του δυνατότητα για να σωθεί.</div>
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Ο μύθος λέει ότι
την άλλη μέρα η ομάδα διάσωσης βρήκε τον ορειβάτη μισοπεθαμένο. Η ζωή
του κρεμόταν από μια κλωστή. Ακόμα λίγα λεπτά, και ο ορειβάτης θα είχε
πεθάνει από το κρύο, παγωμένος, και, παραδόξως, δεμένος με το σχοινί
του… σε απόσταση λιγότερο από ένα μέτρο από το έδαφος.</div>
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Καμμιά φορά το να μην εγκαταλείπεις κάτι είναι θάνατος.</div>
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Κάποιες φορές, ζωή είναι να παρατάς αυτό που κάποτε σΆ έσωσε.</div>
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Να
αφήνεις πίσω τα πράγματα που μαζί τους είσαι δεμένος σφιχτά, επειδή
νομίζεις ότι αν τα κρατήσεις θα σε σώσουν από την κατάρρευση.</div>
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Όλοι
έχουμε αυτήν την τάση να δενόμαστε σφιχτά με ιδέες, πρόσωπα και
καταστάσεις. Δενόμαστε με ανθρώπους, με χώρους, με τόπους γνωστούς,
γιατί είμαστε βέβαιοι πως αυτό είναι το μόνο πράγμα που μπορεί να μας
σώσει. Πιστεύουμε στο “γνώριμο κακό”, όπως λέει ένα γνωστό γνωμικό.</div>
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Και
παρόλο που από διαίσθηση καταλαβαίνουμε ότι το δέσιμο σημαίνει θάνατο,
συνεχίζουμε να μένουμε αγκιστρωμένοι σΆ αυτό που πια δεν μας χρειάζεται,
σΆ αυτό που δεν υπάρχει πια, τρέμοντας τις φανταστικές συνέπειες αν
αποδεσμευτούμε.</div>
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Από το βιβλίο του Χόρχε Μπουκάι: “Ο δρόμος των δακρύων“, εκδόσεις opera/animus.</div>
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" 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</div>Morgana (Ευρυνόμη)http://www.blogger.com/profile/16668093258388855646noreply@blogger.com0tag:blogger.com,1999:blog-9051260986276888234.post-56952572950975318712012-02-07T23:57:00.000+02:002012-02-07T23:57:16.230+02:00Γιατί δεν μπορούμε να "εξοντωθούμε" στην πραγματικότητα..<div dir="ltr" style="text-align: left;" trbidi="on">
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Ένα καλό παράδειγμα από τον Ντέιβιντ Άικ...<br />
Απλά ακούστε πόσο εύκολο είναι να το εφαρμόσουμε....<br />
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</div>Morgana (Ευρυνόμη)http://www.blogger.com/profile/16668093258388855646noreply@blogger.com0tag:blogger.com,1999:blog-9051260986276888234.post-48797502404317323802012-01-07T20:27:00.000+02:002012-01-07T20:27:42.624+02:00Κάρμα και ανθρώπινη ζωή<div class="separator" style="clear: both; color: white; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 13px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrpwXpInAQYjPNo5UcxYC0ClNJr6bH24zRkyVtGsz_bbU-qW74hv617uloKGzFgcY826Iv9VMlUJr3ySKHUmQ0zZeBeSVCeL8rgTBu4Zq__GTHL2zugc3I7R1CVzeueEZG6XjvN4oVqDU6/s1600/Karma-in_001.jpg" imageanchor="1" style="background-color: #fff2cc; color: #0059ff; margin-bottom: 0px; margin-left: 1em; margin-right: 1em; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="_blank"><img border="0" height="138" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrpwXpInAQYjPNo5UcxYC0ClNJr6bH24zRkyVtGsz_bbU-qW74hv617uloKGzFgcY826Iv9VMlUJr3ySKHUmQ0zZeBeSVCeL8rgTBu4Zq__GTHL2zugc3I7R1CVzeueEZG6XjvN4oVqDU6/s400/Karma-in_001.jpg" style="-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-bottom-color: transparent; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-image: initial; border-left-color: transparent; border-left-style: solid; border-left-width: 1px; border-right-color: transparent; border-right-style: solid; border-right-width: 1px; border-top-color: transparent; border-top-left-radius: 0px; border-top-right-radius: 0px; border-top-style: solid; border-top-width: 1px; border-width: initial; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 8px; padding-left: 8px; padding-right: 8px; padding-top: 8px; position: relative;" width="400" /></a></div><span style="background-color: #fff2cc;"><br style="color: white; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 13px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;" /></span><div style="color: white; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 13px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"><span style="background-color: #fff2cc; color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">ΓΕΝΙΚΕΣ ΛΕΙΤΟΥΡΓΙΕΣ ΤΟΥ ΚΑΡΜΑ ΣΤΗΝ ΑΝΘΡΩΠΙΝΗ ΖΩΗ.</span></div><span style="background-color: #fff2cc;"><br style="color: white; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 13px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;" /><span style="color: #999999; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 13px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;">Ο <a href="http://strange-omniverse.blogspot.com/2011/12/blog-post_5000.html" style="color: #0059ff; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="_blank">Νόμος του Κάρμα</a> έχει άμεση επίδραση στην ανθρώπινη ζωή και την πορεία εξέλιξης του, και αν και δεν μπορούμε να γνωρίσουμε τον <a href="http://strange-omniverse.blogspot.com/2011/12/blog-post_5000.html" style="color: #0059ff; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="_blank">Νόμο</a> καθαυτό μπορούμε να γνωρίσουμε την λειτουργία του. Κάθε μία δράση μας στην καθημερινότητα, </span><span style="color: #990000; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 13px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;">κάθε μία σκέψη και συναίσθημα είναι στην ουσία μία απελευθέρωση ενέργειας η οποία θα επιστρέψει στο σημείο από όπου ξεκίνησε.</span><span style="color: #999999; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 13px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;">Ανάλογα με την φύση και την ποιότητα της δράσης ο κάθε άνθρωπος βιώνει ευχάριστα η δυσάρεστα αποτελέσματα. Η ζωή μας αποτελεί μία διαδοχή αιτιών που δημιουργούμε και αποτελεσμάτων που εισπράττουμε σύμφωνα με τον </span><span style="color: #990000; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 13px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;">Νόμο της Δικαιοσύνης και Αρμονίας.</span></span><div style="font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 13px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;"><span style="background-color: #fff2cc; color: white;"><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /></span><a href="" name="more" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"></a><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Η φαινομενική αδικία που αντιλαμβανόμαστε και νομίζουμε ότι επικρατεί στον κόσμο και τις ζωές των ανθρώπων </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">οφείλεται στο ότι βλέπουμε τα αποτελέσματα μεμονωμένα, χωρίς να μπορούμε να διακρίνουμε την αιτία που τα προκάλεσε.</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> Η διδασκαλία του Κάρμα μπορεί να δώσει φως στο αιώνιο ερώτημα του πόνου και της δυστυχίας όπως και την ύπαρξη του κακού. Αν ένας άνθρωπος ο οποίος θεωρείται καλός υποφέρει στην παρούσα ζωή του, </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">απλά ξεπληρώνει κάποια οφειλή που έχει δημιουργήσει σε προηγούμενη ζωή.</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> Το ίδιο και ένας άνθρωπος που ενώ φαίνεται κακός δεν βιώνει πόνο, </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">ξεπληρώνεται από το Κάρμα για κάτι καλό που έχει κάνει στο παρελθόν, ή γιατί έλαβε κακή και άδικη μεταχείριση από τους συνανθρώπους του.</span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /></span><div style="color: white; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"><span style="background-color: #fff2cc;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfoqtu4cm9dJ8f71Zify2iX4BEHY1eejZ5Mz4-x2Y4gQQAMhZEYsVHuNQvXWxIQsLTioPaoGrl5m1BmGvdrxLDM9udiRBJ-vo_b7BuJRYhG5Muxc5f05UDNdmirOiSNh0U5CFx17KZ1duM/s1600/karma.png" imageanchor="1" style="color: #0059ff; margin-bottom: 0px; margin-left: 1em; margin-right: 1em; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="_blank"><img border="0" height="196" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfoqtu4cm9dJ8f71Zify2iX4BEHY1eejZ5Mz4-x2Y4gQQAMhZEYsVHuNQvXWxIQsLTioPaoGrl5m1BmGvdrxLDM9udiRBJ-vo_b7BuJRYhG5Muxc5f05UDNdmirOiSNh0U5CFx17KZ1duM/s320/karma.png" style="-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-bottom-color: transparent; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-image: initial; border-left-color: transparent; border-left-style: solid; border-left-width: 1px; border-right-color: transparent; border-right-style: solid; border-right-width: 1px; border-top-color: transparent; border-top-left-radius: 0px; border-top-right-radius: 0px; border-top-style: solid; border-top-width: 1px; border-width: initial; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 8px; padding-left: 8px; padding-right: 8px; padding-top: 8px; position: relative;" width="320" /></a><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> </span></span></div><div style="color: white; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span style="background-color: #fff2cc; color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /></span></div><div style="color: white; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span style="background-color: #fff2cc;"><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Θα ήταν όμως λάθος να δούμε το Κάρμα ως τιμωρία η ανταμοιβή.</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> Η Θεία δικαιοσύνη μας φέρνει </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">ακριβώς αυτό που μας αξίζει</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">, προσαρμόζοντας μάλιστα έτσι τα πράγματα ώστε αυτό που θα μας έρθει να είναι </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">ότι καλύτερο για να πάρουμε το κατάλληλο μάθημα που χρειαζόμαστε έτσι ώστε να εξελιχθούμε πνευματικά.</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> Επίσης ο Νόμος επειδή ακριβώς λειτουργεί σπρώχνοντας τα όντα σε αυτήν την αναβατική πορεία της εξέλιξης </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">απελευθερώνει την Καρμική αντίδραση όταν το Εγώ είναι σε εκείνη την κατάσταση ώστε να μπορεί να μάθει από την επιστροφή των πράξεων του.</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Οι πράξεις μας λοιπόν </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">είτε επιστρέφονται σύντομα διότι η προσοχή και προσήλωση μας είναι στραμμένες κατάλληλα, είτε παραμένει σε αναστολή μέχρι να έρθουμε σε θέση αντίστοιχη με την φύση της αιτίας.</span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Κάτι άλλο σημαντικό για το <a href="http://strange-omniverse.blogspot.com/2011/12/blog-post_5000.html" style="color: #0059ff; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="_blank">Νόμο</a> που έχει άμεση επίδραση στην ζωή μας είναι </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">η σχέση του με αυτό που ονομάζουμε Μοίρα και ελεύθερη βούληση.</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> Αυτά και τα δύο στοιχεία που </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">φαίνονται εκ πρώτης όψεως αντίθετα και το ένα να αναιρεί το άλλο, ενώνονται μέσα από το Κάρμα. Η Μοίρα είναι το αναπόφευκτο, το αποτέλεσμα που θα εισπράξουμε από παρελθοντικές μας δράσεις. Οι δράσεις αυτές όμως έρχονται από δικές μας επιλογές, ασυνείδητες η συνειδητές.</span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Οπότε ο άνθρωπος </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">όσο πιο συνειδητός είναι στις επιλογές του</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> γνωρίζοντας την λειτουργία του <a href="http://strange-omniverse.blogspot.com/2011/12/blog-post_5000.html" style="color: #0059ff; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="_blank">Νόμου</a>, </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">όσο μεγαλύτερη Σοφία και διαύγεια χρησιμοποιεί για να πάρει τις αποφάσεις του και να δράσει σύμφωνα με αυτές, τόσο πιο ελεύθερος είναι στο να διαμορφώσει την Μοίρα του.</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> Μόνο μέσα από την γνώση του Νόμου μπορεί κάποιος να προσδιορίσει τις πράξεις του και τα αποτελέσματα που αυτές θα φέρουν, </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">γινόμενος έτσι ο Κύριος του εαυτού του της ζωής του και της Μοίρας του.</span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Πρέπει να αντιληφθούμε βαθειά ότι </span><span style="color: #cc0000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">ο άνθρωπος ο ίδιος παράγει τις αιτίες και το Κάρμα προσαρμόζει τα αποτελέσματα σύμφωνα με τους Νόμους της αρμονίας.</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"></span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Αυτός που αγνοεί μένει απορημένος μπροστά στα περίεργα πράγματα που του συμβαίνουν, αποδίδοντας τα στην κακή του τύχη, στις ανεξιχνίαστες οδούς της Θείας πρόνοιας, στην ενέργεια της τυφλής Μοίρας ή σε κάποια απλή σύμπτωση.</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Τίποτα όμως δεν μπορεί να υπάρξει στην ζωή μας που η αφορμή του να μην βρίσκεται στις δικές μας πράξεις.</span></span></div><div style="color: white; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span style="background-color: #fff2cc; color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /></span></div><div style="color: white; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwGtONEhsUouNzKqj7m0xIqdF1140x3F3lHWS0ZkZyYonaLQUFqB0msxPWaaTU7prMVureVw2ppefZpOj-S-bKBpAT6MxCh0prPL8I9Kfo0mB_P9oZKhHk8RcviT_u7VlEKO-J2Ujum_GD/s1600/fkarma_001.jpg" imageanchor="1" style="clear: left; color: #0059ff; float: left; margin-bottom: 1em; margin-left: 0px; margin-right: 1em; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="_blank"><span style="background-color: #fff2cc;"><img border="0" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwGtONEhsUouNzKqj7m0xIqdF1140x3F3lHWS0ZkZyYonaLQUFqB0msxPWaaTU7prMVureVw2ppefZpOj-S-bKBpAT6MxCh0prPL8I9Kfo0mB_P9oZKhHk8RcviT_u7VlEKO-J2Ujum_GD/s200/fkarma_001.jpg" style="-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-bottom-color: transparent; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-image: initial; border-left-color: transparent; border-left-style: solid; border-left-width: 1px; border-right-color: transparent; border-right-style: solid; border-right-width: 1px; border-top-color: transparent; border-top-left-radius: 0px; border-top-right-radius: 0px; border-top-style: solid; border-top-width: 1px; border-width: initial; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 8px; padding-left: 8px; padding-right: 8px; padding-top: 8px; position: relative;" width="200" /></span></a></div><span style="background-color: #fff2cc;"><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Ωστόσο ποτέ δεν είναι αργά για κάποιον να ξεκινήσει την διαδικασία να γίνει ο κύριος της Μοίρας του όσο και αν νοιώθει εγκλωβισμένος σε αυτήν την ατελείωτη διαδοχή αιτιών και αποτελεσμάτων. Αυτό που πρέπει να κάνει για να απελευθερωθεί από αυτήν την κατάσταση είναι </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">να κινητοποιήσει εκείνες τις αιτίες που θα παράγουν πιο επιθυμητά αποτελέσματα</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">, και αυτή είναι μία δυνατότητα που ο άνθρωπος δεν μπορεί να χάσει ποτέ. Επίσης ο τρόπος για να αντιμετωπίσουμε το Κάρμα που έχουμε ίδει δημιουργήσει είναι να αποκτήσουμε μία σωστή στάση προς αυτό. </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Δεν πρέπει να προσπαθούμε να αποφύγουμε το «<b style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">κακό</b>» Κάρμα αλλά να το αποδεχόμαστε όταν αυτό θα έρχεται σαν κάτι το αναπόφευκτο, αντιλαμβανόμενοι ότι με αυτόν τον τρόπο ξεπληρώνουμε κάτι που οφείλουμε στον ίδιο μας τον εαυτό.</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> Δεν πρέπει να αποφεύγουμε κάτι, αλλά </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">να επεξεργαζόμαστε ακριβώς αυτό που βρίσκεται μπροστά μας και να αντλούμε από αυτό την πολύτιμη εμπειρία που έχει να μας δώσει.</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> </span></span></div><div style="color: white; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span style="background-color: #fff2cc;"><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" />Μέσα από όλα αυτά βγαίνουμε στο συμπέρασμα ότι </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">δεν υπάρχει στην ουσία «κακό» ή «καλό» Κάρμα.</span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Αυτό που μας έρχεται είναι πάντα αυτό που δικαιούμαστε και χρειαζόμαστε για να προχωρήσουμε.</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> Η δράση που απελευθερώνουμε θα επανέλθει μπροστά μας δημιουργώντας συχνά ένα πρόβλημα το οποίο καλούμαστε να ξεπεράσουμε, δίνοντας μας έτσι την ευκαιρία να αναπτύξουμε την δύναμη μας. Τα προβλήματα, τα εμπόδια που βιώνουμε στην ζωή μας </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">προέρχονται από εμάς τους ίδιους</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">, </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">έτσι αυτό που πρέπει να πολεμήσουμε και να ξεπεράσουμε πάντα είναι <b style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">ο ίδιος μας ο εαυτός.</b> </span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /></span><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"><span style="background-color: #fff2cc; color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Ο ΣΧΗΜΑΤΙΣΜΟΣ ΤΟΥ ΚΑΡΜΑ</span></div><span style="background-color: #fff2cc;"><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Οι δράσεις του ανθρώπου ξεκινούν κυρίως από το </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><a href="http://strange-omniverse.blogspot.com/2011/09/blog-post_5997.html" style="color: #0059ff; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="_blank">νοητικό του σώμα</a></span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">. </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Ο νους ως βάση της επιθυμίας δίνει το έναυσμα της δράσης στα διάφορα επίπεδα.</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> Σχεδόν όλες οι αιτίες που δημιουργεί ο άνθρωπος σχετίζονται </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">άμεσα με την επίδραση των νοητικών εικόνων ή <a href="http://strange-omniverse.blogspot.com/2011/11/blog-post_1900.html" style="color: #0059ff; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="_blank">σκεπομορφών</a> που απορρέουν από το νοητικό του επίπεδο.</span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Η δόνηση που παράγει η κάθε σκέψη παίρνει μία μορφή χρησιμοποιώντας σαν πεδίο δράσης την νοητική και αστρική ύλη.</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Η καθαυτή νοητική εικόνα μένει στην συνείδηση του δημιουργού, αλλά η δόνηση της απλώνεται στον χώρο προκαλώντας ανάλογους παλμούς και στην αστρική ύλη δημιουργώντας μία αστρική μορφή η οποία είναι εμψυχωμένη από την νοητική ενέργεια.</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> Με αυτόν τον τρόπο δημιουργείται μία </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">στοιχειακή οντότητα η οποία ξεπερνά τα όρια του αστρικού πεδίου του δημιουργού κρατώντας πάντα μία σύνδεση μαζί του επιστρέφοντας την δράση πίσω στην νοητική εικόνα που την δημιούργησε.</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> Η διάρκεια ζωής της αστρονοητικής εικόνας </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">εξαρτάται από την ποιότητα και την ένταση της σκέψης, η εξαφάνιση της όμως δεν επηρεάζει την μονιμότητα της νοητικής εικόνας.</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> Ένα καινούργιο ερέθισμα θα την κάνει να εκδηλώσει ξανά το αστρικό της μέρος. Αυτές οι οντότητες λοιπόν </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">γεμίζουν το περιβάλλον του δημιουργού τους σχεδόν συνεχόμενα, ανάλογα βέβαια με την ένταση της δραστηριότητας του νοητικού του σώματος.</span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /></span><div class="separator" style="clear: both; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijEw_yNhLCbspNnHKUZaDG8pHeXrNWlaivRMYswTRuL2wNpQCSMDKOTprXow5TpIt-ctPYp4TCM21WKxrnosYW1C_SkA30FdCBTS2fo10eKQqe7GjyWBsQo-2shtMgDaTCmnJNzzumTuqe/s1600/Karma-Horoskop-Bild.jpg" imageanchor="1" style="background-color: #fff2cc; color: #0059ff; margin-bottom: 0px; margin-left: 1em; margin-right: 1em; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="_blank"><img border="0" height="229" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijEw_yNhLCbspNnHKUZaDG8pHeXrNWlaivRMYswTRuL2wNpQCSMDKOTprXow5TpIt-ctPYp4TCM21WKxrnosYW1C_SkA30FdCBTS2fo10eKQqe7GjyWBsQo-2shtMgDaTCmnJNzzumTuqe/s320/Karma-Horoskop-Bild.jpg" style="-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-bottom-color: transparent; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-image: initial; border-left-color: transparent; border-left-style: solid; border-left-width: 1px; border-right-color: transparent; border-right-style: solid; border-right-width: 1px; border-top-color: transparent; border-top-left-radius: 0px; border-top-right-radius: 0px; border-top-style: solid; border-top-width: 1px; border-width: initial; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 8px; padding-left: 8px; padding-right: 8px; padding-top: 8px; position: relative;" width="320" /></a></div><span style="background-color: #fff2cc;"><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Αν μία ποιότητα ιδεών χρησιμοποιηθεί πολύ στην γήινη ζωή τότε αυτές οι ιδέες ζουν σε λανθάνουσα κατάσταση μέσα στην ψυχή, αφού </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">οι δονήσεις των σκέψεων δεν κατέρχονται μόνο στα κατώτερα επίπεδα της προσωπικότητας, αλλά ανέρχονται και στο ανώτερο επίπεδο του ανθρώπου, αυτό που ονομάζουμε θυμικό σώμα</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">, και καταγράφονται και εκεί. Οπότε αυτά τα αρχεία </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">θα υπάρχουν σε λανθάνουσα μορφή ακόμη και όταν το εγώ καθαρίσει από τα κατώτερα σώματα κατά την μετά θάνατον ζωή του.</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> Ενώ λοιπόν </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">τα αστρικά υλικά που έχουν δημιουργήσει οι νοητικές εικόνες χάνονται σταδιακά όσο το εγώ ανέρχεται στα ανώτερα επίπεδα, αυτές μένουν σαν εικόνες οι οποίες, κατά την νέα κάθοδο του εγώ στην ύλη, θα προβληθούν τραβώντας τα καρμικά υλικά που τους χρειάζονται για να εκδηλωθούν ξανά στα κατώτερα επίπεδα της προσωπικότητας.</span></span></div><div style="color: white; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span style="background-color: #fff2cc; color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /></span></div><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><div style="color: white; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJclPJb5bBVNaXsTe_CmZilebPfQ6IF0mCkX7s8Jz__lWkRldREDyS3MlehEg7z26UCFLlXLaRGMNlTpcFKBWfAtvbel0CxR6of8-egOg7z_Bd01NCeyehROZJpCuLLj2kDc85V6BVdtsN/s1600/karma+and+you_001.jpg" imageanchor="1" style="clear: left; color: #0059ff; float: left; margin-bottom: 1em; margin-left: 0px; margin-right: 1em; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="_blank"><span style="background-color: #fff2cc;"><img border="0" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJclPJb5bBVNaXsTe_CmZilebPfQ6IF0mCkX7s8Jz__lWkRldREDyS3MlehEg7z26UCFLlXLaRGMNlTpcFKBWfAtvbel0CxR6of8-egOg7z_Bd01NCeyehROZJpCuLLj2kDc85V6BVdtsN/s200/karma+and+you_001.jpg" style="-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-bottom-color: transparent; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-image: initial; border-left-color: transparent; border-left-style: solid; border-left-width: 1px; border-right-color: transparent; border-right-style: solid; border-right-width: 1px; border-top-color: transparent; border-top-left-radius: 0px; border-top-right-radius: 0px; border-top-style: solid; border-top-width: 1px; border-width: initial; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 8px; padding-left: 8px; padding-right: 8px; padding-top: 8px; position: relative;" width="200" /></span></a></div><span style="background-color: #fff2cc;"><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Έτσι </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><b style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">κάθε νέα προσωπικότητα που λαμβάνουμε στην κάθε μας ενσάρκωση είναι στην ουσία το αποτέλεσμα των σκέψεων και συγκινήσεων που έχουμε εκδηλώσει στις προηγούμενες ζωές μας.</b></span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"></span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Αυτά τα στοιχεία τα δοσμένα από εμάς χρησιμοποιούν οι <b style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Κύριοι του Κάρμα</b> για να δομήσουν τον νέο μας φορέα από το λεπτότερο επίπεδο του μέχρι και το πιο παχυλό, αφού π.χ. το διπλό αιθερικό που έχει δομηθεί σύμφωνα με τα προηγούμενα καρμικά στοιχεία θα γίνει το αιθερικό καλούπι του φυσικού φορέα.</span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Έτσι καταλαβαίνουμε ότι </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">κάθε νέα προσωπικότητα που λαμβάνουμε, είναι δημιούργημα του ίδιου μας του εαυτού</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> και προκύπτει σαν ένα αναπόφευκτο καρμικό αποτέλεσμα. Οπότε εμείς </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">είμαστε πλήρως υπεύθυνοι για χαρακτηριστικά που έχουμε έμφυτα στην προσωπικότητα μας είτε αυτά θεωρούνται καλά, είτε θεωρούνται άσχημα.</span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><a href="http://strange-omniverse.blogspot.com/2011/12/blog-post_5000.html" style="color: #0059ff; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="_blank">Ο Νόμος του Κάρμα</a> μπορεί να εξηγήσει πολύ ικανοποιητικά την </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">φαινομενική αδικία που κυριαρχεί</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">, αν βλέπουμε τα πράγματα κοντόφθαλμα και μεμονωμένα,</span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">στα εκ γενετής χαρακτηριστικά και τις περιστάσεις που γεννιέται ο κάθε άνθρωπος</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">, τα οποία δεν μπορεί να αποφύγει και φαίνεται σαν να του «τυχαίνουν» απρόβλεπτα από μία τυφλή και άδικη μοίρα. Η αλήθεια είναι όμως ότι </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">όλα αυτά είναι πολύ δίκαια αποδομένα στον καθένα σύμφωνα με αυτά που έχει προκαλέσει.</span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #cc0000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Ακόμη και ο τόπος, το κοινωνικό περιβάλλον και η οικογένεια ρυθμίζονται κατάλληλα από τους <b style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Λιπίκα</b> για να καταφέρει ο άνθρωπος να ξεπληρώσει ένα ποσό από το αποθηκευμένο Κάρμα του.</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Διότι δεν μπορεί να ξεπληρωθεί όλο το Κάρμα που έχουμε δημιουργήσει σε προηγούμενες υπάρξεις και κρατιέται στην καρμική μας τράπεζα</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> κατά την διάρκεια μίας ζωής, </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><b style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">εκτός από πολύ ιδιαίτερες περιπτώσεις ανθρώπων.</b></span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: purple;">Διαβάστε :</span><span style="color: white;"> </span><a href="http://strange-omniverse.blogspot.com/2011/12/blog-post_5000.html" style="color: #0059ff; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="_blank">Κάρμα - Ο Συμπαντικός Νόμος</a><span style="color: white;"> , </span><a href="http://strange-omniverse.blogspot.com/2011/12/blog-post_2338.html" style="color: #0059ff; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="_blank">Καρμικές Σχέσεις</a><span style="color: white;"> , </span><a href="http://strange-omniverse.blogspot.com/2011/08/blog-post_3330.html" style="color: #0059ff; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="_blank">Το νοητικό σώμα και οι σκεπτομορφές - Τορκόμ Σαραϊνταριάν</a></span></div><div style="color: white; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span style="background-color: #fff2cc;"><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /></span></div><div style="color: white; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span style="background-color: #fff2cc;"><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="font-size: xx-small; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">ΒΙΒΛΙΟΓΡΑΦΙΑ</span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Μυστική δοξασία - Τόμος 2ος H.P. Blavatsky, Εκδόσεις: Πνευματικός Ήλιος.</span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Το κλειδί της θεοσοφίας, H.P. Blavatsky, Θεοσοφικές εκδόσεις. </span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Το Κάρμα, Annie Beasant, Εκδόσεις: Δίον. </span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Το Κυμβάλειο, Τρεις Μύστες, Εκδόσεις Νέα Ακρόπολη.</span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Εννεάδες - Τόμος 3ος , Πλωτίνος, Εκδόσεις: Κάκτος. </span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Ερμητικά κείμενα, Ερμής Τρισμέγιστος, Εκδόσεις: Πύρινος κόσμος. </span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Κάρμα Γιόγκα , Σουάμι Βιβεκανάντα, Εκδόσεις: Κονιδάρη. </span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Πλατωνική Θεολογία Δ’, Πρόκλος, Εκδόσεις: Κάκτος.</span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Τολτέκοι – Η κραυγή του Αετού, Theun Mares, Εκδόσεις: Αρχέτυπο.</span></span></span></div></div>Morgana (Ευρυνόμη)http://www.blogger.com/profile/16668093258388855646noreply@blogger.com4tag:blogger.com,1999:blog-9051260986276888234.post-55709200386200073022012-01-03T19:02:00.000+02:002012-01-03T19:02:22.805+02:00Δεν φανταζόσαστε τι δείχνει αυτή η φωτογραφία!<div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; line-height: 0.48cm; margin-bottom: 0cm; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; text-align: justify; text-decoration: none;">Μου άρεσε πολύ και την παραθέτω παρακάτω! Η πορεία του Ήλιου μέσα σε ένα εξάμηνο, από το ένα ηλιοστάσιο στο άλλο:</div><div align="CENTER" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; line-height: 0.48cm; margin-bottom: 0cm; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; text-decoration: none;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizqoMl6gLlbB46sZMW3ZshiqgzNNU3sKLv1Ei9pgEvq45qNjWg8rUBTAOFqe1_v0ERR3y-h-9BD2lWtlKwkplEcl28rCxWfSDXjuFL0N1t-I5gWxz8Of05E_2mdgN1KLS4KinCXriyuhXd/s1600/%25CE%2594%25CE%25B5%25CE%25BD+%25CF%2586%25CE%25B1%25CE%25BD%25CF%2584%25CE%25B1%25CE%25B6%25CF%258C%25CF%2583%25CE%25B1%25CF%2583%25CF%2584%25CE%25B5+%25CF%2584%25CE%25B9+%25CE%25B4%25CE%25B5%25CE%25AF%25CF%2587%25CE%25BD%25CE%25B5%25CE%25B9+%25CE%25B1%25CF%2585%25CF%2584%25CE%25AE+%25CE%25B7+%25CF%2586%25CF%2589%25CF%2584%25CE%25BF%25CE%25B3%25CF%2581%25CE%25B1%25CF%2586%25CE%25AF%25CE%25B1%2521.jpg" imageanchor="1" style="background-color: black; clear: left; color: #75b2eb; float: left; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 13px; margin-bottom: 1em; margin-right: 1em; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" target="_blank"><img border="0" height="280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizqoMl6gLlbB46sZMW3ZshiqgzNNU3sKLv1Ei9pgEvq45qNjWg8rUBTAOFqe1_v0ERR3y-h-9BD2lWtlKwkplEcl28rCxWfSDXjuFL0N1t-I5gWxz8Of05E_2mdgN1KLS4KinCXriyuhXd/s400/%25CE%2594%25CE%25B5%25CE%25BD+%25CF%2586%25CE%25B1%25CE%25BD%25CF%2584%25CE%25B1%25CE%25B6%25CF%258C%25CF%2583%25CE%25B1%25CF%2583%25CF%2584%25CE%25B5+%25CF%2584%25CE%25B9+%25CE%25B4%25CE%25B5%25CE%25AF%25CF%2587%25CE%25BD%25CE%25B5%25CE%25B9+%25CE%25B1%25CF%2585%25CF%2584%25CE%25AE+%25CE%25B7+%25CF%2586%25CF%2589%25CF%2584%25CE%25BF%25CE%25B3%25CF%2581%25CE%25B1%25CF%2586%25CE%25AF%25CE%25B1%2521.jpg" style="-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; border-bottom-color: transparent; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-image: initial; border-left-color: transparent; border-left-style: solid; border-left-width: 1px; border-right-color: transparent; border-right-style: solid; border-right-width: 1px; border-top-color: transparent; border-top-left-radius: 0px; border-top-right-radius: 0px; border-top-style: solid; border-top-width: 1px; border-width: initial; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 8px; padding-left: 8px; padding-right: 8px; padding-top: 8px; position: relative;" width="400" /></a> </div><div align="CENTER" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; line-height: 0.48cm; margin-bottom: 0cm; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;"> <span style="color: #6fa8dc;"><span style="font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif;">Ένα φωτογραφικό κλικ διάρκειας έξι μηνών!</span></span></div><div align="CENTER" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; line-height: 0.48cm; margin-bottom: 0cm; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;"> <br />
</div><div align="LEFT" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; line-height: 0.48cm; margin-bottom: 0cm; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;"><span style="color: #444444;"><a href="" name="more"></a> <span style="font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif;">Μπορεί να αποτυπωθεί η πορεία του Ήλιου στον ουρανό επί έξι μήνες, μέσα σε ένα και μόνο φωτογραφικό κλικ; Η απάντηση είναι ναι και η απόδειξή της βρίσκεται στην εικόνα που βλέπετε! Η εκπληκτική φωτογραφία του Credit Greg Parker απεικονίζει την πορεία του Ήλιου στον ουρανό από την 21η Ιουνίου μέχρι και τις 22 Δεκεμβρίου του 2011.<br />
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Οι φωτεινές γραμμές αντιστοιχούν στην καθημερινή κίνηση του άστρου μας το τελευταίο εξάμηνο του 2011 και η αποτύπωσή τους δεν είναι αποτέλεσμα κάποιου εξελιγμένου τεχνολογικού εξοπλισμού αλλά της χρήσης ενός τενεκεδένιου κουτιού!<br />
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Η τεχνική ονομάζεται pinhole και είναι γνωστή εδώ και αιώνες. Εφαρμόζεται με μία φωτογραφική μηχανή χωρίς φακό που δεν χρησιμοποιεί φιλμ αλλά φωτοευαίσθητο χαρτί! Αυτό ακριβώς εφάρμοσε ο Γκρεγκ Πάρκερ, συνταξιούχος καθηγητής του Πανεπιστημίου του Σαουθάμπτον, ο οποίος έφτιαξε μια πρωτότυπη κάμερα pinhole τρυπώντας ένα τενεκεδένιο κουτί από τσάι. Στη συνέχεια έστρεψε τη συσκευή του προς τον ουρανό τη μεγαλύτερη ημέρα του χρόνου (στις 21 Ιουνίου) και την «έκλεισε» τη μεγαλύτερη νύχτα (στις 22 Δεκεμβρίου).<br />
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Για έξι μήνες η κάμερα κατέγραφε την κίνηση του Ήλιου επαναλαμβανόμενα ημέρα με την ημέρα στο φωτοευαίσθητο χαρτί. Η πρώτη φωτεινή γραμμή στο επάνω μέρος της φωτογραφίας αποτύπωσε τη διαδρομή που διέγραψε ο Ηλιος στο Θερινό Ηλιοστάσιο, την 21η Ιουνίου, και η τελευταία, στο κάτω μέρος, την πορεία του στο Χειμερινό Ηλιοστάσιο, στις 22 Δεκεμβρίου.</span></span></div><div align="LEFT" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; line-height: 0.48cm; margin-bottom: 0cm; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;"> <br />
</div><div align="LEFT" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; line-height: 0.48cm; margin-bottom: 0cm; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;"> <br />
</div><div align="LEFT" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; line-height: 0.48cm; margin-bottom: 0cm; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;"> <span style="color: #999999;"><span style="font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif;"><span style="font-size: x-small;">Πηγή : pyles.tv</span></span></span></div><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; margin-bottom: 0cm;"><br />
</div>Morgana (Ευρυνόμη)http://www.blogger.com/profile/16668093258388855646noreply@blogger.com0tag:blogger.com,1999:blog-9051260986276888234.post-61613514286598951972012-01-01T19:32:00.000+02:002012-01-01T19:32:53.568+02:00Αναγέννηση Τώρα<div dir="ltr" style="text-align: left;" trbidi="on">Το παρακάτω με εκφράζει αρκετά....<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyb0UQ8fkwtR4WZ3ZO-49bD0X8P2ppO_LFjlHQig5LK1DIF0kLCHjl1jUht2Pz46qxgF1S1HIq505JmG5H7Lsvv4RI4SHqOXik2S2LFeSr4mhjjmHWrr2ZS0lXASZ9d9DepD9SKIjwyFrJ/s1600/as+t.jpg" imageanchor="1" style="background-color: #fff2cc; color: #0059ff; margin-left: 1em; margin-right: 1em; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="_blank"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyb0UQ8fkwtR4WZ3ZO-49bD0X8P2ppO_LFjlHQig5LK1DIF0kLCHjl1jUht2Pz46qxgF1S1HIq505JmG5H7Lsvv4RI4SHqOXik2S2LFeSr4mhjjmHWrr2ZS0lXASZ9d9DepD9SKIjwyFrJ/s400/as+t.jpg" style="-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-bottom-color: transparent; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-image: initial; border-left-color: transparent; border-left-style: solid; border-left-width: 1px; border-right-color: transparent; border-right-style: solid; border-right-width: 1px; border-top-color: transparent; border-top-left-radius: 0px; border-top-right-radius: 0px; border-top-style: solid; border-top-width: 1px; border-width: initial; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 8px; padding-left: 8px; padding-right: 8px; padding-top: 8px; position: relative;" width="400" /></a></div><div style="color: white; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 13px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"></div><span style="background-color: #fff2cc;"><br style="color: white; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 13px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /></span><div style="text-align: justify;"><span style="background-color: #fff2cc; color: #990000; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 13px; line-height: 18px;">Η Ευτυχία, η Ειρήνη η Δύναμη, υπάρχουν μονάχα όταν δεν υπάρχει μίσος. Το να μισείς είναι ο πιο εύκολος δρόμος προς την δυστυχία, την κακομοιριά τον θάνατο. Να αγαπάς και να προσφέρεις, είναι ο μοναδικός δρόμος προς την ευτυχία, την ειρήνη, την αθανασία. Το ν’ αγαπάς και να προσφέρεις, ανεξάρτητα από τις εξωτερικές συνθήκες είναι η Αρχέγονη Δύναμη. Το χρυσό κλειδί της μεγαλοσύνης για ν’ ανοίξεις το κουτί της Πανδώρας με τα μυστήρια της ζωής. Είναι το μοναδικό μυστικό του Κοσμικού Σύμπαντος. Αγάπη και Προσφορά για Αναγέννηση Τώρα !</span></div><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><div style="text-align: justify;"><span style="background-color: #fff2cc; color: #999999; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 13px; line-height: 18px;"><br />
</span></div><div style="font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 13px; line-height: 18px; text-align: justify;"><span style="background-color: #fff2cc; color: #999999;">Η γέννηση του Ήλιου, του Διόνυσου, του Χριστού, πού τόσο σου αρέσει να παπαγαλίζεις κάθε χρόνο, έγινε πριν 2011 χρόνια (! λέμε τώρα) η φύση ξανά γεννιέται κι αυτή από πάντα, ο Διόνυσος βαρέθηκε να γεννιέται ξανά και ξανά, και από τότε μέχρι σήμερα όσες φορές κι αν ξανά γεννηθεί ο Χριστός, ο Διόνυσος, ο Ήλιος και η Φύση, όσα χρόνια καλά, πολλά, ευτυχισμένα κι αν πεις, όσους κουραμπιέδες, γαλοπούλες και αν φας, ο άνθρωπος και οι κοινωνίες του είναι οι ίδιες. Εξακολουθείς να είσαι ο ίδιος.</span></div><div style="text-align: justify;"><span style="background-color: #fff2cc; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 13px; line-height: 18px;"><br />
</span></div><span style="background-color: #fff2cc; color: #999999; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 13px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><div style="text-align: justify;">Καμία αλλαγή προς το καλύτερο, προς την ελευθερία, την ζωή, την Ακεραιότητα. Στάσιμος, ούτε μπρός ούτε πίσω. Ούτε καλύτερος, ούτε χειρότερος. Ήσουν και είσαι σε φρικτή κατάσταση. Χωρίς Βούληση, Αυτογνωσία, Αυτοέλεγχο, περιφέρεις το ασήμαντο, μικρό «εγώ σου» πιστεύοντας πως είσαι το κέντρο του κόσμου.</div></span><div style="text-align: justify;"><span style="background-color: #fff2cc;"><br />
</span></div><span style="background-color: #fff2cc; color: #999999; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 13px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><div style="text-align: justify;">Μιλάς με τέτοια έπαρση, με τέτοια σιγουριά για θέματα που δεν γνωρίζεις, χωρίς ούτε ίχνος αμφιβολίας ή απορίας, αντί να φροντίσεις να ακονίσεις τον νου σου με έργα και σκέψεις μεγάλων ανθρώπων. Πως να το κάνεις αυτό; Όταν όλους τους αληθινά μεγάλους ανθρώπους του εξαφάνισες, σκότωσες, έκαψες γιατί σε ξεβόλευαν ή γιατί σου έδωσαν εντολή τα αφεντικά που σε ελέγχουν.</div></span><div style="text-align: justify;"><span style="background-color: #fff2cc;"><br />
</span></div><span style="background-color: #fff2cc; color: #999999; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 13px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><div style="text-align: justify;">Ακούς σαβούρες που αποκαλείς μουσικά συγκροτήματα, αντί για μουσική που ανυψώνει το πνεύμα και την καρδιά. Τρως ότι χειρότερο υπάρχει στην γη και περιφρονείς αυτό που είναι σημαντικό για να κτίσεις ένα γερό σώμα, λες και δεν είναι το σώμα δικό σου. Επικοινωνείς και δίνεις την προσοχή σου σε όποια σκουπίδια σου πλασάρουν οι δημοσιογράφοι, οι πολιτικοί και οι ιερείς της συμφοράς και της σύγχυσης.</div></span><div style="text-align: justify;"><span style="background-color: #fff2cc;"><br />
</span></div><span style="background-color: #fff2cc; color: #990000; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 13px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><div style="text-align: justify;">Για ποιά χρόνια πολλά μιλάς; Ποιός θέλει να ζήσει χρόνια πολλά, μέσα στον βούρκο που έφτιαξες και αποκαλείς κοινωνία;</div></span><div style="text-align: justify;"><span style="background-color: #fff2cc;"><br />
</span></div><span style="background-color: #fff2cc; color: #999999; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 13px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><div style="text-align: justify;">Λες «Εγώ» και νοιώθεις πως ο κόσμος είναι υπηρέτης σου. «Έτσι είμαι Εγώ» «Εγώ θα πάω, θα κάνω θα φάω, θα πάρω, θα φέρω..» Εγώ» και μόνο ένα ασήμαντο “εγώ” το τέρας με τα 5.000 κεφάλια είναι αυτό που συντηρεί και ενισχύει αυτόν τον κόσμο και τα ανθρωπάκια που σέρνονται στον κόσμο της ύλης.</div></span><div style="text-align: justify;"><span style="background-color: #fff2cc;"><br />
</span></div><span style="background-color: #fff2cc; color: #999999; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 13px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><div style="text-align: justify;">Αυτό που κατασπαταλάει την Ενέργεια σου, την Δύναμη σου είναι η διατήρηση του «Εγώ». Αυτό είναι που Οργίζεται, Προσβάλλεται, Καταθλίβεται, Απειλεί με αυτοκτονία, μέχρι που να πετύχει την επιθυμητή επιβεβαίωση. Μια και γνωρίζει πως δεν έχει κάποια απτή ουσία, αναζητά συνεχώς να έχει δίκιο μέσα από τα άλλα ανθρώπινα όντα, τα άψυχα όντα γιατί μόνο αυτά ασχολούνται με τέτοια ασήμαντα γεγονότα, τα οποία αποδέχονται και φέρονται λες και το «εγώ» είναι κάτι υπαρκτό. Μόνο με αυτό τον τρόπο το «εγώ» ξεγελιέται και πιστεύει πως είναι αληθινό, ενώ γνωρίζει πως στην πραγματικότητα είναι ένα συνονθύλευμα από τίποτα.</div></span><div style="color: white; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 13px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span style="background-color: #fff2cc;"><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /></span><ul style="line-height: 1.4; list-style-image: initial; list-style-position: initial; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.5em; padding-bottom: 0px; padding-left: 2.5em; padding-right: 2.5em; padding-top: 0px;"><li style="border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.25em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0.25em; padding-left: 0px; padding-right: 0px; padding-top: 0.25em;"><span style="background-color: #fff2cc; color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Τίποτα από δεν μπορεί να συμβεί όταν έχουμε αποδεχτεί την αληθινή μας υπόσταση, Είμαστε Έμψυχα Ενεργειακά όντα. Ένα πεδίο Ενέργειας, γι αυτό και η Κβαντική Θεωρία πρέπει να σε απασχολεί, γιατί Κβάντα σημαίνει Πακέτο Ενέργειας. Ενέργεια = Δύναμη = Ελευθερία</span></li>
</ul><span style="background-color: #fff2cc;"><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /></span><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_6p6FXd8CsALwNiynFUC-2b4z7uri0EqxF6TR8Ix6aQ-e8IK5pRSkeT7CSTB2KDTsaAJU23wNjje5L2h0aVm6zJdWlsbtnYAKsmEvStRoMGAjLAplkNOngFJehE2I78uuZHEEjCISm_lq/s1600/321_thumb.jpg" imageanchor="1" style="background-color: #fff2cc; color: #0059ff; margin-bottom: 0px; margin-left: 1em; margin-right: 1em; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="_blank"><img border="0" height="295" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_6p6FXd8CsALwNiynFUC-2b4z7uri0EqxF6TR8Ix6aQ-e8IK5pRSkeT7CSTB2KDTsaAJU23wNjje5L2h0aVm6zJdWlsbtnYAKsmEvStRoMGAjLAplkNOngFJehE2I78uuZHEEjCISm_lq/s400/321_thumb.jpg" style="-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-bottom-color: transparent; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-image: initial; border-left-color: transparent; border-left-style: solid; border-left-width: 1px; border-right-color: transparent; border-right-style: solid; border-right-width: 1px; border-top-color: transparent; border-top-left-radius: 0px; border-top-right-radius: 0px; border-top-style: solid; border-top-width: 1px; border-width: initial; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 8px; padding-left: 8px; padding-right: 8px; padding-top: 8px; position: relative;" width="400" /></a></div><span style="background-color: #fff2cc;"><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Τα μεγάλα λόγια είναι καλά, αλλά καταστρέφουν αυτόν που τα προφέρει..<br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" />Ειδικά όταν τα αξίζει.<br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" />Γι αυτό και οι αληθινά μεγάλοι άνθρωποι, δεν είπαν ποτέ μεγάλα και υπερφίαλα λόγια για τον εαυτό τους,<br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" />όλοι οι υπόλοιποι που είπαν, είναι όλοι οι υπόλοιποι.</span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Εσύ που διάλεξες να βρίσκεσαι; Εκεί που σου επέβαλαν; Μα εκεί είναι ο θάνατος και όχι η αναγέννηση. Τότε για ποιά γέννηση γιορτάζεις; Τι χρόνια πολλά λες; Μα σε κανένα απολύτως θέμα δεν έχεις χρησιμοποιήσει τον δικό σου Νου για να βγάλεις κάποια δικά σου συμπεράσματα; Καμία σημαντική ερώτηση δεν ταλανίζει την ύπαρξη σου, πέρα από το τι θα βάλεις, ποιοι θα σε δουν, που θα πας, τι θα φας, και πως θα αρπάξεις; ..και όλα αυτά με αγάπη και ευχές. !!</span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Ο Νέο-άνθρωπος είναι αιχμάλωτος του Χρόνου, είναι αιχμάλωτος σε έναν αριθμητικό υπολογισμό ωρών, λεπτών, ετών. Ο χρόνος ποτέ δεν φτάνει και αν κάποια στιγμή έχει λίγο παραπάνω ή δεν ξέρει τι να τον κάνει!!! ή τον σπαταλάει σε ανοησίες!!! Τα ποιοτικά χαρακτηριστικά του δεν υπάρχουν αλλά και ούτε που ξέρει ο άνθρωπος αν υπάρχει αυτό που δεν έχει.</span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Πάντα έτσι ήταν στο γραμμικό κόσμο του “Εγώ”, ο άνθρωπος και όλα τα όντα που συνυπάρχουν μαζί του, οργανικά και ανόργανα, είναι κάτω από την κηδεμονία, την εξουσία και τα καπρίτσια του χρόνου.</span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Υπάρχει ο χρόνος? Όπως τον αντιλαμβανόμαστε και όπως μας χρησιμοποιεί? “Θέλω να κάνω αυτό ή το άλλο αλλά δεν έχω χρόνο” ή “Δεν προλαβαίνω τρέχω όλη την ώρα” ή “καλή νέα χρονιά” και άλλα τέτοια όμορφα λόγια και σκέψεις σου δίνουν την εντύπωση ότι ο χρόνος υπάρχει. Αλλά η σύγχρονη επιστήμη και ειδικά η Κβαντική θεωρία αλλά και η θεωρία του Χάους και τα Fractal και εν μέρη η θεωρία της σχετικότητας λένε ότι ο χρόνος όπως τον μετράς καθημερινά είτε τον κυνηγάς είτε σε κυνηγάει </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Δεν υπάρχει.</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> Όχι με την έννοια που έχεις μάθει να του δίνεις.</span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Εφ όσον ο χρόνος δεν υπάρχει.. Εσύ πως καταφέρνεις να μην έχεις κάτι που δεν υπάρχει;</span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /></span><div class="separator" style="clear: both; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiR63utt5xK7ZJAsooq9YtBnnS96J-4N__tOCCr0VCcNScsCvsKBLuNGySlm0t_LWY8FJui-S4myNfkUqPiMC0lyXb284XwVNAcGIr7FjfKBhl1NweNxhw5fUOtPqiGr7zuRaszxP5Ftmmw/s1600/nai_thumb.jpg" imageanchor="1" style="background-color: #fff2cc; color: #0059ff; margin-bottom: 0px; margin-left: 1em; margin-right: 1em; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="_blank"><img border="0" height="295" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiR63utt5xK7ZJAsooq9YtBnnS96J-4N__tOCCr0VCcNScsCvsKBLuNGySlm0t_LWY8FJui-S4myNfkUqPiMC0lyXb284XwVNAcGIr7FjfKBhl1NweNxhw5fUOtPqiGr7zuRaszxP5Ftmmw/s400/nai_thumb.jpg" style="-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-bottom-color: transparent; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-image: initial; border-left-color: transparent; border-left-style: solid; border-left-width: 1px; border-right-color: transparent; border-right-style: solid; border-right-width: 1px; border-top-color: transparent; border-top-left-radius: 0px; border-top-right-radius: 0px; border-top-style: solid; border-top-width: 1px; border-width: initial; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 8px; padding-left: 8px; padding-right: 8px; padding-top: 8px; position: relative;" width="400" /></a></div><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"><span style="background-color: #fff2cc;"><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /></span></div><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: right;"><span style="background-color: #fff2cc; color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Ο πρώτος και βασικότερος κανόνας για να ταξιδέψεις,</span></div><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: right;"><span style="background-color: #fff2cc; color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /></span></div><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: right;"><span style="background-color: #fff2cc; color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">να αντιμετωπίσεις την έρημο,</span></div><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: right;"><span style="background-color: #fff2cc; color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /></span></div><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: right;"><span style="background-color: #fff2cc; color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">είναι να ταξιδεύεις με λίγο βάρος.</span></div><span style="background-color: #fff2cc;"><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Για να ελευθερώσεις την ψυχή σου, να την ελευθερώσεις από την σκλαβιά του “εγώ” χρειάζεσαι δουλειά, ευτυχώς όχι τόση όση χρειάστηκες για να την γεμίσεις με τόσες σαβούρες που τις κουβαλάς στην πλάτη σου. Χρειάζεσαι διαλογισμό με καθαρή καρδιά και άδειο νου. Χρειάζεσαι Δύναμη για να σπάσεις </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">τις αλυσίδες, που άφησες να σου βάλουν.</span><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> Ναι αυτές που εσύ θεωρείς σημαντικές, περιουσία, πολιτισμό, κοινωνία, πολιτική, θρησκεία. Τα μπιχλιμπίδια, τα αυτοκίνητα, τα σπίτια, τα χρήματα, τα στολίδια που καθημερινά σε καθηλώνουν μπροστά στις σκιές των Θαυματοποιών, και σου τρώνε την ψυχή.</span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">… και μετά ψάξε το μονοπάτι που οδηγεί στο φως ..<br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" />… και μετά βρες την Δύναμη να το διασχίσεις ..<br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" />… και μετά τα ξαναλέμε .. εκεί θα είμαστε και θα σε περιμένουμε !</span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Διαφορετικά θα συνεχίσεις τον αέναο κύκλο της ανοησίας που αποκαλείς πολιτισμός, κοινωνία, ζωή. Που σε εκπαίδευσαν και συνεχίζεις από φόβο, να εγκλωβίζεσαι μέσα του και συνεχίζεις να τον συντηρείς. Αντί να επιλέξεις την Ελευθερία, επέλεξες τις αλυσίδες. Δεν έχεις χρόνο φίλε μου, ποτέ δεν είχες, μέχρι να ανοιγοκλείσεις τα μάτια σου χάνεις όλη σου την δύναμη που είναι σημαντική για να ελευθερωθείς. </span><span style="color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Ο μόνος χρόνος που έχεις δεν είναι το 2012 είναι το ΤΩΡΑ.</span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Επέλεξε να ζήσεις ή να συνεχίσεις να πεθαίνεις κάθε μέρα και να φωνάζεις και » Χρόνια Πολλά». Διαλογίσου την Ελευθερία, την Αθανασία και ψάξε την, σε περιμένει να την ζήσεις. Την Ελευθερία από κάθε περιορισμό, από κάθε σκιά, φόβο, θάνατο, αρρώστεια. Το μοναδικό εμπόδιο είσαι εσύ και οι ασήμαντες εμφυτευμένες πεποιθήσεις σου. Η Αδυναμία σου. Το ασήμαντο και άχρηστο “εγώ” σου Τι το τρέφεις; Τι το συντηρείς; Πάψε να το ταΐζεις και άστο να πεθάνει από ασιτία.</span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Διαφύλαξε την Δύναμη σου, την Ενέργεια σου, είναι ότι πολυτιμότερο διαθέτεις, αυτή είναι που θα σε Ελευθερώσει.</span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /></span><div class="separator" style="clear: both; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhseqOIbAZZnq1EfW5r0YAGwOzp1JReoADWXbMiCJQgAVlHs9AIzZNb58aia9qKTnwctTpuay6vFSWQaORCyCLFvbbNS0u9f8NTq8R0dvCZaJXFtzGhx1J-zLo26mXTp49rIRTxbIlmQbdO/s1600/34_thumb.jpg" imageanchor="1" style="background-color: #fff2cc; color: #0059ff; margin-bottom: 0px; margin-left: 1em; margin-right: 1em; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="_blank"><img border="0" height="295" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhseqOIbAZZnq1EfW5r0YAGwOzp1JReoADWXbMiCJQgAVlHs9AIzZNb58aia9qKTnwctTpuay6vFSWQaORCyCLFvbbNS0u9f8NTq8R0dvCZaJXFtzGhx1J-zLo26mXTp49rIRTxbIlmQbdO/s400/34_thumb.jpg" style="-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-bottom-color: transparent; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-image: initial; border-left-color: transparent; border-left-style: solid; border-left-width: 1px; border-right-color: transparent; border-right-style: solid; border-right-width: 1px; border-top-color: transparent; border-top-left-radius: 0px; border-top-right-radius: 0px; border-top-style: solid; border-top-width: 1px; border-width: initial; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 8px; padding-left: 8px; padding-right: 8px; padding-top: 8px; position: relative;" width="400" /></a></div><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"><span style="background-color: #fff2cc;"><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /></span></div><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: right;"><span style="background-color: #fff2cc; color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">«Οι περισσότεροι άνθρωποι είναι ‘άλλοι άνθρωποι’.</span></div><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: right;"><span style="background-color: #fff2cc; color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Οι σκέψεις τους είναι απόψεις άλλων ανθρώπων,</span></div><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: right;"><span style="background-color: #fff2cc; color: #990000; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">η ζωή τους είναι μίμηση άλλων ζωών» Όσκαρ Ουάιλντ</span></div><span style="background-color: #fff2cc;"><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Ακόμη και η ιδέα της ψευδαίσθησης, της απατηλότητας του κόσμου όπως τον αντιλαμβάνεται ο άνθρωπος είναι ιδέα άλλου.. Υπάρχει όμως και άλλη πλευρά…</span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Υπάρχουν και άνθρωποι που έχουν την Πρόθεση και τη Θέληση να ενεργοποιήσουν το εσωτερικό τους δυναμικό, να τολμήσουν να γνωρίσουν τον κόσμο έξω από τη Σπηλιά, Ξανά εξετάζοντας εξ αρχής τα δεδομένα, έχοντας το Θάρρος να αναζητήσουν μια «Αλήθεια» παραπάνω και πέρα από τις «βεβαιότητές» τους. Να πάνε πέρα από την «λογική» και μακριά από τα καθιερωμένα. Υπάρχουν άνθρωποι που διάλεξαν να βαδίζουν στον μοναχικό δρόμο του Κατεργάρη.</span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">ΚΑΛΗ ΔΥΝΑΜΗ!</span></span></div></div><div style="color: white; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 13px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span style="background-color: #fff2cc; color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /></span></div><div style="color: white; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 13px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span style="background-color: #fff2cc; color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /></span></div><div style="color: white; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 13px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span style="background-color: #fff2cc; color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /></span></div><div style="color: white; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 13px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span style="background-color: #fff2cc; color: #999999; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Πηγή : <a href="http://miastala.com/s/archives/24347" style="color: #0059ff; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="_blank">Mia Stala</a></span></div></div>Morgana (Ευρυνόμη)http://www.blogger.com/profile/16668093258388855646noreply@blogger.com3tag:blogger.com,1999:blog-9051260986276888234.post-15280399737739982162012-01-01T19:29:00.000+02:002012-01-01T19:29:22.808+02:00<div dir="ltr" style="text-align: left;" trbidi="on"><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMy3Tfffvu6bdiQxous88XlFIAsYE_ZxNBTTMQxvOWiYpFs82P6XMPOq3pFegz5kAn4ixpRpS_xNVOCy2ra2fs_mWI8Qe3OPLwcHdhGGV_JMPeUX72jZjCbNjeAC13DNSckSkE6H0Edobb/s1600/proso23.jpg" imageanchor="1" style="color: #0059ff; margin-left: 1em; margin-right: 1em; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="_blank"><img border="0" height="228" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMy3Tfffvu6bdiQxous88XlFIAsYE_ZxNBTTMQxvOWiYpFs82P6XMPOq3pFegz5kAn4ixpRpS_xNVOCy2ra2fs_mWI8Qe3OPLwcHdhGGV_JMPeUX72jZjCbNjeAC13DNSckSkE6H0Edobb/s320/proso23.jpg" style="-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; border-bottom-color: transparent; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-image: initial; border-left-color: transparent; border-left-style: solid; border-left-width: 1px; border-right-color: transparent; border-right-style: solid; border-right-width: 1px; border-top-color: transparent; border-top-left-radius: 0px; border-top-right-radius: 0px; border-top-style: solid; border-top-width: 1px; border-width: initial; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 8px; padding-left: 8px; padding-right: 8px; padding-top: 8px; position: relative;" width="320" /></a></div><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0cm; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; text-align: left;"></div><div style="line-height: 0.48cm; text-align: justify;"><span style="font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; line-height: 0.48cm;">Η παράδοσή μας είναι γεμάτη από προλήψεις και λαϊκές δοξασίες που συνοδεύουν την πρώτη ημέρα του νέου χρόνου. Οι αντιλήψεις του λαού, σίγουρα δεν πρέπει να αποτελούν οδηγό στην ζωή μας.</span></div><div style="text-align: justify;"><span style="line-height: 18px;"><br />
</span></div><span style="font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; line-height: 0.48cm;"><div style="text-align: justify;"><span style="line-height: 0.48cm;">Το pyles.tv λοιπόν, χωρίς να της υιοθετεί, τις συγκέντρωσε και σας τις παρουσιάζει, καθώς μας χωρίζουν πλέον λίγες ημέρες από την νέα χρονιά. Το πώς θα τις αντιμετωπίσει ο καθένας, είναι εντελώς προσωπική του υπόθεση!</span></div></span><br />
<div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0cm; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; text-align: left;"></div><div style="text-align: justify;"><span style="color: #999999; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; line-height: 18px;"><br />
</span></div><span style="line-height: 0.48cm;"><div style="text-align: justify;"><span style="color: #990000; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; line-height: 0.48cm;">Ο,τι κάνεις την Πρωτοχρονιά, θα το κάνεις όλο το χρόνο!</span></div><div style="text-align: justify;"><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; line-height: 0.48cm; margin-bottom: 0cm; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; text-align: left;"> <span style="font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif;"><span style="color: #666666;">Η δοξασία λέει πως ό,τι μας συμβεί την πρώτη μέρα του χρόνου, θα μας ακολουθεί ολόκληρη τη χρονιά! Για το λόγο αυτό, αποφεύγουμε να δανείσουμε λεφτά, να πληρώσουμε χρέη, να τσακωθούμε με τους αγαπημένους μας, να γκρινιάξουμε ή να μιζεριάσουμε, με το σκεπτικό ότι αν δεν κάνουμε όλα αυτά την πρωτοχρονιά, ίσως να μην μας "καταδιώκουν" για όλον το χρόνο!</span></span><br />
</div></div></span><div style="text-align: justify;"><span style="font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif;"><span style="line-height: 18px;"><br />
</span></span></div><div style="text-align: justify;"><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; line-height: 0.48cm; margin-bottom: 0cm; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; text-align: left;"> <span style="color: white;"><span style="font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif;"><span style="color: #990000;">Κρεμάστε έξω από το σπίτι σας, αγριοκρεμμύδα!</span></span></span></div></div><span style="font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif;"><div style="line-height: 0.48cm; text-align: justify;"><span style="line-height: 0.48cm;"><span style="color: #666666;">Η αγριοκρεμμύδα, πρέπει να κρεμιέται στην εξώπορτα του σπιτιού την παραμονή της Πρωτοχρονιάς. Θεωρείται σύμβολο αναγέννησης και υγείας, αφού συνεχίζει να βγάζει νέα φύλλα, ακόμη κι όταν αν τη βγάλεις από τη γη! Οσο περισσότερα βγάλει, τόσο καλύτερη θα είναι η χρονιά, αφού η αγριοκρεμμύδα θα έχει μεταδώσει τη ζωτική δύναμή της, στο σπιτικό. </span></span></div><div style="text-align: justify;"><span style="line-height: 18px;"><br />
</span></div><span style="color: #990000; line-height: 0.48cm;"><div style="text-align: justify;"><span style="line-height: 0.48cm;">Το περιστέρι που φέρνει υγεία και τύχη</span></div></span><span style="color: #666666; line-height: 0.48cm;"><div style="text-align: justify;"><span style="line-height: 0.48cm;">Το να επισκεφτεί το μπαλκόνι ή την αυλή του σπιτιού ένα περιστέρι την Πρωτοχρονιά, θεωρείται σημάδι υγείας και καλοτυχίας. Αν μάλιστα το περιστέρι μπει μέσα στο σπίτι, τότε οι κάτοικοί του θα πρέπει να νιώσουν ιδιαιτέρως ευλογημένοι για τον νέο χρόνο.</span></div></span><div style="text-align: justify;"><br />
</div><span style="color: #990000; line-height: 0.48cm;"><div style="text-align: justify;"><span style="line-height: 0.48cm;">Τι δείχνει ο καιρός της Πρωτοχρονιάς.</span></div></span><span style="color: #666666;"><span style="line-height: 0.48cm;"><div style="text-align: justify;"><span style="line-height: 0.48cm;">Σε πολλά μέρη της ορεινής κυρίως Ελλάδας, ο καιρός της Πρωτοχρονιάς, ερμηνεύεται ως "σημάδι" από τους ντόπιους. Ο καθαρός ουρανός το ξημέρωνα της 1ης Ιανουαρίου, προμηνύει μια "καθαρή χρονιά", χωρίς ασθένειες. Το χιόνι επίσης, ερμηνεύεται ως "καλό σημάδι" και από αυτήν την λαϊκή αντίληψη πηγάζει η ρήση "άσπρη μέρα, άσπρος χρόνος".</span></div></span><span style="line-height: 0.48cm;"><div style="text-align: justify;"><span style="line-height: 0.48cm;">Στη Βόρεια Ελλάδα, σε κάποια χωριά οι κάτοικοι την νύχτα της Πρωτοχρονιάς, αφήνουν ανοιχτή τη βρύση του χωριού, για "να τρέχει η τύχη, σαν το νερό", ενώ στη νησιωτική χώρα, θεωρούν θετικό σημάδι να φυσάει βοριάς την πρώτη μέρα του χρόνου.</span></div></span></span></span><br />
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</div></div>Morgana (Ευρυνόμη)http://www.blogger.com/profile/16668093258388855646noreply@blogger.com0tag:blogger.com,1999:blog-9051260986276888234.post-13432454726319699782011-12-24T23:53:00.005+02:002011-12-25T00:01:40.252+02:00ΗΛΙΟΣΤΑΣΙΟ: 22 Δεκεμβρίου 2011/GMT 5:30<div class="separator" style="clear: both; text-align: center;"></div><div align="center" class="yiv1874389363MsoNormal" id="yui_3_2_0_1_1324762012089222" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span style="font-family: Verdana; font-size: xx-small;"><span style="font-size: 8pt;"><img height="230" id="yiv1874389363_x0000_i1026" src="http://gr.mg40.mail.yahoo.com/ya/download?mid=1%5f10275842%5fALZu%2bFcAACfRTvSzUwZMOGoLhOA&pid=1.8&fid=Inbox&inline=1" style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px;" width="308" /></span></span></div><div align="center" class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span style="font-family: Verdana;"><span style="font-size: 11px;"><br />
</span></span></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><i><span style="color: #333399; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;">“Γεννιέται πάντοτε στο χειμερινό ηλιοστάσιο, μετά τη μικρότερη μέρα του έτους, τα μεσάνυχτα της 24ης Δεκεμβρίου, όταν το ζώδιο της Παρθένου υψώνεται στον ορίζοντα· γεννιέται καθώς ανατέλλει αυτό το Ζώδιο, πάντοτε από μια παρθένο που παραμένει παρθένος και μετά τη γέννηση του Ηλιακού της παιδιού, όπως η ουράνια Παρθένος παραμένει αναλλοίωτη και αμόλυντη όταν ο Ήλιος προβάλλει απ’ αυτή στους Ουρανούς. Είναι αδύνατος κι αδύναμος σαν βρέφος που γεννιέται όταν οι μέρες είναι μικρότερες και οι νύχτες μεγαλύτερες…”</span></span></i></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: #333399; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"> Η εκλογή της ιδιαίτερης αυτής ημερομηνίας είναι κοσμική στις συνέπειές της και μπορούμε να είμαστε βέβαιοι ότι σκόπιμα οι σοφοί των αρχαίων καιρών πήραν τις βαρυσήμαντες αυτές αποφάσεις. </span></span><span style="font-family: Verdana; font-size: xx-small;"><span lang="EN-GB" style="font-size: 9pt; letter-spacing: -0.5pt;">"<span style="color: #333399;"> (</span></span></span><b><i><span style="color: #333399; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;">Από τη Βηθλεέμ στον Γολγοθά</span></span></i></b><b><i><span style="color: #333399; font-family: Verdana; font-size: xx-small;"><span lang="EN-US" style="font-size: 9pt; letter-spacing: -0.5pt;">/</span></span></i></b><span style="color: #333399; font-family: Verdana; font-size: xx-small;"><span lang="EN-US" style="font-size: 9pt; letter-spacing: -0.5pt;"> 62)</span></span></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><br />
</div><div id="yui_3_2_0_1_1324762012089191" style="background-color: white; color: #454545; font-size: 12pt; margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span id="yui_3_2_0_1_1324762012089190" style="font-family: Verdana; font-size: xx-small;"><span id="yui_3_2_0_1_1324762012089189" style="font-size: 9pt; letter-spacing: -0.5pt;"> <span id="yui_3_2_0_1_1324762012089188" style="color: maroon;"><span id="yui_3_2_0_1_1324762012089187">“Την εποχή της ζωής ή της αναφερθείσας εμφάνισης του Ιησού της Ναζαρέτ κι επί μερικούς αιώνες πριν ο Μεσογειακός και γειτονικός κόσμος ήταν η σκηνή μεγάλου αριθμού παγανιστικών πίστεων και τελετουργιών. Υπήρχαν άπειροι Ναοί αφιερωμένοι σε θεούς όπως ο Απόλλων ή ο Διόνυσος μεταξύ των Ελλήνων, ο Ηρακλής μεταξύ των Ρωμαίων, ο Μίθρας μεταξύ των Περσών, ο Άδωνις κι ο Άττις στη Συρία και τη Φρυγία, ο Όσιρις, η Ίσις κι ο Ώρος στην Αίγυπτο, ο Βαάλ κι η Αστάρτη μεταξύ των Βαβυλωνίων και των Καρχηδονίων κ.λπ. Εταιρείες μεγάλες ή μικρές, ενωμένοι πιστοί και οι ευλαβείς στην υπηρεσία ή τις τελετουργίες που συνδέονται με τις αντίστοιχες θεότητες και με τις πίστεις που ομολογούσαν σ’ αυτές τις θεότητες. Κι ένα εξαιρετικά ενδιαφέρον γεγονός για μας είναι ότι παρά τις μεγάλες γεωγραφικές αποστάσεις και φυλετικές διαφορές, στις λεπτομέρειες των λειτουργιών τους η γενική περιγραφή των πίστεων και των τελετουργιών τους– αν δεν ήταν ταυτόσημη – ήταν αξιοσημείωτα παρόμοια.</span></span></span></span></div><div style="background-color: white; color: #454545; font-size: 12pt; margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: maroon; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"> Δεν μπορώ βέβαια να επεκταθώ στις διάφορες αυτές λατρείες αλλά μπορώ γενικά να πω ότι όλες ή σχεδόν όλες οι θεότητες που προαναφέρθηκαν, λέγεται και πιστεύεται ότι:</span></span></div><div style="background-color: white; color: #454545; font-size: 12pt; margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: maroon; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;">1. Γεννήθηκαν τη μέρα των Χριστουγέννων ή πολύ κοντά της.</span></span></div><div style="background-color: white; color: #454545; font-size: 12pt; margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: maroon; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;">2. Γεννήθηκαν από Παρθένο Μητέρα.</span></span></div><div style="background-color: white; color: #454545; font-size: 12pt; margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: maroon; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;">3. Και μέσα σε Σπηλιά ή υπόγειο δώμα.</span></span></div><div style="background-color: white; color: #454545; font-size: 12pt; margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: maroon; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;">4. Έζησαν μια ζωή μόχθου για την Ανθρωπότητα.</span></span></div><div style="background-color: white; color: #454545; font-size: 12pt; margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: maroon; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;">5. Και ονομάσθηκαν Φωτοδότης, Θεραπευτής, Μεσολαβητής, Σωτήρας, Ελευθερωτής.</span></span></div><div style="background-color: white; color: #454545; font-size: 12pt; margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: maroon; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;">6. Νικήθηκαν όμως από τις Δυνάμεις του Σκότους.</span></span></div><div style="background-color: white; color: #454545; font-size: 12pt; margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: maroon; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;">7. Και κατέβηκαν στον Άδη ή τον κάτω κόσμο.</span></span></div><div style="background-color: white; color: #454545; font-size: 12pt; margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: maroon; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;">8. Αναστήθηκαν εκ νεκρών κι έγιναν οι πρωτοπόροι του ανθρώπινου γένους στον Ουράνιο κόσμο.</span></span></div><div style="background-color: white; color: #454545; font-size: 12pt; margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: maroon; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;">9. Ίδρυσαν Κοινωνίες Αγίων και Εκκλησίες στις οποίες γίνονταν δεκτοί μαθητές με τη Βάπτιση.</span></span></div><div id="yui_3_2_0_1_1324762012089210" style="background-color: white; color: #454545; font-size: 12pt; margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span id="yui_3_2_0_1_1324762012089209" style="color: maroon; font-family: Verdana; font-size: xx-small;"><span id="yui_3_2_0_1_1324762012089208" style="font-size: 9pt; letter-spacing: -0.5pt;">10. Και εορτάζονταν με Ευχαριστήρια γεύματα.” (<b><i>Αυτόθι/</i></b>177-78)</span></span></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><br />
</div><div class="yiv1874389363MsoNormal" id="yui_3_2_0_1_1324762012089219" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><b><span style="color: teal; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"> Aιγόκερως</span></span></b><span id="yui_3_2_0_1_1324762012089218" style="color: teal; font-family: Verdana; font-size: xx-small;"><span id="yui_3_2_0_1_1324762012089217" style="font-size: 9pt; letter-spacing: -0.5pt;"> – Αυτό το ζώδιο χαρακτηρίζει το σημείο σύμπηξης και <b>αποκρυστάλλωσης</b> που καταλήγει τελικά στο <b>θάνατο</b> της μορφής. Αυτό το βλέπουμε να συμβαίνει σήμερα. Με το θρίαμβό Του επί του <b>θανάτου</b> και την ανάστασή Του στη ζωή ο Χριστός έδειξε το βαθύ μυστήριο του <b>Αιγόκερου</b>. </span></span><span style="color: teal; font-family: Verdana; font-size: xx-small;"><span lang="EN-GB" style="font-size: 9pt; letter-spacing: -0.5pt;">(</span></span><b><i><span style="color: teal; font-family: Verdana; font-size: xx-small;"><span lang="EN-US" style="font-size: 9pt; letter-spacing: -0.5pt;">EA</span></span></i></b><span style="color: teal; font-family: Verdana; font-size: xx-small;"><span lang="EN-US" style="font-size: 9pt; letter-spacing: -0.5pt;">/567)</span></span></div><div style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: #993300; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"> </span></span><span style="color: olive; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;">Σήμερα βρισκόμαστε στα πρόθυρα της γέννησης του φυλετικού Χριστού και από το σκοτάδι της μήτρας της ύλης το παιδίον Χριστός μπορεί να εισέλθει στο <b>φως</b> του βασιλείου του Θεού. Μια άλλη κρίση επίκειται και γι’ αυτή ο Χριστός προετοίμασε τη φυλή, γιατί όταν γεννήθηκε στη Βηθλεέμ, δεν ήταν απλά η γέννηση ενός άλλου θείου Δασκάλου και Αγγελιαφόρου, αλλά η εμφάνιση ενός Ατόμου που δε συνόψισε μέσα Του μόνο την παρελθούσα επίτευξη της φυλής, αλλά ήταν επίσης ο πρόδρομος του μέλλοντος και ενσωμάτωσε όλα όσα ήταν δυνατό να επιτύχει η ανθρωπότητα. Η εμφάνιση του Χριστού στο σπήλαιο της Βηθλεέμ ήταν η εγκαινίασή της δυνατότητας ενός νέου κύκλου πνευματικής ανέλιξης για τη φυλή καθώς και για το άτομο. (<b><i>Από τη Βηθλεέμ στον Γολγοθά</i></b>/34)</span></span><br />
<span style="color: olive; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"><br />
</span></span></div><div align="center" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"><b><i><span style="color: #003300; font-family: Verdana; font-size: x-small;"><span style="font-size: 11pt;"><img height="314" id="yiv1874389363_x0000_i1027" src="http://gr.mg40.mail.yahoo.com/ya/download?mid=1%5f10275842%5fALZu%2bFcAACfRTvSzUwZMOGoLhOA&pid=1.6&fid=Inbox&inline=1" style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px;" width="290" /></span></span></i></b><b><i><span style="color: #003300; font-family: Verdana; font-size: x-small;"><span lang="EN-GB" style="font-size: 11pt;"> </span></span></i></b><b><i><span style="color: #003300; font-family: Verdana; font-size: xx-small;"><span style="font-size: 8pt;"><img height="314" id="yiv1874389363_x0000_i1028" src="http://gr.mg40.mail.yahoo.com/ya/download?mid=1%5f10275842%5fALZu%2bFcAACfRTvSzUwZMOGoLhOA&pid=1.3&fid=Inbox&inline=1" style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px;" width="243" /></span></span></i></b></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: red; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"> </span></span><span style="color: navy; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;">10. <b>Aιγόκερως</b> – <i>Το <b>Φως</b> της <b>Μύηση</b>ς. </i>Είναι το <b>φως</b> που καθαρίζει το δρόμο προς τη βουνοκορφή και προκαλεί μεταμόρφωση, αποκαλύπτοντας έτσι τον ανατέλλοντα ήλιο. (</span></span><b><i><span style="color: navy; font-family: Verdana; font-size: xx-small;"><span lang="EN-GB" style="font-size: 9pt; letter-spacing: -0.5pt;">EA</span></span></i></b><span style="color: navy; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;">/330)</span></span></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><br />
</div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><i><span style="color: maroon; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"> <b>Αναφορές από την Πραγματεία επί του Κοσμικού Πυρός</b></span></span></i><b><span style="color: maroon; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;">:</span></span></b></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: maroon; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"> 6. “Το μυστήριο του <b>Αιγόκερου</b> κρύβεται σ’ αυτούς τους πέντε (πνευματικό άνθρωπο, ζηλωτή, μαθητή, μυημένο και μύστη) και στα λόγια της Βίβλου ‘τα πρόβατα και τα ερίφια’.” (706)</span></span></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: maroon; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"> 7. “Μια φορά στην ιστορία κάθε διάταξης εμφανίζεται στα νοητικά πεδία ένας αβατάρ από τον αστερισμό του <b>Αιγόκερου</b>. Αυτό το επίπεδο είναι το κατώτατο στο οποίο εμφανίζονται οι διαπλανητικές αυτές θεότητες. Περισσότερα δεν μπορούν να ανακοινωθούν γι’ αυτό το θέμα. Εδώ κρύβεται το μυστήριο του τράγου. Αυτός ο αβατάρ κάνει την εμφάνισή Του στον τρίτο γύρο της τρίτης αλύσου και εξαφανίζεται στον πέμπτο γύρο της τέταρτης αλύσου.” (727) (</span></span><b><i><span style="color: maroon; font-family: Verdana; font-size: xx-small;"><span lang="EN-US" style="font-size: 9pt; letter-spacing: -0.5pt;">EA</span></span></i></b><span style="color: maroon; font-family: Verdana; font-size: xx-small;"><span lang="EN-US" style="font-size: 9pt; letter-spacing: -0.5pt;">/677</span></span><span style="color: maroon; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;">)</span></span></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><br />
</div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: #003300; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"> Οι βασικοί τόνοι αυτού του ζωδίου υποδεικνύουν όλοι μια διαδικασία <b>κρυστάλλωσης</b>. Αυτή η ικανότητα του <b>Αιγόκερου</b> να συγκεκριμενοποιεί μπορεί να εξετασθεί με ποικίλους τρόπους:</span></span></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><i><span style="color: #003300; font-family: Verdana; font-size: xx-small;"><span lang="EN-GB" style="font-size: 9pt; letter-spacing: -0.5pt;"> </span></span></i><i><span style="color: #003300; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;">...</span></span></i><span style="color: #003300; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"> ο <b>Aιγόκερως</b> περιέχει τα σπέρματα του <b>θανάτου</b> και του τέλους – ...Όταν η <b>αποκρυστάλλωση </b>φτάσει σ’ έναν ορισμένο βαθμό πυκνότητας και λεγόμενης “σκληρότητας”, συντρίβεται και καταστρέφεται εύκολα ...</span></span></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: #003300; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"> ...ο <b>Aιγόκερως</b> είναι πάντα το ζώδιο του πέρατος, γεγονός που συμβολίζεται συχνά (αν κι όχι πάντοτε) με μια βουνοκορφή, γιατί ορίζει το σημείο πέρα από το οποίο δεν είναι δυνατή περαιτέρω άνοδος για έναν ιδιαίτερο βιόκυκλο. Συνεπώς ο <b>Aιγόκερως</b> είναι το ζώδιο εκείνου που ονομάσθηκε εσωτερικά “περιοδική αναστολή”. Η πρόοδος γίνεται αδύνατη με τις υπάρχουσες μορφές, οπότε πρέπει να επιχειρηθεί κάθοδος στην κοιλάδα του πόνου, της απόγνωσης και του <b>θανάτου</b>, πριν επιδιωχθεί μια νέα αναρρίχηση στα ύψη. ...</span></span></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><i><span style="color: #003300; font-family: Verdana; font-size: xx-small;"><span lang="EN-GB" style="font-size: 9pt; letter-spacing: -0.5pt;"> </span></span></i><i><span style="color: #003300; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;">...</span></span></i><span style="color: #003300; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"> ο <b>Aιγόκερως</b> είναι το ζώδιο στο οποίο εγκαινιάζεται ένας νέος κύκλος προσπάθειας, ανεξάρτητα αν αυτή η προσπάθεια αφορά το άτομο ή το μυημένο. Η προσπάθεια, ο μόχθος, ο αγώνας, η μάχη με τις εγγενείς δυνάμεις του κάτω κόσμου, ή οι κοπιαστικές συνθήκες που επιβάλλονται κατά τις δοκιμασίες της μαθητείας ή της <b>μύησης </b>– αυτά διακρίνουν την εμπειρία στον <b>Αιγόκερω</b>. (<b><i>ΕΑ</i></b></span></span><span style="color: #003300; font-family: Verdana; font-size: xx-small;"><span lang="EN-US" style="font-size: 9pt; letter-spacing: -0.5pt;">/158)</span></span></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><br />
</div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: blue; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"> ...ο <b>Αιγόκερως</b> δε σημαδεύει μόνο το σημείο της βαθύτερης σύμπηξης κι επομένως του <b>θανάτου,</b> αλλά και το σημείο της ύψιστης<b>μύησης</b> και της εισόδου στη ζωική όψη της θειότητας. (<b><i>ΕΑ</i></b></span></span><span style="color: blue; font-family: Verdana; font-size: xx-small;"><span lang="EN-US" style="font-size: 9pt; letter-spacing: -0.5pt;">/336)</span></span></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><br />
</div><div align="center" class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"><b><span style="color: blue; font-family: Verdana; font-size: xx-small;"><span lang="EN-US" style="font-size: 9pt; letter-spacing: -0.5pt;"><img height="252" id="yiv1874389363_x0000_i1029" src="http://gr.mg40.mail.yahoo.com/ya/download?mid=1%5f10275842%5fALZu%2bFcAACfRTvSzUwZMOGoLhOA&pid=1.4&fid=Inbox&inline=1" style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px;" width="426" /></span></span></b></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><br />
</div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><i><span style="color: red; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"> </span></span></i><b><i><span style="color: purple; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;">Aιγόκερως </span></span></i></b><span style="color: purple; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;">– Φρουρεί το μυστικό της ίδιας της ψυχής και το αποκαλύπτει στο μυημένο την ώρα της τρίτης <b>μύησης.</b> Μερικές φορές αποκαλείται “μυστικό της κρυμμένης δόξας”. (<b><i>ΕΑ/</i></b></span></span><span style="color: purple; font-family: Verdana; font-size: xx-small;"><span lang="EN-US" style="font-size: 9pt; letter-spacing: -0.5pt;">165)</span></span></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><br />
</div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: blue; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"> Υπάρχουν επίσης δύο λέξεις που μεταδίδουν το σκοπό και την πρόθεση της έκφρασης πάνω στο Θεμελιώδη Σταυρό. Εξηγούν γιατί οι δύο “Θύρες του Ζωδιακού” ανοίγουν διάπλατα στην ώθηση και την απαίτηση του θείου Πνεύματος. Η μια είναι η λέξη “αυτοσυντήρηση” που οδηγεί στην ώθηση για ενσάρκωση στον Καρκίνο ο οποίος είναι η θύρα για την έκφραση του πνεύματος στο φυσικό πεδίο. ... Η άλλη λέξη είναι η “αθανασία” που είναι η θεία όψη της αυτοσυντήρησης· είναι ο κύριος ρυθμιστικός παράγοντας στη δημιουργική διαδικασία κι οδηγεί στην πλήρη αποκάλυψη της εξέλιξης, στην επαναλαμβανόμενη εμφάνιση της ζωής σε μορφή και στην αποκάλυψη της ζωής σε μορφή. Στον <b>Aιγόκερω </b>κατά την τρίτη <b>μύηση </b>αυτή η ζωική όψη αποκτά κύρια σημασία. (<b><i>ΕΑ</i></b>/315-16)</span></span></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><br />
</div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: teal; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"> Όταν ένας άνθρωπος περπατά κυριολεκτικά στο <b>φως</b> της ψυχής του </span></span><span style="font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;">... <span style="color: teal;">το σκοτάδι γίνεται αληθινότερα φανερό· το χάος και η δυστυχία και η αποτυχία των παγκόσμιων ομάδων αποκαλύπτονται· ο ρύπος και η σκόνη των μαχόμενων δυνάμεων σημειώνονται και η όλη θλίψη του κόσμου πέφτει πάνω στον κατάπληκτο κι όμως φωτισμένο ζηλωτή. Μπορεί ν’ αντέξει αυτή την πίεση; Μπορεί να γνωρίσει πράγματι τη θλίψη κι όμως ν’ αναγαλλιάζει παντοτινά μέσα στη θεία συνείδηση; Έχει άραγε την ικανότητα ν’ αντιμετωπίσει ό,τι αποκαλύπτει το <b>φως</b> κι όμως να συνεχίσει το δρόμο του με γαλήνη, σίγουρος για τον τελικό θρίαμβο του καλού; Μήπως θα καταβληθεί απ’ το επιφανειακό κακό και θα ξεχάσει την καρδιά της Αγάπης που κτυπά πίσω από κάθε εξωτερική φαινομενικότητα; Αυτή την κατάσταση πρέπει πάντα να τη θυμάται ο μαθητής, διαφορετικά θα συντριβεί από εκείνο που ανακάλυψε.</span></span></span></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: teal; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"> Αλλά με την έλευση του φωτός αποκτά επίγνωση μιας νέας (γι’ αυτόν) μορφής ενέργειας. Μαθαίνει να εργάζεται σ’ ένα νέο πεδίο ευκαιρίας. Το βασίλειο του νου διανοίγεται μπροστά του και ανακαλύπτει ότι μπορεί να διαφοροποιήσει τη συναισθηματική φύση από τη νοητική. Ανακαλύπτει επίσης ότι μπορεί ο νους ν’ αναλάβει τη θέση του ελεγκτή κι ότι οι αισθαντικές δυνάμεις ανταποκρίνονται υπάκουα στις νοητικές ενέργειες. Αυτό το προκαλεί “το <b>φως</b> της λογικής” – ένα <b>φως</b> που πάντα υπάρχει στον άνθρωπο, αλλά αποκτά σημασία και ισχύ μόνο όταν ιδωθεί και γίνει γνωστό, είτε φαινομενικά είτε ενορατικά. (<b><i>Πραγματεία επί της Λευκής Μαγείας</i></b>/355)</span></span><br />
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</span></span></div><div align="center" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"><span style="color: teal; font-family: Verdana; font-size: xx-small;"><span style="font-size: 8pt; letter-spacing: -0.5pt;"><img height="270" id="yiv1874389363_x0000_i1030" src="http://gr.mg40.mail.yahoo.com/ya/download?mid=1%5f10275842%5fALZu%2bFcAACfRTvSzUwZMOGoLhOA&pid=1.7&fid=Inbox&inline=1" style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px;" width="400" /></span></span></div><div style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: #993300; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"> Ειπώθηκε αποκρυφιστικά ότι το όραμα αυτών των δυνάμεων και των πολλών υφασμένων γραμμών (που φαίνονται σαν ποταμοί και ρεύματα φωτός) δίνεται στο μυημένο πάνω στη βουνοκορφή του <b>Αιγόκερου</b>, όταν φτάσει σ’ αυτή. Το όραμα αυτό παρουσιάζεται στα μάτια του κατάπληκτου μαθητή στη <b>μύηση</b> της Μεταμόρφωσης. Οι μεγάλες εμπειρίες στις διάφορες βουνοκορφές, που αναφέρονται στη <i>Βίβλο, </i>σχετίζονται όλες με τον <b>Aιγόκερω</b>. (</span></span><b><i><span style="color: #993300; font-family: Verdana; font-size: xx-small;"><span lang="EN-US" style="font-size: 9pt; letter-spacing: -0.5pt;">EA</span></span></i></b><span style="color: #993300; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;">/</span></span><span style="color: #993300; font-family: Verdana; font-size: xx-small;"><span lang="EN-US" style="font-size: 9pt; letter-spacing: -0.5pt;">167)</span></span></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: blue; font-family: Verdana; font-size: xx-small;"><span lang="EN-US" style="font-size: 9pt; letter-spacing: -0.5pt;"> </span></span><span style="color: #333399; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"> Όταν γεννήθηκε ο Χριστός στη Βηθλεέμ, αντήχησε μια τριπλή Λέξη. “Δόξα εν υψίστοις Θεώ και επί γης ειρήνη, εν ανθρώποις ευδοκία.” Τότε μας δόθηκε μια τριπλή Λέξη. Την έψαλλαν άγγελοι στους βοσκούς τη νύχτα που φύλαγαν τα κοπάδια τους στους αγρούς γύρω από το σπήλαιο-στάβλο, όπου βρισκόταν το βρέφος Χριστός. Ένα μοναδικό γεγονός συνέβη στον κόσμο και οι στρατιές των ουρανών το τίμησαν.</span></span></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: #333399; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"> Το ζήτημα της μοναδικότητας της γης προβλημάτισε συχνά τους διανοούμενους. Μπορεί ένα τόσο απειροελάχιστο άτομο στο διάστημα, όπως ο πλανήτης μας, να έχει τέτοιο ενδιαφέρον για το Θεό ώστε να επιτρέψει να δοκιμασθεί εδώ το μεγάλο αυτό πείραμα; Έχει το μυστήριο του ανθρώπου και η σημασία του σκοπού μας τόση σπουδαιότητα ώστε να μην παραλληλίζεται πουθενά αλλού;</span></span></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: #333399; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;">Μπορεί πραγματικά να συμβεί κάτι σ’ αυτή τη “σφαίρα σκόνης”, τέτοιας ζωτικής σημασίας ώστε να δικαιολογεί το τραγούδι των αγγέλων, “Δόξα εν υψίστοις Θεώ και επί γης ειρήνη, εν ανθρώποις ευδοκία”; Μας αρέσει να νομίζουμε ότι μπορεί να είναι έτσι. Φοβόμαστε τη στιγμή που βλέπουμε τη ματαιότητά μας καθώς ατενίζουμε τα άστρα του ουρανού και αντιλαμβανόμαστε ότι υπάρχουν δισεκατομμύρια κόσμοι και δεκάδες δισεκατομμύρια αστερισμοί! Είμαστε κουκίδες σε μια μεγάλη απεραντοσύνη.</span></span></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: #333399; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"> Ίσως είμαστε σπουδαιότεροι απ’ ό,τι μαντεύουμε. Ίσως ό,τι μας συμβαίνει στο βασίλειο της συνείδησης να ενδιαφέρει πράγματι το κοσμικό σχήμα. Ξέρουμε ότι δεν ενδιαφέρει πολύ τι συμβαίνει στο σώμα. Εκείνο που μετρά είναι ό,τι συμβαίνει εντός και δια του σώματος. Ίσως ό,τι συμβαίνει εντός και δια του σώματος που ονομάζουμε πλανήτη, που κατοικείται ομοίως από το Θεό, να έχει ζωτική σημασία για τα σχέδια του Θεού. Αυτό θα έδινε νόημα στη ζωή· μόνο όταν κατανοούμε κι εκτιμούμε την έννοια, μπορούμε να κατανοήσουμε τη σημασία της Λέξης που ειπώθηκε στη γέννηση του Χριστού. Ας παραφράσουμε το μήνυμα των αγγέλων. Προήλθε από μια ομάδα όντων κι ελέχθη σε μια ομάδα όντων. Είναι συνεπώς παγκόσμιο μήνυμα, ένα μήνυμα που περιμένει ακόμη ανταπόκριση. Όταν η συνείδηση που είναι εκείνη του Χριστού, αφυπνισθεί σ’ όλους τους ανθρώπους, τότε θα έχουμε ειρήνη στη γη και καλή θέληση μεταξύ των ανθρώπων. Όταν συμβεί αυτό, τότε θα δοξασθεί ο Θεός. Η έκφραση της θειότητάς μας θα δώσει τέλος στα μίση που μαίνονται στη γη και θα γκρεμίσει όλα τα διαχωριστικά τείχη που διαιρούν τους ανθρώπους, τις ομάδες, τα έθνη και τις θρησκείες. Όπου υπάρχει καλή θέληση πρέπει να υπάρχει ειρήνη· πρέπει να υπάρχει οργανωμένη δραστηριότητα κι αναγνώριση του Σχεδίου του Θεού, γιατί το Σχέδιο είναι σύνθεση· το Σχέδιο είναι συγχώνευση· το Σχέδιο είναι ένωση κι ενοποίηση. Τότε ο Χριστός θα είναι σε όλους κι ο Θεός Πατήρ θα δοξασθεί. Αυτό πρέπει να γίνει με τη ζωντανή ένωση με το Θεό μέσω του Χριστού – μέσω του ιστορικού Χριστού που αποκάλυψε το Θεό και μέσω του ατομικού Χριστού που κρύβεται σε κάθε ανθρώπινη καρδιά και πρέπει να γεννηθεί. Καμιά από τις Επιστολές της Καινής Διαθήκης δεν το κάνει τόσο σαφές όσο η προς Εφεσίους Επιστολή, γιατί εκεί δίνεται η εικόνα της δυνατότητας με όρους που δεν αφήνουν περιθώρια παρανόησης. Η επιστολή αυτή λέει:</span></span></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: #333399; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"> “…εμποτιζόμαστε από την ιδέα της ζωντανής ένωσης με τον Χριστό κι ενοικούμε μέσα Του. Εκφράζεται με πολλές μεταφορές. Ριζώνουμε μέσα Του όπως το δένδρο στο έδαφος που το κάνει γερό και καρπερό. Οικοδομούμαστε μέσα Του όπως τα γερά θεμέλια του ναού χώνονται στο ζωντανό βράχο. Ζούμε μέσα Του όπως τα άκρα στο σώμα… Η ενοίκηση είναι αμοιβαία. Είναι μέσα μας και είμαστε μέσα Του. Είναι μέσα μας σαν πηγή της ύπαρξής μας· είμαστε μέσα Του πλήρεις από την πληρότητά Του. Είναι μέσα μας δίνοντας· είμαστε μέσα Του δεχόμενοι. Είναι μέσα μας σαν το <b>φως</b> του ήλιου στο σκοτεινό δωμάτιο· είμαστε μέσα Του σαν το ψυχρό πράσινο κλαδί που ρίχτηκε στο φλεγόμενο καμίνι και λάμπει με κόκκινη και μετασχηματίζουσα θερμότητα. Είναι μέσα μας σαν το χυμό στις φλέβες του δένδρου· είμαστε μέσα Του σαν τα κλαδιά.”</span></span></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: #333399; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"> Αυτή η αντίληψη χρειάζεται σήμερα. Ο Χριστός στο Θεό. Ο Θεός στον Χριστό. Ο Χριστός σε σας κι ο Χριστός σ’ εμένα. Αυτό είναι που θα φέρει σε ύπαρξη εκείνη τη θρησκεία που θα είναι η θρησκεία της αγάπης, της ειρήνης στη γη, της παγκόσμιας καλής θέλησης, της θείας κατανόησης και της βαθιάς αναγνώρισης του Θεού. Τότε η σφραγίδα Του και η ζωή Του θα φαίνονται παντού, σε καθένα και σε καθετί. Η θεία “υπογραφή” (όπως λέει ο Μπαίμε) θα αναγνωρίζεται παντού. Η ζωή του Θεού αναταράζει σήμερα το νου των ανθρώπων και τους κάνει να κινηθούν προς το δώμα της γέννησης. Από εκεί θα περάσουν σ’ ένα νέο κόσμο όπου ανώτερα ιδανικά και βαθύτερες επαφές και πλουσιότερες κατανοήσεις θα χαρακτηρίζουν την ανθρωπότητα. (<b><i>Από τη Βηθλεέμ στον Γολγοθά</i></b>/70-73)</span></span></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><br />
</div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: #993300; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"> Σήμερα οι μάζες ταξιδεύουν. Σήμερα η διδασκαλία της Ατραπού κι ο Δρόμος προς το Θεό απορροφά την προσοχή των ζηλωτών του κόσμου. Βρισκόμαστε στην Ατραπό της επιστροφής στην ατομική και τη φυλετική Βηθλεέμ. Βρισκόμαστε τώρα στο σημείο της εισόδου στο σπήλαιο όπου μπορεί να λάβει χώρα η νέα γέννηση κι επομένως συμπληρώνεται σχεδόν ένα στάδιο του μακρινού ταξιδιού της ζωής. Ο συμβολισμός αυτός είναι ίσως αληθινότερος απ’ ό,τι νομίζουμε. Το παγκόσμιο πρόβλημα σήμερα είναι ο <i>άρτος </i>και οι αγωνίες μας, η σύγχυσή μας, οι πόλεμοι και οι αγώνες μας βασίζονται στο οικονομικό πρόβλημα της διατροφής των λαών. Σήμερα όλος ο κόσμος ασχολείται με την ιδέα της Βηθλεέμ, τον άρτο. Στη λεπτή αυτή σχέση έχουμε ασφαλώς την εγγύηση ότι όπως ήρθε πρωτύτερα στον Οίκο του Άρτου, έτσι θα εκπληρώσει πάλι το λόγο Του και θα επαληθευθεί και θα επιστρέψει. Το σπήλαιο, ένας τόπος σκότους και στενοχώριας, ήταν για τη Μαρία ο τόπος του πόνου και της κόπωσης. Η ιστορία του σπηλαίου ή του στάβλου της <i>Καινής Διαθήκης </i>είναι ίσως τόσο συμβολική όσο και καθετί στη Βίβλο. Το μακρύ κι επίπονο ταξίδι τέλειωσε στο σκοτεινό σπήλαιο. Το μακρύ και κοπιαστικό ταξίδι της ανθρωπότητας μας έφερε σήμερα σ’ έναν παρόμοιο σκληρό και αφιλόξενο τόπο. Η ζωή του μαθητή ατομικά προτού πάρει <b>μύηση</b> και περάσει από την εμπειρία της νέας γέννησης, είναι πάντα μια ζωή υπέρτατης δυσκολίας και σκληρότητας. Αλλά στο σκοτάδι και στις δυσκολίες θα βρεθεί ο Χριστός και θα ανθίσει η Χριστική ζωή και θα μπορέσουμε να σταθούμε πρόσωπο με πρόσωπο μπροστά Του ως Μυσταγωγού. (<b><i>Από τη Βηθλεέμ στον Γολγοθά</i></b></span></span><span style="color: #993300; font-family: Verdana; font-size: xx-small;"><span lang="EN-US" style="font-size: 9pt; letter-spacing: -0.5pt;">/</span></span><span style="color: #993300; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;">68)</span></span></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><br />
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</div><div align="center" class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"><span style="color: #993300; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"><img height="191" id="yiv1874389363_x0000_i1031" src="http://gr.mg40.mail.yahoo.com/ya/download?mid=1%5f10275842%5fALZu%2bFcAACfRTvSzUwZMOGoLhOA&pid=1.5&fid=Inbox&inline=1" style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px;" width="338" /></span></span></div><div align="center" class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"><br />
</div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"> <span style="color: #333399;">Περιμένουμε λοιπόν σήμερα τη νέα Εμφάνιση. Ο Χριστός αναμένεται παγκοσμίως κι αυτό το πνεύμα της προσδοκίας έρχεται σαν αντίδοτο του πνεύματος του φόβου και της φρίκης που κατήλθε στο δυστυχισμένο πλανήτη μας. Η ανθρωπότητα κοιτάζει σήμερα σε δύο διευθύνσεις: στην ερημωθείσα Γη και τις αγωνιούσες καρδιές των ανθρώπων· κοιτάζει επίσης στον Τόπο από τον οποίο θα έρθει ο Χριστός, τον οποίο συμβολικά αποκαλεί “ουρανό”. Εφόσον υπάρχει η ίδια προσδοκία, εφόσον υπάρχει ομοιομορφία μαρτυρίας και πρόβλεψης κι εφόσον έχουμε όλες τις ενδείξεις περί της “συντελείας του αιώνος”, δεν είναι άραγε λογικό να πιστεύουμε ότι κάποιο μεγάλο γεγονός βρίσκεται σε διαδικασία να συμβεί; Αν στο μέσο του <b>θανάτου </b>και της καταστροφής βρεθεί μια ζώσα πίστη (και τέτοια πίστη υπάρχει παντού) κι ένας πύρινος ζήλος που διαπερνά το σκοτάδι μέχρι το κέντρο του φωτός, αυτό δεν εγγυάται άραγε την παραδοχή ότι αυτή η πίστη κι αυτός ο ζήλος θεμελιώνονται σε μια βαθιά ενορατική γνώση; Μήπως δεν είναι θείο γεγονός ότι “έστι δε πίστις ελπιζομένων <i>υπόστασις, </i>πραγμάτων <i>έλεγχος </i>ου βλεπομένων”; (<i>Εβρ. </i>11.1.)</span></span></span></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: #333399; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"> Σε κάθε χώρα σήμερα η ανθρωπότητα αναμένει τον Ερχόμενο – ανεξάρτητα πώς Τον αποκαλεί. Νιώθει ότι ο Χριστός βρίσκεται στο δρόμο Του. Η δεύτερη έλευση επίκειται και από τα χείλη μαθητών, μυστικιστών, ζηλωτών, πνευματικά σκεπτόμενων ανθρώπων και φωτισμένων ανδρών και γυναικών υψώνεται η κραυγή: “Είθε τo <b>φως</b> και η αγάπη και η δύναμη και ο <b>θάνατος </b>να εκπληρώσουν το σκοπό του Ερχόμενου”. (<b><i>Η Επανεμφάνιση του Χριστού</i></b>/187-88)</span></span></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><br />
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</div><div align="center" class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"><span style="color: red; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"><img height="253" id="yiv1874389363_x0000_i1032" src="http://gr.mg40.mail.yahoo.com/ya/download?mid=1%5f10275842%5fALZu%2bFcAACfRTvSzUwZMOGoLhOA&pid=1.2&fid=Inbox&inline=1" style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px;" width="400" /></span></span></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><br />
</div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: navy; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"> Ακτίνα VII – <b>Aιγόκερως</b>: Αυτή η ενέργεια του <b>Αιγόκερου</b> προκαλεί τη <b>μύηση</b> και την υπερνίκηση του υλισμού. (<em><b><i><span style="font-family: Verdana;">ΕΑ</span></i></b></em>/390)</span></span></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: navy; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"><br />
</span></span></div><div class="yiv1874389363MsoNormal" style="background-color: white; color: #454545; font-size: 12pt; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: navy; font-family: Verdana; font-size: xx-small;"><span style="font-size: 9pt; letter-spacing: -0.5pt;"><br />
</span></span></div><div class="yiv1874389363MsoNormal" style="background-color: white; margin-left: 0cm; margin-right: 0cm; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: navy; font-family: Verdana;"><span style="font-size: 12px;">Πηγή: (από email)</span></span></div>Morgana (Ευρυνόμη)http://www.blogger.com/profile/16668093258388855646noreply@blogger.com0tag:blogger.com,1999:blog-9051260986276888234.post-80882082411252859442011-12-22T02:51:00.000+02:002011-12-22T02:51:38.788+02:00Μια προσωπική ιστορία<div style="text-align: center;"><img height="300" src="http://farm1.staticflickr.com/192/473581755_7b01537ec5_z.jpg?zz=1" width="400" /> </div>Απόψε μου βγήκε να γράψω μια προσωπική ιστορία που βίωσα πριν κάποιους μήνες. Μέσα από τα δικά μου μάτια, πως την έζησα και τι κατάλαβα από αυτήν...<br />
Να ξέρετε πως δεν έχω να απολογηθώ σε κανέναν τι γράφω στο μπλογκ μου, παρά ίσως στον (Ανώτερο) Εαυτό μου (ναι το λέω λόγω ενός κουλού περιστατικού που συνέβη πρόσφατα) αλλά τούτο έχω να προσπαθώ, να επικοινωνήσω όσο καλύτερα γίνεται μέσα από τα γραπτά μου με σκοπό να κατανοηθούν όσο το δυνατόν περισσότερο, πλησιάζοντας και την Αλήθεια...<br />
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Αφού τελείωσα με τη εισαγωγή, ας αρχίσω. Σας προειδοποιώ όμως ότι η ιστορία θέλει αρκετά γερά νεύρα, οπότε μην προχωρήσετε αν δεν νιώθετε καλά ή δεν είστε έτοιμοι.<br />
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Ήταν 14 Σεπτέμβρη. Σημαντική ημερομηνία για μένα γιατί έχουν γενέθλια επέτειο γνωστά κι αγαπημένα μου πρόσωπα. Και είναι μισός χρόνος και μία μέρα από τη δικιά μου γενέθλια επέτειο.<br />
Τότε έφυγε η δεύτερη γιαγιά μου.<br />
Η πρώτη γιαγιά μου είχε φύγει 6 μέρες μόλις μετά από τις 13 Μαρτίου. Και το γνώριζα τότε. Και είχα κλείσει εισιτήρια να πάω να την δω λίγο πριν φύγει. Και δεν με άφησε. Το είχα πάρει βαριά κατά κάποιον τρόπο που δεν το είχα καταλάβει ακριβώς τόσα χρόνια. Είναι άλλο πράγμα όταν προλαβαίνεις να χαιρετήσεις ένα αγαπημένο σου πρόσωπο κι άλλο όταν βλέπει ξαφνικά κάτι άδειο, κάτι κενό και να λέω σε όλους: "αυτό δεν είναι η γιαγιά μου."<br />
Τις τελευταίες μέρες της δεύτερης γιαγιάς μου πήγαινα σχεδόν κάθε μέρα στο νοσοκομείο. Συνήθως πήγαινα μεσημέρι και έφευγα απόγευμα. Εκείνη τη μέρα για κάποιο λόγο άλλαξα το πρόγραμμά μου. Μου έρχονταν και διάφορες καθυστερήσεις και ευκαιρίες να κάνω άλλα πράγματα πριν πάω στο νοσοκομείο που χωρίς δυσκολία τις ακολουθούσα. Και μάλλον καλύτερα, γιατί αλλιώς μπορεί να είχα φύγει νωρίτερα από το νοσοκομείο.<br />
Είχα κανονίσει καιρό πριν ραντεβού με τη ρεφλεξολόγο για την οποία μόνο καλά λόγια έχω να πω. Και καθυστέρησα και σε εκείνη να πάω. Ήμουν κάπως από την ώρα που ξύπνησα και η μέση μου πονούσε, αλλά βοήθησε όχι μόνο να μου περάσει ο πόνος της μέσης, αλλά για αρκετή ώρα ένιωθα περίεργα, αλλιώτικα, πιο ανοιχτή, πιο άνετη, πιο χαρούμενη, σαν να είχα συνεχή εκροή ενδορφινών μέσα στο κεφάλι μου. (Άλλη φορά θα της κάνω διαφήμιση γιατί της αξίζει).<br />
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Για να πάω στο νοσοκομείο, άλλαξα στο Σύνταγμα. Εκεί είχανε παρουσιάσεις προϊόντων φτιαγμένων από βιολογικά ή φυτικά υλικά. Από τρόφιμα έως καλλυντικά και ρούχα. Πέρασα κάποια ώρα εκεί ρίχνοντας μια ματιά σε όλα τα κιόσκια.<br />
Δεν θυμάμαι αν έκανε πολύ ζέστη, ένιωθα συνεχώς περίεργα και πως ήμουν "αλλού". Ίσα ίσα που περπατούσα σε αυτόν τον κόσμο και σε κάποιον άλλον, πιο υπερβατικό.<br />
Έφτασα στο νοσοκομείο και ήταν εκεί αρκετοί από τους συγγενείς μου: πατέρας, μάνα, θεία(κόρη) και θεία(αδερφή της γιαγιάς μου).<br />
Μπροστά σε κόσμο, ειδικά στους συγγενείς, δεν νιώθω πάντα "άνετα". Συνήθως τους λέω επιφανειακά πράγματα ή κάνα αστείο για να έχω κάτι να πω ή να σπάσω τον πάγο. Περιττόν να πω ότι το έχω από μικρή να μη λέω για μεταφυσικά θέματα στους γονείς μου ειδικά ότι η άποψη που έχω για τον κόσμο δεν ταιριάζει με την δική τους. Τους αγαπάω αλλά δεν μου αρέσει να τους δίνω δικαιώματα να με περνούν...για ότι μπορεί να φανταστούν που μπορεί να τους τρομάξει ή να έχει αρνητικά φορτισμένη έννοια για αυτούς.<br />
Η μάνα μου μαζί με την αδερφή της γιαγιάς μου δεν κάτσανε πολύ. Τους είπα και για την έκθεση που γινόταν στο Σύνταγμα και τις παρακίνησα να πάνε.<br />
Η γιαγιά μου, ένα φαλακρό πλασματάκι που δεν επικοινωνούσε σχεδόν καθόλου τις τελευταίες μέρες, κοκαλωμένη προς την άκρη του κρεβατιού, γυρισμένη προς το κάγκελό του. Ούτε λόγος να κουνηθεί καθόλου. Τα κόκαλα την πονούσαν, το ένα πόδι παράλυτο, τα εσωτερικά όργανα κατεστραμμένα. Ακόμη και τώρα που τα γράφω, πάλι συγκινούμε με την τόση ταλαιπωρία που είχε περάσει από την ώρα που μπήκε στο νοσοκομείο!<br />
Τα μάτια της όμως, ολάνοιχτα, σαν μικρού παιδιού, κοιτούσαν κάπου παραπέρα. Σαν μικρού παιδιού που δεν κοιτούσε όμως με καλωσόρισμα τον νέο κόσμο όπου ήρθε, αντίθετα τον κόσμο που άφηνε πίσω της....<br />
Μόνη μου εγώ και τα παιδιά της μείναμε, ο πατέρας μου και η θεία μου.<br />
Σε κάποια στιγμή βγήκανε κι αυτοί έξω στο διάδρομο.<br />
Κι εγώ καθισμένη ήρεμα στην καρέκλα απέναντί της, την κοίταξα με αγάπη, δεν χρειάστηκε να την αγγίξω, έκλεισα τα μάτια μου και από μέσα μου της απευθύνθηκα με όλη την ηρεμία, αγάπη και γαλάνη που μπορούσα:<br />
"Γιαγιά, αν είσαι έτοιμη να φύγεις, μπορείς να φύγεις. Κι εμείς εδώ θα 'μαστε καλά."<br />
Δεν μπορώ να περιγράψω το απέραντο κύμα χαράς που με πλημμύρισε. Με μούδιασε ολάκερη.<br />
Και ξαφνικά...δεν κατάλαβα, όλα γίνανε τόσο γρήγορα! Ήρθε ο πατέρας μου τρέχοντας από το διάδρομο. Άκουσε ένα δυνατό θόρυβο που έβγαλε η γιαγιά μου που εγώ δεν άκουσα παρά μόνο τον απόηχό του. Κι η θεία μου τρέχοντας φώναξε αμέσως τους γιατρούς.<br />
Ήρθαν με τα μηχανήματα ανάνηψης και ότι άλλο και μας έβγαλαν αμέσως από το δωμάτιο. Δεν μου άρεσε καθόλου αυτό, αλλά αυτό ήταν το πρωτόκολλο.<br />
Κοίταξα το ρολόι μου. Μόνο ένα τέταρτο είχε περάσει. Ήταν 7.15 το απόγευμα.<br />
Μετά βγήκαν λέγοντάς μας πως λυπόντουσαν αλλά δεν μπόρεσαν να κάνουν τίποτα. Στα μάτια της νοσοκόμας είδα γνήσια συμπόνοια.<br />
Ο πατέρας μου και η θεία μου ξεσπάσανε σε κλάματα που δεν μπορούσα να το πιστέψω. Κι ας το περιμένανε. Τους λυπήθηκα! Ειδικά τον πατέρα μου που σπανίως τον έβλεπα να κλαίει. Τον αγκάλιασα και με παρέσυρε κι αυτός σε κλάματα.<br />
Προσπάθησε να πάρει τηλέφωνο να ειδοποιήσει όλους τους υπόλοιπους και τα κατάφερε. Ήρθαν οι φίλες της θείας μου και της συμπαραστάθηκαν και την βοήθησαν να ετοιμάσει το άδειο σώμα. Της έκλεισαν το στόμα που είχε μείνει ανοιχτό. Το πλησίασα το σώμα της μία και μοναδική φορά. Κι αφού σιγουρεύτηκα πως αυτό δεν είναι πια η γιαγιά μου και πως όπου κι αν έχει πάει, είναι σίγουρα καλύτερα, κι αφού είχα παρηγορήσει αρκετά τον πατέρα μου, του ζήτησα άδεια να φύγει.<br />
"Ναι φύγε", μου είπε, "τι άλλο να κάνεις εδώ".<br />
Πήγα αμέσως στον φίλο μου που θεωρώ τον πιο δικό μου άνθρωπο. Τον είχα ειδοποιήσει.<br />
Μες στο λεωφορείο έκλαψα λίγο ακόμα. Αλλά όταν πια έφτασα στην πόρτα του και μου άνοιξε με ένα δικό του φίλο που είχε πάει επίσκεψη και οι δύο με περίμεναν μες στα κλάματα, είχα αντίθετα ένα ειλικρινές χαμόγελο όλο χαραγμένο στα χείλη μου.<br />
Έμειναν έκπληκτοι και οι δύο. "Σε περιμέναμε ότι θα έκλαιγες κι εσύ χαμογελάς;"<br />
"Μα έφυγε!" τους είπα. "Ελευθερώθηκε!"<br />
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Αργότερα ο φίλος μου είπε πως δικιά του ήμουνα μια και που μοιραζόμασταν τις ίδιες σκέψεις για το θάνατο και τη ζωή και πως είχα περάσει ήδη πολλά με την πρώτη μου γιαγιά όπου για μέρες παρακαλούσα να με καθοδηγήσει από τον άλλον κόσμο ή να μου στείλει κάποιον που θα μπορούσε να μου δείξει. Ένα μήνα μετά το θάνατο της πρώτης μου γιαγιάς, ενώ έψαχνα απεγνωσμένα απαντήσεις, γνώρισα και τον φίλο μου που έγινε σύντροφός μου, αλλά αυτό είναι άλλη ιστορία.<br />
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Τους ζήτησα να πάμε να πιούμε τσίπουρα να γιορτάσουμε το πνεύμα της γιαγιάς μου και να της ευχηθούμε καλό κατευόδιο. Έτσι κι έγινε με μερικούς φίλους ακόμα.<br />
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Μετά από λίγες μέρες έγινε και η κηδεία της γιαγιάς μου στο νησί της. Να πω και πώς ευτυχώς η γιαγιά μου πρόλαβε να δει για τελευταία φορά στις καλοκαιρινές διακοπές τον τόπο όπου μεγάλωσε και αγάπησε ενώ οι γιατροί της δίνανε περιθώριο ζωής μόνο ένα μήνα από τον Ιανουάριο που το είχαμε μάθει.<br />
Η κηδεία για μένα ήταν μια διαδικασία που ήθελα να τελειώνει ή έστω να γίνει με καλύτερο τρόπο. Κάποια άτομα που έκλαιγαν γνήσια τα αγκάλιαζα με αγάπη, σχεδόν τα παρηγορούσα χωρίς να μπορέσω να τους πω κάτι. Ενώ κάποιοι άλλοι...ειλικρινά απορώ πως σκέφτονται να πάνε στις κηδείες και να λένε στους συγγενείς ή στα πιο κοντινά πρόσωπα του αποθανόντα (που σίγουρα ο δικός τους πόνος είναι μεγαλύτερος και δεν μπορείς να τον συμμεριστείς): αχ καημένα μου, τι πάθατε! Tι θα απογίνετε τώρα??? Τι κακό ήρθε και σας βρήκε???<br />
Σοβαρά σκέφτονται τι λένε;;;;; Πολύ και πολλά δήθεν βρήκα.....<br />
Τόσο που έλεγα που ευτυχώς ο αδερφός μου έφυγε από την ουρά του χαιρετισμού όπου περίμενα με τους γονείς μου στο τέλος.<br />
Πιο ειλικρινές βρίσκω το πολύ απλό: "να τη θυμάστε". Τι πιο αλήθεια κι από αυτό.<br />
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Πήγα μαζί της έως το άλλο χωριό στου οποίου το νεκροταφείο τη θάψανε. Εκεί ζήσαμε κι άλλες κωμικοτραγικές καταστάσεις όπου δεν χωρούσε το φέρετρο και τελικά με πολύ σπρώξιμο, το βάλανε χωρίς το καπάκι.<br />
<i>Γεια σου γιαγιά, άφησες το σώμα να γυρίσει στη γη όπου ανήκε, να γίνει ξανά κόκος άμμου.</i><br />
<i>Κι η ίδια η ψυχή σου ας γίνει ξανά ένα με τα αστέρια.</i><br />
<i>Πιάσε το φως.</i><br />
<i><br />
</i><br />
<i>Πιάσε το φως.</i><br />
Το ίδιο είχα πει και στην πρώτη μου γιαγιά όταν είχα πάει στο άλλο μου πατριδονήσι για την κηδεία της.<br />
Κι εκεί φορούσα άσπρα, δεν ήθελα με τίποτα να βάλω μαύρα.<br />
Τα ίδια ήθελα να κάνω και για τη δεύτερη γιαγιά μου, αλλά δεν με αφήσανε καθώς το νησί αυτό είναι μικρότερο και οι γλώσσες μεγαλύτερες.<br />
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Σκεφτόμουνα όμως πως πραγματικά θα ήθελα να την αποχαιρετίσω. Με τραγούδι και ξέφρενο -σχεδόν διαλογιστικό - χορό μέχρι πρωίας. Για να κάνω πιο εύκολη την είσοδο της στον άλλον κόσμο.<br />
Αρχίζω και καταλαβαίνω που σε μερικές κοινωνίες κλαίνε σαν γεννηθεί ένα παιδί και χαίρονται και γλεντάνε σαν κάποιος πεθάνει.<br />
Έστειλα στην παιδική μου φίλη μήνυμα πως στη δική μου κηδεία δεν θέλω κανείς να φοράει μαύρα, να φοράνε όλα μα όλα τα χρώματα και όλοι να τραγουδάνε, να λένε αστεία και να χαίρονται με όλη τους την καρδιά να χαρώ κι εγώ μαζί τους.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-I7IgmuYqfOE/TvJ-42JF_pI/AAAAAAAAAwU/JzAa6lIGBKs/s1600/pigi.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="154" src="http://4.bp.blogspot.com/-I7IgmuYqfOE/TvJ-42JF_pI/AAAAAAAAAwU/JzAa6lIGBKs/s320/pigi.jpg" width="320" /></a></div><br />
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Μετά την κηδεία φάγαμε με μερικούς κοντινούς συγγενείς σε ένα μαγαζάκι που είχαν κάποια ξαδέρφια μου. Σαν σερβίρανε τον μπακαλιάρο με τη σκορδαλιά γέλασα και τους είπα πως αυτό το είχε παραγγείλει η γιαγιά μου να το φάμε στην κηδεία της όταν κάποιες μέρες το μόνο που έδειχνε να σκέφτεται ήταν πως να τακτοποιήσει τις "γήινες" υποθέσεις της. Και μας έλεγε ακόμα τι να ταίσουμε τον κόσμο στην κηδεία! Κι ο πατέρας μου είπε πως όντως ναι.<br />
<div style="text-align: center;"><img height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiK5uOXEzOIpB9YfjYIkXv11F829WzJcirTCdD7RK9njTjmjA1xdlNbjC4UAjv79QDZvi8UaxXopurIHDICpvgSCibyqx6FXjQx8XKdOZqfx-VcEZoAxZIEiItROMpHu_nqF2iP236C374/" width="200" /> </div><br />
Μετά από κάποιους μήνες, ενώ είχα περάσει πολλά πράγματα πάλι, είπα την ιστορία σε μια φίλη που μόλις πρόσφατα κάνουμε περισσότερη παρέα. Και μου είπε το εξής απίστευτο: πως όπως υπάρχουν και τα καρμικά συμβόλαια, υπάρχουν και τα συμβόλαια αναχώρησης, που μπορεί να έχουν κάποια πολύ κοντινά ή συγγενικά άτομα μεταξύ τους. Πως υπάρχει ένα άτομο, συνήθως μέσα στην ίδια οικογένεια, που μπορεί να δώσει την εντολή στον/στην ετοιμοθάνατο ότι όντως μπορεί να αναχωρήσει. Και μερικά λόγια που μπορεί να ειπωθούν είναι τα εξής:<br />
"Αν είσαι έτοιμος να φύγεις μπορείς να φύγεις κι εμείς θα είμαστε καλά". (!)<br />
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Τέλος, όσο τρελό κι αν φαίνεται, αφιερώνω το παρακάτω ποίημα που είχα αφιερώσει και στην πρώτη μου γιαγιά και αφιερώνω επίσης και σε όλους τους Έλληνες.<br />
(Είναι συνδυασμός δύο δημοτικών τραγουδιών κι ενός του Κ. Παλαμά).<br />
<br />
<div style="text-align: center;"><i>Ο Διγενής ψυχομαχεί κι η γη τόνε τρομάσσει</i></div><div style="text-align: center;"><i>Βροντά κι αστράφτει ο ουρανός και σείεται ο απάνω κόσμος</i></div><div style="text-align: center;"><i>Κι ο κάτω κόσμος σείζεται κι ανοίγουν τα θεμέλια</i></div><div style="text-align: center;"><i>Κι η πλάκα αναριγγά πώς θα τ'όνε σκεπάσει;</i></div><div style="text-align: center;"><i>Πώς θα σκεπάσει τον αητό της γης τον αντρειωμένο;</i></div><div style="text-align: center;"><i>Πιάνει, καλεί τους φίλους του κι όλους τους αντρειωμένους</i></div><div style="text-align: center;"><i>Να 'ρθει ο Μηνάς κι ο Μαυραϊλής, να 'ρθει κι ο γιος του Δράκου</i></div><div style="text-align: center;"><i>Να 'ρθει κι ο Τρεμαντάχειλος που τρέμει η γη κι ο κόσμος</i></div><div style="text-align: center;"><i>Και πήγανε και τον ήβρανε στον κάμπο ξαπλωμένο</i></div><div style="text-align: center;"><i>Βογκάει, τρέμουν τα βουνά, βογκάει, τρέμουν οι κάμποι</i></div><div style="text-align: center;"><i>"Τι να σ' ήβρε Διγενή και θέλεις να πεθάνεις;"</i></div><div style="text-align: center;"><i>"Φίλοι μ' καλώς ορίσατε, φίλοι μ' κι αγαπημένοι,</i></div><div style="text-align: center;"><i>'συχάσετε, καθίσετε κι εγώ σας αφηγιέμαι:</i></div><div style="text-align: center;"><i>Στης Αραβίνας τα βουνά, στης Σύρας τα λαγκάδια</i></div><div style="text-align: center;"><i>Κει που συνδυό δεν περπατούν, συντρείς δεν κουβεντιάζουν</i></div><div style="text-align: center;"><i>Παρά πενήντα κι εκατό και πάλε φόβο έχουν</i></div><div style="text-align: center;"><i>Μοναχός τα πέρασα, πεζός κι αρματωμένος</i></div><div style="text-align: center;"><i>Με τετραπίθαμο σπαθί, τρεις οργιές κοντάρι</i></div><div style="text-align: center;"><i>Βουνά και κάμπους έδειρα, βουνά και καταράχια</i></div><div style="text-align: center;"><i>Νυχτιές χωρίς αστροφεγγιά, νυχτιές χωρίς φεγγάρι</i></div><div style="text-align: center;"><i>Και τόσα χρόνια δω, στον απάνω κόσμο</i></div><div style="text-align: center;"><i>Κανέναν δε φοβήθηκα από τους αντρειωμένους</i></div><div style="text-align: center;"><i>Μα τώρα είδα έναν ξυπόλητο και λαμπροφορεμένο</i></div><div style="text-align: center;"><i>Που 'χει του ρήσου τα πλουμιά, της αστραπής τα μάτια</i></div><div style="text-align: center;"><i>Με κράζει να παλέψωμεν σε Μαρμαρένια Αλώνια</i></div><div style="text-align: center;"><i>Κι όποιος νικήσει από τους δυο να πάρει τη ψυχή του..."</i></div><div style="text-align: center;"><i><br />
</i></div><div style="text-align: center;"><i>Και πήγαν και παλέψανε στα Μαρμαρένια Αλώνια</i></div><div style="text-align: center;"><i>κι ώθε χτυπάει ο Διγενής, το αίμα αυλάκι κάνει</i></div><div style="text-align: center;"><i>κι ώθε χτυπάει ο Χάροντας, το αίμα τάφρο κάνει...</i></div><div style="text-align: center;"><i>Και πήγαν και παλέψανε στα Μαρμαρένια Αλώνια</i></div><div style="text-align: center;"><i>εννιά φορές χτυπάει ο Διγενής, μα του Χάρου του κακοφάνει</i></div><div style="text-align: center;"><i>παίρνει το νιο από τα μαλλιά και τον εγονατίζει...</i></div><div style="text-align: center;"><i><br />
</i></div><div style="text-align: center;"><i>Καβάλα πάει ο Χάροντας τον Διγενή στον 'Αδη</i></div><div style="text-align: center;"><i>κι άλλους μαζί, κλαίει, δέρνεται το ανθρώπινο κοπάδι</i></div><div style="text-align: center;"><i>Και σαν να μην το πάτησε, του Χάρου το ποδάρι</i></div><div style="text-align: center;"><i>ο Ακρίτας μόνο ατάραχα κοιτάει τον καβαλάρη.</i></div><div style="text-align: center;"><i>"Ο Ακρίτας είμαι Χάροντα, δεν περνώ με τα χρόνια</i></div><div style="text-align: center;"><i>μ' άγγιξες και δεν μ' ένιωσες, στα Μαρμαρένια Αλώνια;</i></div><div style="text-align: center;"><i>Εγώ είμαι η ακατάλυτη ψυχή των Σαλαμίνων</i></div><div style="text-align: center;"><i>Στην Εφτάλοφην έφερα το σπαθί των Ελλήνων</i></div><div style="text-align: center;"><i>Δεν χάνομαι στα Τάρταρα, μονάχα ξαποσταίνω,</i></div><div style="text-align: center;"><i>Στη Ζωή ξαναφαίνομαι και λαούς ανασταίνω..."</i></div><div style="text-align: center;"><i><br />
</i></div><div style="text-align: center;"><img height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitREPtdcOPOW3SzIEOi5SoegOpNIFiT5QldT55Ji99T203gH3_4w3IozgFEViX2Zunsa37PDfNgYp2bTRKl7TBjjXuTNRw0ERWiaG6FuVHR4sbBVuIqvQCUCbZAqi7d0PDgHaolglGsgWJ/s320/h+palh+toy+digenh+kai+toy+xaroy" width="320" /></div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><img height="198" src="http://artinvestment.ru/temp/cache/20081225_akritas.jpg" width="320" /> </div>Morgana (Ευρυνόμη)http://www.blogger.com/profile/16668093258388855646noreply@blogger.com0tag:blogger.com,1999:blog-9051260986276888234.post-12349708744231428612011-10-31T22:35:00.000+02:002011-10-31T22:35:32.508+02:00Το χαμένο νόημα του Halloween<div style="text-align: justify;"><span id="fontSize" style="font-size: 13px;"></span></div><div style="text-align: justify;"><div class="entry-content"><div class="entry-content"><div style="text-align: center;"><a href="http://brennaxadaira.files.wordpress.com/2011/08/samhain1.jpg"><img alt="" class="aligncenter size-medium wp-image-131" height="300" src="http://brennaxadaira.files.wordpress.com/2011/08/samhain1.jpg?w=297&h=300" title="Samhain Horned God" width="297" /></a> </div></div><div style="text-align: center;"><br />
<b> </b></div></div><div style="text-align: justify;"><b>Καλό Halloween, Samhain, Mέρα των Νεκρών ή των Άγιων Πάντων!</b></div><div style="text-align: justify;"><br />
</div><b>Halloween, Παραμονή των Άγιων Πάντων, Ημέρα των Νεκρών, Samhain. Όποιο όνομα κι αν έχει, αυτή η ιδιαίτερη νύχτα που προηγείται της ημέρας των Άγιων Πάντων (1η Νοεμβρίου) έχει θεωρηθεί για αιώνες ως μια από τις πιο μαγικές νύχτες του χρόνου. Μια νύχτα με δύναμη, όταν το πέπλο που διαχωρίζει τον κόσμο μας από τον άλλο κόσμο είναι πιο λεπτό από ποτέ.</b></div><a href="http://www.blogger.com/post-edit.g?blogID=9051260986276888234&postID=1234970874423142861" name="more"></a><br />
<div style="text-align: justify;"><span id="fontSize" style="font-size: 13px;"></span></div><div style="text-align: justify;"></div><div style="text-align: justify;"><span id="fontSize" style="font-size: 13px;"></span></div><div><div style="text-align: justify;">Όσο διαδεδομένοι κι αν είναι οι εορτασμοί για τη νύχτα της παραμονής των Άγιων Πάντων σε ολόκληρο τον κόσμο, λίγοι γνωρίζουν πως η πραγματική προέλευση της γιορτής Halloween είναι μια τελετή τίμησης των προγόνων μας και η μέρα των νεκρών. Μια στιγμή που τα πέπλα μεταξύ των κόσμων γίνονταν πιο λεπτά και πολλοί μπορούσαν να δουν την άλλη πλευρά της ζωής. Μια στιγμή μέσα στον χρόνο όπου ο πνευματικός και ο υλικός κόσμος άγγιζαν στιγμιαία ο ένας τον άλλο και δημιουργείτο μια μεγαλύτερη δυναμική για μαγική δημιουργία. </div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><span class="Apple-style-span" style="color: #990000;">Αρχαίες τελετουργίες</span></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Στους αρχαίους καιρούς η μέρα αυτή ήταν ιδιαίτερη και τιμημένη μέσα στο χρόνο. Στο κέλτικο ημερολόγιο ήταν μια από τις σημαντικότερες μέρες, καθώς αναπαριστούσε ένα σημείο στη μέση του χρόνου, το Samhain ή τέλος του χειμώνα. Όντας αντίθετη από τη μέρα του μεγάλου φεστιβάλ της άνοιξης το Μάη, το Beltain, η μέρα αυτή αναπαριστούσε το σημείο που άλλαζε ο χρόνος, την παραμονή της νέας χρονιάς με το ξεκίνημα της σκοτεινής περιόδου του χρόνου. Και παρόλο που εορταζόταν από τους Κέλτες, η προέλευση της ημέρας αυτής συνδέεται και με άλλους πολιτισμούς, όπως η Αίγυπτος και το Μεξικό, στο τελευταίο ως Dia de la Muerta, ή ημέρα των νεκρών.</div><br />
<div style="text-align: justify;">Οι Κέλτες πίστευαν ότι οι κανονικοί νόμοι του χώρου και του χρόνου ετίθεντο σε προσωρινή αδράνεια κατά τη χρονική αυτή περίοδο, επιτρέποντας να ανοίξει ένα ειδικό παράθυρο απ' όπου ο κόσμος των πνευμάτων μπορούσε να αναμειχθεί με τον κόσμο των ζωντανών. Ήταν μια νύχτα που οι νεκροί μπορούσαν να διαπεράσουν το παραπέτασμα και να επιστρέψουν στη γη των ζωντανών για να γιορτάσουν με την οικογένεια ή τη φυλή τους. Έτσι, οι μεγάλοι ταφικοί λόφοι της Ιρλανδίας φωτίζονταν με πυρσούς στους εσωτερικούς τοίχους, έτσι ώστε τα πνεύματα των νεκρών να μπορέσουν να βρουν το δρόμο τους. </div><div style="text-align: justify;"><br />
</div><div style="text-align: center;"><img alt="" height="200" 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" width="168" /><span class="Apple-style-span" style="color: #990000;"> </span></div><div style="text-align: justify;"><span class="Apple-style-span" style="color: #990000;">Φανάρια από κολοκύθες, τα φανάρια για τον Jack</span></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Από την αρχαία αυτή παράδοση προέρχεται μια από τις πιο διάσημες εικόνες της γιορτής: το φανάρι από κολοκύθα (Jack-o-lantern). Προέρχεται από ιρλανδικές παραδόσεις και η χρήση του ήταν να φωτίζει τη χαμένη ψυχή του Jack, ενός διαβόητου απατεώνα που είχε κολλήσει ανάμεσα στους δυο κόσμους. Λέγεται ότι ο Jack είχε ξεγελάσει το διάβολο και τον έπεισε να μπει στην κουφάλα ενός δέντρου και σκαλίζοντας την εικόνα ενός σταυρού στον κορμό του δέντρου τον παγίδευσε εκεί μέσα. Οι φάρσες του είχαν ως αποτέλεσμα να του αρνηθούν την είσοδο στον Παράδεισο και καθώς είχε νευριάσει επίσης τον Διάβολο που κυβερνούσε την Κόλαση, ο Jack απέμεινε μια χαμένη ψυχή παγιδευμένη ανάμεσα στους κόσμους. Ως παρηγοριά, ο Διάβολος του έδωσε λίγη χόβολη για να φωτίζει το δρόμο του στα σκοτάδια μεταξύ των δυο κόσμων.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Αρχικά στην Ιρλανδία έπαιρναν ρέβες και τις έσκαβαν βάζοντας στο εσωτερικό τους ένα κερί για να τις χρησιμοποιήσουν ως φανάρια, ώστε να βοηθήσουν να οδηγηθεί το χαμένο πνεύμα του Jack πίσω στο σπίτι του. Κι έτσι προέκυψε η ονομασία, Φανάρια του Jack. Αργότερα, όταν ήρθαν μετανάστες στο Νέο Κόσμο οι κολοκύθες ήταν πιο εύκολο να βρεθούν κι έτσι σκάλιζαν αυτές και έβαζαν μέσα κεριά για να τις κάνουν φανάρια. </div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><span class="Apple-style-span" style="color: #990000;">Η γιορτή των νεκρών</span></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Καθώς η Εκκλησία άρχισε να επικρατεί στην Ευρώπη οι αρχαίες παγανιστικές τελετές μεταλλάχθηκαν σε πανηγύρια της Εκκλησίας. Καθώς η Εκκλησία δε μπορούσε να υποστηρίξει ένα γενικό γλέντι προς τιμήν των νεκρών, δημιούργησε μια γιορτή για τους ευλογημένους νεκρούς, τους καθαγιασμένους και η γιορτή μετατράπηκε σε Άγιους Πάντες ή Ημέρα Όλων των Ψυχών.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Πολλοί πολιτισμοί έχουν τελετές για να τιμήσουν τους νεκρούς τους. Κάνοντας κάτι τέτοιο συμπληρώνουν έναν κύκλο ζωής και θανάτου και διατηρούν την αρμονία και την τάξη του σύμπαντος.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Μετάφραση - Απόδοση: Αμαλία Τσακίρη, για το ESOTERICA.gr</div><br />
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Πηγή: <a href="http://www.esoterica.gr/">Esoterica.gr</a></div>Morgana (Ευρυνόμη)http://www.blogger.com/profile/16668093258388855646noreply@blogger.com1tag:blogger.com,1999:blog-9051260986276888234.post-33770295222438858732011-10-18T18:58:00.000+03:002011-10-18T18:58:46.010+03:00H στιγμή που διαλέγουμε το θάνατό μας<div style="text-align: left;"><i><b>Ο Αετός και το Γεράκι με τα γαμψά νύχια</b></i></div><div style="text-align: left;"><i><b>και τα φτερωτά κεφάλια τους</b></i></div><div style="text-align: left;"><i><b>κομματιάζουν τη ζωή.</b></i></div><div style="text-align: left;"><i><b>Ο Γύπας και το Κοράκι περιμένουν το θάνατο </b></i></div><div style="text-align: left;"><i><b>για να τον απαλύνουν.</b></i></div><div style="text-align: left;"><i><b>Ο Ποιητής δεν μπορεί να ζήσει σε αυτό τον κόσμο</b></i></div><div style="text-align: left;"><i><b>παρά μόνο ότα τον κομματιάσει</b></i></div><div style="text-align: left;"><i><b>όπως βέβαια και τον ίδιο του τον εαυτό...</b></i></div><div style="text-align: center;"><i><b><br />
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</b></i></div>Morgana (Ευρυνόμη)http://www.blogger.com/profile/16668093258388855646noreply@blogger.com4tag:blogger.com,1999:blog-9051260986276888234.post-84922444879080161012011-09-19T03:35:00.000+03:002011-09-19T03:35:09.638+03:00Είμαστε όλοι συνδεδεμένοι<div dir="ltr" style="text-align: left;" trbidi="on"><div dir="ltr" style="text-align: left;" trbidi="on">Για να μη ξεχνάμε αυτές τις δύσκολες ώρες τι αληθινά είμαστε....<br />
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</div><iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/Sro3n3rk3c0" width="420"></iframe></div>Morgana (Ευρυνόμη)http://www.blogger.com/profile/16668093258388855646noreply@blogger.com6tag:blogger.com,1999:blog-9051260986276888234.post-36646218485952929472011-08-08T15:47:00.000+03:002011-08-08T15:47:15.445+03:00Τα 7 Τσάκρα<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkngWVokiE4HgxcgwY70kdUAr-1mVuRYIShfY3UO7mKjDb_9R-rUuZshrBz-HRh1h8CDLRLG3o4ilQ_Daofgd1twsQQGu4fPNi96wldrCcus6S_LUa1a4thG2MCIuSdHGVIQ9yRo76jBY/s1600/Chakras1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkngWVokiE4HgxcgwY70kdUAr-1mVuRYIShfY3UO7mKjDb_9R-rUuZshrBz-HRh1h8CDLRLG3o4ilQ_Daofgd1twsQQGu4fPNi96wldrCcus6S_LUa1a4thG2MCIuSdHGVIQ9yRo76jBY/s1600/Chakras1.jpg" /></a></div><br />
Επειδή αναφέρω αρκετές φορές για τα τσάκρα, πρέπει να τα εξηγήσω για να διαλυθούν οι όποιες συγχύσεις και παρανοήσεις μπορεί να δυσχεραίνουν την κατανόηση....<br />
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<div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><div style="text-align: justify;"> <span><span style="font-size: 12px;">Η λέξη «Τσάκρα» είναι σανσκριτική και σημαίνει «Τροχός». Τα Τσάκρα είναι ενεργειακά κέντρα του σώματος τα οποία επηρεάζουν άμεσα την υγεία των οργάνων με τα οποία σχετίζονται. Τα ενεργειακά αυτά κέντρα λειτουργούν σαν «ρουφήχτρες» των ενεργειών που μας περιστοιχίζουν. Οι αρνητικές δυνάμεις επηρεάζουν αρνητικά τα αντίστοιχα όργανα και οι θετικές θετικά (όπως είναι λογικό). Για τον λόγο αυτό, είναι καλό να «καθαρίζουμε» τα Τσάκρα μας συχνά, αποβάλλοντας έτσι τις αρνητικές ενέργειες που ίσως να έχουν απορροφήσει. Είναι μια τεχνική μάλλον απλή και γνωστή από την αρχαιότητα σε όλο τον τότε πολιτισμένο κόσμο (Αίγυπτο, Κίνα, Ινδία, Ελλάδα, Ρώμη κλπ).</span></span></div><div style="text-align: justify;"><br />
</div><span><span style="font-size: 12px;"></span></span></div><div style="font-family: Georgia,"Times New Roman",serif;"><span><span style="font-size: 12px;"> </span></span><b><span> <span style="font-size: 12px;"></span></span></b></div><div style="font-family: Georgia,"Times New Roman",serif;"><b><span><span style="font-size: 12px;"></span></span></b></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuqxwp65PCVij_wsdfhiS_PfT2Ytk6jkEIEVbYcfZC8DVKWx7I2GdBQi0nl9vB7LL06axqWSFnUzMk-eSKhX0AX6JI1Ui5ONTq_g5dwzmFqXOT9yvbDI09O5v-pUw29sm4qduIu9jeLbQ/s1600/chakras.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="385" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuqxwp65PCVij_wsdfhiS_PfT2Ytk6jkEIEVbYcfZC8DVKWx7I2GdBQi0nl9vB7LL06axqWSFnUzMk-eSKhX0AX6JI1Ui5ONTq_g5dwzmFqXOT9yvbDI09O5v-pUw29sm4qduIu9jeLbQ/s400/chakras.jpg" width="400" /></a></div><div style="font-family: Georgia,"Times New Roman",serif;"><span><span style="font-size: 12px;"></span></span></div><div style="font-family: Georgia,"Times New Roman",serif;"><br />
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</div><div style="font-family: Georgia,"Times New Roman",serif;"><span><span style="font-size: 12px;"> Παραθέτω τα 7 κεντρικά Τσάκρα και με τι σχετίζεται το κάθε ένα:</span></span><span><span style="font-size: 12px;"><br />
<br />
</span></span></div><div style="text-align: center;"><div style="text-align: center;"><span><span style="font-size: 12px;"><b>1ο Τσάκρα</b></span></span><br />
<span><span style="font-size: 12px;"> Ονομάζεται και - Ρίζα, Βάση, Κουνταλίνι, Μουλαντάρα</span></span><br />
<span><span style="font-size: 12px;"> Θέση - Βάση της Σπονδυλικής Στήλης, στην θέση λεγόμενη και «ουρά»</span></span><br />
<span><span style="font-size: 12px;"> Όργανα που σχετίζεται - Γεννητικά όργανα, Σπονδυλική Στήλη</span></span><br />
<span><span style="font-size: 12px;"> Γενικότερη συσχέτιση - Τα Οστά</span></span><br />
<span><span style="font-size: 12px;"> Επηρεάζει και - Το Φυσικό Σώμα </span></span><br />
<span><span style="font-size: 12px;"> Διακυβερνά - Σταθερότητα, Αξιοπιστία, Ενότητα</span></span><br />
<span><span style="font-size: 12px;"> Ρήμα που το χαρακτηρίζει - «Έχω»</span></span><br />
<span><span style="font-size: 12px;"> Χρώμα - Κόκκινο</span></span><br />
<span><span style="font-size: 12px;"> Στοιχείο - Γη</span></span><br />
<span><span style="font-size: 12px;"> </span></span><br />
<span><span style="font-size: 12px;"> <b>2ο Τσάκρα</b></span></span><br />
<span><span style="font-size: 12px;"> Ονομάζεται και - Ιερό, Σβαντιστάνα</span></span><br />
<span><span style="font-size: 12px;"> Θέση - Ακριβώς κάτω και πίσω από τον Αφαλό</span></span><br />
<span><span style="font-size: 12px;"> Όργανα που σχετίζεται - Σπλήνα, Ουροδόχος Κύστη, Νεφρά</span></span><br />
<span><span style="font-size: 12px;"> Γενικότερη συσχέτιση - Όλα τα υγρά του σώματος</span></span><br />
<span><span style="font-size: 12px;"> Επηρεάζει και - Τα Συναισθήματα</span></span><br />
<span><span style="font-size: 12px;"> Διακυβερνά - Διαφορά, Αλλαγή, Δυαδικότητα, Κίνηση</span></span><br />
<span><span style="font-size: 12px;"> Ρήμα που το χαρακτηρίζει - «Αισθάνομαι»</span></span><br />
<span><span style="font-size: 12px;"> Χρώμα - Πορτοκαλί</span></span><br />
<span><span style="font-size: 12px;"> Στοιχείο - Νερό</span></span><br />
<span><span style="font-size: 12px;"> </span></span><br />
<span><span style="font-size: 12px;"> <b>3ο Τσάκρα</b></span></span><br />
<span><span style="font-size: 12px;"> Ονομάζεται και - Ηλιακό Πλέγμα, Μανιπούρα</span></span><br />
<span><span style="font-size: 12px;"> Θέση - Η περιοχή του Στομάχου (ανάμεσα από τον Αφαλό και το Διάφραγμα)</span></span><br />
<span><span style="font-size: 12px;"> Όργανα που σχετίζεται - Πάγκρεας, Συκώτι, Στομάχι, Νευρικό Σύστημα </span></span><br />
<span><span style="font-size: 12px;"> Γενικότερη συσχέτιση - Μεταβολισμός και Πέψη</span></span><br />
<span><span style="font-size: 12px;"> Επηρεάζει και - Τον Νου</span></span><br />
<span><span style="font-size: 12px;"> Διακυβερνά - Ενέργεια, Δύναμη, Θέληση </span></span><br />
<span><span style="font-size: 12px;"> Ρήμα που το χαρακτηρίζει - «Μπορώ»</span></span><br />
<span><span style="font-size: 12px;"> Χρώμα - Κίτρινο</span></span><br />
<span><span style="font-size: 12px;"> Στοιχείο - Φωτιά</span></span><br />
<span><span style="font-size: 12px;"> </span></span><br />
<span><span style="font-size: 12px;"> <b>4ο Τσάκρα</b></span></span><br />
<span><span style="font-size: 12px;"> Ονομάζεται και - Αναχάτα</span></span><br />
<span><span style="font-size: 12px;"> Θέση - Στην μέση του Θώρακα</span></span><br />
<span><span style="font-size: 12px;"> Όργανα που σχετίζεται - Καρδιά </span></span><br />
<span><span style="font-size: 12px;"> Γενικότερη συσχέτιση - Κυκλοφοριακό, Ανοσοποιητικό και Ενδοκρινολογικό σύστημα</span></span><br />
<span><span style="font-size: 12px;"> Επηρεάζει και - Το Αστρικό Σώμα </span></span><br />
<span><span style="font-size: 12px;"> Διακυβερνά - Αγάπη, Ευσπλαχνία, Ισορροπία</span></span><br />
<span><span style="font-size: 12px;"> Ρήμα που το χαρακτηρίζει - «Αγαπώ»</span></span><br />
<span><span style="font-size: 12px;"> Χρώμα - Πράσινο</span></span><br />
<span><span style="font-size: 12px;"> Στοιχείο - Αέρας</span></span><br />
<span><span style="font-size: 12px;"> </span></span><br />
<span><span style="font-size: 12px;"> <b>5ο Τσάκρα</b></span></span><br />
<span><span style="font-size: 12px;"> Ονομάζεται και - Βισούντα</span></span><br />
<span><span style="font-size: 12px;"> Θέση - Λαιμός</span></span><br />
<span><span style="font-size: 12px;"> Όργανα που σχετίζεται - Θυρεοειδής, Πνεύμονες, Φωνητικές Χορδές, Βρόγχοι </span></span><br />
<span><span style="font-size: 12px;"> Γενικότερη συσχέτιση - </span></span><br />
<span><span style="font-size: 12px;"> Επηρεάζει και - Το Αιθερικό Σώμα (βλ. κείμενο Αύρα)</span></span><br />
<span><span style="font-size: 12px;"> Χρώμα - Μπλε</span></span><br />
<span><span style="font-size: 12px;"> Στοιχείο - Ήχος</span></span><br />
<span><span style="font-size: 12px;"> Διακυβερνά - Επικοινωνία, Έκφραση</span></span><br />
<span><span style="font-size: 12px;"> Ρήμα που το χαρακτηρίζει - «Μιλώ»</span></span><br />
<span><span style="font-size: 12px;"> </span></span><br />
<span><span style="font-size: 12px;"> <b>6ο Τσάκρα</b></span></span><br />
<span><span style="font-size: 12px;"> Ονομάζεται και - Τρίτο Μάτι, Άτζνα</span></span><br />
<span><span style="font-size: 12px;"> Θέση - Κέντρο του Μετώπου</span></span><br />
<span><span style="font-size: 12px;"> Όργανα που σχετίζεται - Επίφυση</span></span><br />
<span><span style="font-size: 12px;"> Γενικότερη συσχέτιση - Όραση</span></span><br />
<span><span style="font-size: 12px;"> Επηρεάζει και - Το Ουράνιο Σώμα (βλ. κείμενο Αύρα)</span></span><br />
<span><span style="font-size: 12px;"> Χρώμα - Λουλακί</span></span><br />
<span><span style="font-size: 12px;"> Στοιχείο - Φως</span></span><br />
<span><span style="font-size: 12px;"> Διακυβερνά - Διαίσθηση, Φαντασία, Διόραση</span></span><br />
<span><span style="font-size: 12px;"> Ρήμα που το χαρακτηρίζει - «Βλέπω»</span></span><br />
<span><span style="font-size: 12px;"> </span></span><br />
<span><span style="font-size: 12px;"> <b>7ο Τσάκρα</b></span></span><br />
<span><span style="font-size: 12px;"> Ονομάζεται και - Κορώνα, Σαχασράρα</span></span><br />
<span><span style="font-size: 12px;"> Θέση - Κορυφή του Κρανίου</span></span><br />
<span><span style="font-size: 12px;"> Όργανα που σχετίζεται - Υπόφυση </span></span><br />
<span><span style="font-size: 12px;"> Γενικότερη συσχέτιση - </span></span><br />
<span><span style="font-size: 12px;"> Επηρεάζει και - Το Κεθερικό Σώμα (βλ. κείμενο Αύρα)</span></span><br />
<span><span style="font-size: 12px;"> Χρώμα - Λευκό (ή μωβ)</span></span><br />
<span><span style="font-size: 12px;"> Στοιχείο - Σκέψη</span></span><br />
<span><span style="font-size: 12px;"> Διακυβερνά - Το θρησκευτικό συναίσθημα</span></span><br />
<span><span style="font-size: 12px;"> Ρήμα που το χαρακτηρίζει - «Γνωρίζω»</span></span></div><div style="text-align: center;"><br />
</div><span><span style="font-size: 12px;"></span></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEEnNmN206yS0l3WJStSLQyY5VPMnTpYY7rR6kAPkDmRa6wloQZ3Qb_bafEQGyNLsPPSQ2Ezz-pGQ_NbwTqHNilrZi96QPoN4IZVVPvkdjnY5viyvOAoyp57hD6Xja7vVPcA6ulImarC8/s1600/chakras_sitting_front_and_back.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEEnNmN206yS0l3WJStSLQyY5VPMnTpYY7rR6kAPkDmRa6wloQZ3Qb_bafEQGyNLsPPSQ2Ezz-pGQ_NbwTqHNilrZi96QPoN4IZVVPvkdjnY5viyvOAoyp57hD6Xja7vVPcA6ulImarC8/s320/chakras_sitting_front_and_back.jpg" width="320" /></a></div><div style="font-family: Georgia,"Times New Roman",serif;"><span><span style="font-size: 12px;"> <br />
</span></span><b><span> </span></b></div><div style="text-align: justify;"><div style="text-align: center;"><b><span><span style="font-size: 12px;">Πώς «καθαρίζονται» τα Τσάκρα</span></span></b><span><span style="font-size: 12px;"></span></span></div><span><span style="font-size: 12px;"> Επέλεξε ένα σημείο ήσυχο όπου δεν θα σε ενοχλήσει κανείς. Φρόντισε ο φωτισμός να είναι χαμηλός και «γλυκός» ώστε να μην σου αποσπά την προσοχή. Κάθισε άνετα σε μια καρέκλα με μπράτσα, με την πλάτη ίσια, τα πόδια Πα πατούν καλά κάτω και τα χέρια χαλαρά στα μπράτσα της καρέκλας, ή ξάπλωσε κάπου ανάσκελα με το σώμα ίσιο και με ένα μικρό μαξιλάρι κάτω από τον αυχένα.</span></span><br />
<span><span style="font-size: 12px;"> Κλείσε τα μάτια σου και πάρε μερικές βαθιές αναπνοές για να χαλαρώσεις και να αποδιώξεις όλες τις ανεπιθύμητες σκέψεις.</span></span><br />
<span><span style="font-size: 12px;"> Όταν αισθανθείς χαλαρός και έτοιμος να ξεκινήσεις, συγκέντρωσε την προσοχή σου στην περιοχή του 1ου Τσάκρα. Πάρε βαθιές αναπνοές και οραματίσου με κάθε εισπνοή όλη την αρνητική ενέργεια που έχει συγκεντρωθεί σε εκείνη την περιοχή να σχηματίζει μια μαύρη σφαίρα. Με κάθε εκπνοή, οραματίσου αυτήν την σφαίρα να αποβάλλεται από το σώμα σου και να φεύγει μακριά. Επανέλαβε 5-7 φορές. Μετά, με κάθε εισπνοή οραματίσου την περιοχή αυτή του σώματος να περιβάλλεται από ένα ζωηρό, καθαρό, κόκκινο φως ενέργειας το οποίο δυναμώνει και επεκτείνεται με κάθε εκπνοή. Επανέλαβε 5-7 φορές.</span></span><br />
<span><span style="font-size: 12px;"> Με την ίδια διαδικασία συνέχισε στα υπόλοιπα Τσάκρα, ξεκινώντας πάντα από κάτω προς τα πάνω, αλλάζοντας κάθε φορά μονάχα το χρώμα δύναμης ανάλογα με το Τσάκρα (όπως αναφέρονται τα χρώματα παραπάνω). </span></span><br />
<span><span style="font-size: 12px;"> Μπορείς να οραματιστείς το κάθε Τσάκρα είτε σαν ένα σημείο, είτε σαν μια σφαίρα, είτε σαν μια «ζώνη» που περιβάλλει το σώμα γύρω από το σημείο του αντίστοιχου Τσάκρα (προσωπικά πιστεύω ότι αυτό είναι το καλλίτερο).</span></span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
</div><div style="font-family: Georgia,"Times New Roman",serif;"><span><span style="font-size: 12px;">Πηγή: <a href="http://www.artofwise.gr/html/categories_content/esoterismos/ta7tsakra.html">http://www.artofwise.gr/html/categories_content/esoterismos/ta7tsakra.html </a></span></span></div><div style="font-family: Georgia,"Times New Roman",serif;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHyEyK4RLnMdgcZc5rJZJgKxPnaDXn0YY9hO6Oip_wyE1SnIawn4e15jPGceewsTZnfmh6wKCXkkx76ByvwF8XfKoq_mieW-5gn8aiYJ3FJlaMaQjwsGq_jH1F3qSO0_Qi6I9e6B0ifdc/s1600/chakra+pss.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="308" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHyEyK4RLnMdgcZc5rJZJgKxPnaDXn0YY9hO6Oip_wyE1SnIawn4e15jPGceewsTZnfmh6wKCXkkx76ByvwF8XfKoq_mieW-5gn8aiYJ3FJlaMaQjwsGq_jH1F3qSO0_Qi6I9e6B0ifdc/s320/chakra+pss.jpg" width="320" /></a></div><span style="font-family: Georgia,"Times New Roman",serif;"></span></div>Morgana (Ευρυνόμη)http://www.blogger.com/profile/16668093258388855646noreply@blogger.com1tag:blogger.com,1999:blog-9051260986276888234.post-18165961643960985342011-08-08T15:21:00.000+03:002011-08-08T15:21:18.707+03:0010 σημάδια πνευματικής αφύπνισης<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhCHdhzzaSt6UUs-6WlNTzRciNqPZjU4mFHg8cVx3l0Mc6iu3sOtaHc2njCPNufzOhpzurtnDv8eMG3N4h8rSqUeHQwpwtzxkg5R9YgrAAQFlURDFLqV5VmdIZcjmDNBAsbJYdOncih44/s1600/Spiritual-Awakening4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="307" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhCHdhzzaSt6UUs-6WlNTzRciNqPZjU4mFHg8cVx3l0Mc6iu3sOtaHc2njCPNufzOhpzurtnDv8eMG3N4h8rSqUeHQwpwtzxkg5R9YgrAAQFlURDFLqV5VmdIZcjmDNBAsbJYdOncih44/s320/Spiritual-Awakening4.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"></div><br />
Καλοκαιράκι....και σας γράφω από το νησί, που ευτυχώς φυσάει και έτσι η υγρασία δεν κολλάει αλλά απολαμβάνεις περισσότερο τον καθαρό αέρα.<br />
Βρήκα αυτό το βιντεάκι που λέει λίγα και απλά πράγματα πως να καταλάβεις αν περνάς πνευματική αφύπνιση. Γιατί μπορεί να συμβεί παντού και οποτεδήποτε. Ειδικά είναι σημάδι αρχής είναι ότι ενδιαφέρεσαι περισσότερο για το τι κρύβεται κάτω από την επιφάνεια. Σημάδι επίσης είναι ότι κοιτάς το βίντεο και θες να μάθεις περισσότερα....<br />
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<div style="text-align: center;">Τα 10 Κοινά Σημάδια Πνευματικής Αφύπνισης<br />
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</div><div style="text-align: justify;"><i><b>Σημάδι 1</b></i>: Οι συνήθειες ύπνου σου έχουν αλλάξει, αισθάνεσαι πιο ανήσυχος, αλλά δείχνεις να έχεις περισσότερη ενέργεια. Συνήθισέ το και μην ανησυχείς. Το σώμα σου θα προσαρμοστεί με τον καιρό.</div><div style="text-align: justify;"><i><b>Σημάδι 2</b></i>: Ρίγη, ανατριχίλες, μυρμηγκιάσματα, αισθήσεις γαργαλητού στο κρανίο σου και στο δέρμα που το καλύπτει. Αισθάνεσαι πίεση στην κορυφή του κρανίου (άνοιγμα του 7ου τσάκρα), σαν κάποιος να το πιέζει προς τα κάτω με ένα δάκτυλο. Αναλαμπές μεγάλης έμπνευσης/δημιουργικότητας/σκέψεων. Αισθάνεσαι δονήσεις γύρω από το κεφάλι και τα αυτιά. Μην ανησυχείς. Αυτό είναι το άνοιγμα του 7ου τσάκρα (του τσάκρα της κεφαλής - σαχασράρα) και θεϊκή ενέργεια ρέει μέσω αυτού.</div><div style="text-align: justify;"><i><b>Σημάδι 3</b></i>: Ξαφνικά κύματα συγκίνησης και συναισθημάτων. Αισθάνεσαι λυπημένος, μοναχικός, χαρούμενος, θυμωμένος κλπ. χωρίς κανένα λόγο. Αυτό είναι μια απελευθέρωση μπλοκαρισμένων αισθημάτων και μπορεί να προέρχεται από το τσάκρα της καρδιάς (αναχάτα). Μην είσαι σκληρός/ή με τον εαυτό σου. Αναγνώρισε τα συναισθήματα καθώς ανέρχονται και άφησέ τα να περάσουν και να φύγουν με αγάπη.</div><div style="text-align: justify;"><i><b>Σημάδι 4</b></i>: Παλιά θέματα επανέρχονται συνεχώς και κατά καιρούς αισθάνεσαι πολύ χαμένος. Δεν χάθηκες ποτέ. Αντιμετώπισε οποιοδήποτε παλιό γεγονός έρχεται στη θύμηση σου και κλείσε το. Είναι απαραίτητο και βαθιά εξαγνιστικό. </div><div style="text-align: justify;"><i><b>Σημάδι 5</b></i>: Το φυσικό σου σώμα μπορεί να αλλάξει. Οι συνήθειες διατροφής σου γίνονται όλο και πιο υγιεινές. Όλο το σώμα και το μυαλό σου αλλάζουν. Κι όσο αντιμετωπίζεις τις παλιές σου πράξεις και θέματα, αυτό θα κατασταλάξει. Οι κραδασμοί σου και τα επίπεδα δόνησής σου θα ανεβαίνουν καθώς παραδίδεσαι σε ανιδιοτελή αγάπη. </div><div style="text-align: justify;"><i><b>Σημάδι 6</b></i>: Οι αισθήσεις σου γίνονται όλο και πιο ευαίσθητες. Η έκτη αίσθησή σου διαπλατύνεται και έχεις περισσότερη επίγνωση λεπτοφυών ενεργειών. Μπορεί να αρχίζεις να βλέπεις αναλαμπές φωτός, σκιές, μπάλες ενέργειας, πλέγματα φωτός, κινήσεις από την άκρη του ματιού σου. Μπορεί επίσης να ακούσεις να καλούν το όνομά σου, φωνές να βουίζουν στα αυτιά σου, φευγαλέες μυρωδιές και να νιώθεις "κάποιον" να 'ναι κοντά σου. Αυτά είναι σημάδια του Πνεύματος και των καθοδηγητών σου. Μην φοβάσαι! Θυμήσου πως πάντα εσύ είσαι ο υπεύθυνος και θέσε αυστηρούς κανόνες. Πάντα να εξασκείς τη διάκριση και την οξυδέρκεια όταν έχεις να κάνεις με πνεύμα. </div><div style="text-align: justify;"><i><b>Σημάδι 7</b></i>: Αρχίζεις να βλέπεις τον κόσμο με νέα μάτια. Αισθάνεσαι στοργικά και πως είσαι ένα με τα πάντα. Πήγαινε με τη ροή! Να 'σαι συμπονετικός και στοργικός όσο καλύτερα μπορείς και μην είσαι σκληρός με τον εαυτό σου όταν έχεις μια άσχημη μέρα. Να 'σαι ευγενικός με τον εαυτό σου καθώς η επίγνωσή σου αναπτύσσεται όλο και περισσότερο.</div><div style="text-align: justify;"><i><b>Σημάδι 8</b></i>: Επιθυμείς όλο και πιο πολύ να απελευθερωθείς από περιοριστικά μοτίβα και παλιές συνήθεις που δεν σε εξυπηρετούν πια. Έχε θάρρος και κάντο! Καθάρισε το παλιό για να κάνεις χώρο για το καινούργιο. </div><div style="text-align: justify;"><i><b>Σημάδι 9</b></i>: Αρχίζεις να παρατηρείς όλο και περισσότερα σημάδια που σου μιλούν απευθείας σε πολύ βαθύ επίπεδο. Θα έχουν πολύ μεγάλη σημασία για σένα καθώς η επίγνωσή σου θα αυξάνεται. </div><div style="text-align: justify;"><i><b>Σημάδι 10</b></i>: Η συγχρονικότητα κυλάει όλο και πιο γρήγορα. Αυτά τα θαυμάσια γεγονότα συμβαίνουν όταν είσαι στο σωστό δρόμο. Συναντήσεις, άνθρωποι, αριθμοί, εικόνες...δεν υπάρχουν όρια στις "συμπτώσεις" που σου έρχονται. Προσπάθησε να αισθανθείς το μήνυμα πίσω από αυτά και εμπιστεύσου τη διαίσθησή σου. </div><div style="text-align: center;">Και θυμήσου....</div><div style="text-align: center;">...δεν είσαι μόνος/η!</div><div style="text-align: center;"><br />
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</div>Morgana (Ευρυνόμη)http://www.blogger.com/profile/16668093258388855646noreply@blogger.com0tag:blogger.com,1999:blog-9051260986276888234.post-35217566904191378842011-07-12T01:37:00.000+03:002011-07-12T01:37:02.132+03:00Το ουσιώδες είναι αυτό που αξίζει τον κόπο στη ζωή.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3twKWnOlGAocHxZH4hXMKnZDKWQs4_56azjn6VBrNC3j4oeG5hL1or1dGFsylEGQWeZz41GNsEw6Z17kWnZLNoiVykfpGVWTsIrZp9HmxR-N_2nUjgpvrW_XnyH0MKR5ykX4clCRfu-A/s1600/RitualGround.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3twKWnOlGAocHxZH4hXMKnZDKWQs4_56azjn6VBrNC3j4oeG5hL1or1dGFsylEGQWeZz41GNsEw6Z17kWnZLNoiVykfpGVWTsIrZp9HmxR-N_2nUjgpvrW_XnyH0MKR5ykX4clCRfu-A/s320/RitualGround.jpg" width="320" /></a></div><br />
Μου στείλανε το παρακάτω με email και θεώρησα καλό να δημοσιεύσω:<br />
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<div> <div> <div class="yiv1004173820MsoNormal"><i><span style="color: black; font-family: Times New Roman; font-size: medium;"><span style="color: black; font-size: 13.5pt; font-style: italic;">Από τον Mario de Andrade (Ποιητή, συγγραφέα, δοκιμιογράφο και μουσικολόγο από τη Βραζιλία).</span></span></i></div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><br />
</div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><i><span style="color: black; font-family: Times New Roman; font-size: medium;"><span style="color: black; font-size: 13.5pt; font-style: italic;">«Μέτρησα τα χρόνια μου και συνειδητοποίησα, ότι μου υπολείπεται λιγότερος χρόνος ζωής απ' ότι έχω ζήσει έως τώρα...</span></span></i></div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><i><span style="color: black; font-family: Times New Roman; font-size: medium;"><span style="color: black; font-size: 13.5pt; font-style: italic;">Αισθάνομαι όπως αυτό το παιδάκι που κέρδισε μια σακούλα καραμέλες: τις πρώτες τις καταβρόχθισε με λαιμαργία αλλά όταν παρατήρησε ότι του απέμεναν λίγες, άρχισε να τις γεύεται με βαθιά απόλαυση.</span></span></i></div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><i><span style="color: black; font-family: Times New Roman; font-size: medium;"><span style="color: black; font-size: 13.5pt; font-style: italic;">Δεν έχω πια χρόνο για ατέρμονες συγκεντρώσεις όπου συζητούνται, καταστατικά, νόρμες, διαδικασίες και εσωτερικοί κανονισμοί, γνωρίζοντας ότι δε θα καταλήξει κανείς πουθενά.</span></span></i></div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><br />
</div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><i><span style="color: black; font-family: Times New Roman; font-size: medium;"><span style="color: black; font-size: 13.5pt; font-style: italic;">Δεν έχω πια χρόνο για να ανέχομαι παράλογους ανθρώπους που παρά τη χρονολογική τους ηλικία, <b><span style="font-weight: bold;">δεν έχουν μεγαλώσει</span></b>. </span></span></i></div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><br />
</div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><i><span style="color: black; font-family: Times New Roman; font-size: medium;"><span style="color: black; font-size: 13.5pt; font-style: italic;">Δεν έχω πια χρόνο για να λογομαχώ <b><span style="font-weight: bold;">με μετριότητες</span></b>.</span></span></i></div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><i><span style="color: black; font-family: Times New Roman; font-size: medium;"><span style="color: black; font-size: 13.5pt; font-style: italic;">Δε θέλω να βρίσκομαι σε συγκεντρώσεις όπου παρελαύνουν <b><span style="font-weight: bold;">παραφουσκωμένοι εγωισμοί</span></b>.</span></span></i></div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><i><span style="color: black; font-family: Times New Roman; font-size: medium;"><span style="color: black; font-size: 13.5pt; font-style: italic;">Δεν ανέχομαι τους <b><span style="font-weight: bold;">χειριστικούς</span></b> και τους <b><span style="font-weight: bold;">καιροσκόπους</span></b>.</span></span></i></div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><br />
</div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><i><span style="color: black; font-family: Times New Roman; font-size: medium;"><span style="color: black; font-size: 13.5pt; font-style: italic;">Με ενοχλεί η ζήλια και όσοι προσπαθούν να υποτιμήσουν τους ικανότερους για να οικειοποιηθούν τη θέση τους, το ταλέντο τους και τα επιτεύγματα τους.</span></span></i></div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><br />
</div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><i><span style="color: black; font-family: Times New Roman; font-size: medium;"><span style="color: black; font-size: 13.5pt; font-style: italic;">Μισώ, να είμαι μάρτυρας των ελαττωμάτων που γεννά η μάχη για ένα μεγαλοπρεπές αξίωμα. Οι άνθρωποι δεν συζητούν πια για το περιεχόμενο... μετά βίας για την επικεφαλίδα.</span></span></i></div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><br />
</div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><i><span style="color: black; font-family: Times New Roman; font-size: medium;"><span style="color: black; font-size: 13.5pt; font-style: italic;">Ο χρόνος μου είναι λίγος για να συζητώ για τους τίτλους, τις επικεφαλίδες. Θέλω την ουσία, η ψυχή μου βιάζεται...Μου μένουν λίγες καραμέλες στη σακούλα...</span></span></i></div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><br />
</div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><i><span style="color: black; font-family: Times New Roman; font-size: medium;"><span style="color: black; font-size: 13.5pt; font-style: italic;">Θέλω να ζήσω δίπλα σε πρόσωπα με ανθρώπινη υπόσταση.</span></span></i></div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><i><span style="color: black; font-family: Times New Roman; font-size: medium;"><span style="color: black; font-size: 13.5pt; font-style: italic;">Που μπορούν να γελούν με τα λάθη τους.</span></span></i></div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><i><span style="color: black; font-family: Times New Roman; font-size: medium;"><span style="color: black; font-size: 13.5pt; font-style: italic;">Που δεν επαίρονται για το θρίαμβό τους.</span></span></i></div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><i><span style="color: black; font-family: Times New Roman; font-size: medium;"><span style="color: black; font-size: 13.5pt; font-style: italic;">Που δε θεωρούν τον εαυτό τους εκλεκτό, πριν από την ώρα τους.</span></span></i></div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><i><span style="color: black; font-family: Times New Roman; font-size: medium;"><span style="color: black; font-size: 13.5pt; font-style: italic;">Που δεν αποφεύγουν τις ευθύνες τους.</span></span></i></div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><i><span style="color: black; font-family: Times New Roman; font-size: medium;"><span style="color: black; font-size: 13.5pt; font-style: italic;">Που υπερασπίζονται την ανθρώπινη αξιοπρέπεια</span></span></i></div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><i><span style="color: black; font-family: Times New Roman; font-size: medium;"><span style="color: black; font-size: 13.5pt; font-style: italic;">Και που το μόνο που επιθυμούν είναι να βαδίζουν μαζί με την αλήθεια και την ειλικρίνεια.</span></span></i></div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><br />
</div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><b><i><span style="color: black; font-family: Times New Roman; font-size: medium;"><span style="color: black; font-size: 13.5pt; font-style: italic;">Το ουσιώδες είναι αυτό που αξίζει τον κόπο στη ζωή.</span></span></i></b></div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><i><span style="color: black; font-family: Times New Roman; font-size: medium;"><span style="color: black; font-size: 13.5pt; font-style: italic;">Θέλω να περιτριγυρίζομαι από πρόσωπα που ξέρουν να αγγίζουν την καρδιά των ανθρώπων...</span></span></i></div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><i><span style="color: black; font-family: Times New Roman; font-size: medium;"><span style="color: black; font-size: 13.5pt; font-style: italic;">Άνθρωποι τους οποίους τα σκληρά χτυπήματα της ζωής τους δίδαξαν πως μεγαλώνει κανείς με απαλά αγγίγματα στην ψυχή.</span></span></i></div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><br />
</div></div></div><div id="yui_3_2_0_1_13103896238112742"> <div id="yui_3_2_0_1_13103896238112741"> <div class="yiv1004173820MsoNormal" id="yui_3_2_0_1_13103896238112740"><i id="yui_3_2_0_1_13103896238112739"><span id="yui_3_2_0_1_13103896238112738" style="color: black; font-family: Times New Roman; font-size: medium;"><span id="yui_3_2_0_1_13103896238112737" style="color: black; font-size: 13.5pt; font-style: italic;">Ναι, βιάζομαι, αλλά μόνο για να ζήσω με την ένταση που μόνο η ωριμότητα μπορεί να σου χαρίσει.</span></span></i></div></div></div><div id="yui_3_2_0_1_13103896238112809"> <div id="yui_3_2_0_1_13103896238112808"> <div class="yiv1004173820MsoNormal" id="yui_3_2_0_1_13103896238112807"><i id="yui_3_2_0_1_13103896238112806"><span id="yui_3_2_0_1_13103896238112805" style="color: black; font-family: Times New Roman; font-size: medium;"><span id="yui_3_2_0_1_13103896238112804" style="color: black; font-size: 13.5pt; font-style: italic;">Σκοπεύω να μην πάει χαμένη καμιά από τις καραμέλες που μου απομένουν...Είμαι σίγουρος ότι ορισμένες θα είναι πιο νόστιμες απ’όσες έχω ήδη φάει.</span></span></i></div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><br />
</div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><b><i><span style="color: black; font-family: Times New Roman; font-size: medium;"><span style="color: black; font-size: 13.5pt; font-style: italic; font-weight: bold;">Σκοπός μου είναι να φτάσω ως το τέλος ικανοποιημένος </span></span></i></b><b><i><span style="color: red; font-size: medium;"><span style="color: red; font-size: 13.5pt; font-style: italic; font-weight: bold;">και σε ειρήνη με τη συνείδησή μου</span></span></i></b><b><i><span style="color: black; font-size: medium;"><span style="color: black; font-size: 13.5pt; font-style: italic; font-weight: bold;"> </span></span></i></b><b><i><span style="color: red; font-size: medium;"><span style="color: red; font-size: 13.5pt; font-style: italic; font-weight: bold;">και τους αγαπημένους μου</span></span></i></b><b><i><span style="color: black; font-size: medium;"><span style="color: black; font-size: 13.5pt; font-style: italic; font-weight: bold;">.</span></span></i></b></div></div></div><div> <div> <div class="yiv1004173820MsoNormal"><b><i><span style="color: black; font-family: Times New Roman; font-size: medium;"><span style="color: black; font-size: 13.5pt; font-style: italic; font-weight: bold;">Εύχομαι και ο δικός σου να είναι ο ίδιος γιατί με κάποιον τρόπο θα φτάσεις κι εσύ...»</span></span></i></b></div></div></div>Morgana (Ευρυνόμη)http://www.blogger.com/profile/16668093258388855646noreply@blogger.com0