CjxwPuKAkyBEZXQgdmFyIHbDpGxkaWd0IGZpbnQgZHJpdiBpIGhvbm9tIGkgdsOkcm1uaW5nZW4gb2NoIGRldCB2YXIga2xhcnQgYXR0IGphZyBoYWRlIGxpdGUgZsO2cmhvcHBuaW5nYXLigKYsc2FkZSBNYWdudXMgQSBEanVzZSBpIHZpbm5hcmNpcmtlbG4uPC9wPgoKCgo8ZmlndXJlIGNsYXNzPSJ3cC1ibG9jay1pbWFnZSBhbGlnbnJpZ2h0IHNpemUtc3Vsa3ktbGl0ZW4yIj48aW1nIHNyYz0iaHR0cHM6Ly9zdWxreXNwb3J0LnNlL3dwLWNvbnRlbnQvdXBsb2Fkcy8yMDIwLzAxL2hqZGFyZTE1MDB4NzUwcHgtMzUweDE3NS5qcGciIGFsdD0iIiBjbGFzcz0id3AtaW1hZ2UtNTgyODIiLz48L2ZpZ3VyZT4KCgoKPHA+PHN0cm9uZz5CZWFyIEhpZ2ggPC9zdHJvbmc+KGUuIFNvdXRod2luZCBGcmFuay1GbHkgSGlnaCBLZW1wKSB2w6RuZGUgdXQgb2NoIGluIHDDpSBzaW5hIGtvbmt1cnJlbnRlciBvY2ggcnVuZGFkZSB0aWxsIGxlZG5pbmdlbiBww6Ugc2lzdGEgYm9ydHJlIGzDpW5nc2lkYW4uIFNlZGFuIGbDtnJzdmFubiBpZnLDpW4gbWVkIHRpbyBsw6RuZ2RlciDDtnZlciB1cHBsb3BwZXQgdmlhIGRyeWd0IDEuMTAgc2lzdGEgcnVuZGFuLjwvcD4KCgoKPHA+4oCTIEphZyBsw6R0dGFkZSBsaXRlIHDDpSB0w7ZtbWFybmEgdXQgcMOlIGzDpW5nc2lkYW4gb2NoIHPDpSBzYXR0IHZpIGkgbGVkbmluZ2VuLiBIYW4gdmFyIHbDpGxkaWd0IHNuYWJiIGkgZm90YXJiZXRldCBvY2ggZGV0IMOkciBmw7Zyc3TDpXMgaW50ZSB2YW5saWd0IGF0dCBlbiBow6RzdCBsZXZlcmVyYXIgc8OlIGJyYSBpIGV0dCBzw6UgdGlkaWd0IHNrZWRlIG9jaCBkw6UgaGFkZSBoYW4gb2Nrc8OlIGxpdGUgaGVtbMOkbmd0YW4gaSBzaXN0YSBzdsOkbmcuIEVuIGrDpHR0ZWZpbiBow6RzdCwga29uc3RhdGVyYWRlIE1hZ251cyBBIERqdXNlLjwvcD4KCgo8ZGl2IGNsYXNzPSJmYWN0Ym94IHJpZ2h0IG1pbmlmeSI+CjxkaXYgY2xhc3M9Imluc2lkZWZhY3Rib3giPgo8ZGl2IGNsYXNzPSJvdmVyZmxvdyI+CjxkaXYgY2xhc3M9ImhlaWdodCI+CjxkaXYgY2xhc3M9InBhZGRpbmciPgo8ZGl2IGNsYXNzPSJmYWN0dmluamV0dCI+RmFrdGE8L2Rpdj4KPGgzIGNsYXNzPSJ0aXRsZSI+CgkJCQkJCQkJCUJlYXIgSGlnaAkJCQkJCQkJPC9oMz4KPGRpdiBjbGFzcz0iY29udGVudCI+CjxwPk3DtnJrYnJ1biB2YWxhY2sgMyDDpXIgZS4gU291dGh3aW5kIEZyYW5rLUZseSBIaWdoIEtlbXAgZS4gRHJlYW1hc3RlcjxiciAvPjxzdHJvbmc+UmVrb3JkOjwvc3Ryb25nPiAxLjE0LDRhbSo8YnIgLz48c3Ryb25nPlByaXNzdW1tYTogPC9zdHJvbmc+NjAuMDAwIGtyPGJyIC8+PHN0cm9uZz5SZXN1bHRhdDogPC9zdHJvbmc+MSBzdDogMS0wLTA8YnIgLz48c3Ryb25nPsOEZ2FyZTo8L3N0cm9uZz4gU3RhbGwgRXNwbGFuYWQ8YnIgLz48c3Ryb25nPlVwcGbDtmRhcmU6IDwvc3Ryb25nPkFsZWLDpGNrcyBTdHV0ZXJpIEFCLCBWaW5uaW5nYTxiciAvPjxzdHJvbmc+VHLDpG5hcmU6PC9zdHJvbmc+IFRpbW8gTnVybW9zLCBTb2x2YWxsYTxiciAvPjxzdHJvbmc+S8O2cnN2ZW46IDwvc3Ryb25nPk1hZ251cyBBIERqdXNlLCBTb2x2YWxsYTxiciAvPjxzdHJvbmc+U2vDtnRhcmU6IDwvc3Ryb25nPkVsaW4gTGFyc3Nvbi1MdW5kc3RlZHQuPC9wPgo8L3A+PC9kaXY+CjwvcD48L2Rpdj4KPC9wPjwvZGl2Pgo8L3A+PC9kaXY+CjxkaXYgY2xhc3M9ImV4cGFuZCI+CgkJCQkJCTxzcGFuIGNsYXNzPSJ0ZXh0Ij5FeHBhbmRlcmE8L3NwYW4+PGJyIC8+CgkJCQkJCTxzcGFuIGNsYXNzPSJpY29uIHNwcml0ZXMiPjwvc3Bhbj4KCQkJCQk8L2Rpdj4KPC9wPjwvZGl2Pgo8L3A+PC9kaXY+CgoKCjxwPlZpbm5hcnRpZGVuIDEuMTQsNGEvMi4xNDAgbWV0ZXIgw6RyIGRlbiBuw6RzdCBzbmFiYmFzdGUgdGlkZW4gbsOlZ29uc2luIGF2IGVuIHN2ZW5za2bDtmRkIHRyZcOlcmlnIGRlYnV0YW50LiBCYXJhIEtyaXRlcmlldmlubmFyZW48c3Ryb25nPiBJbnRpIEJva288L3N0cm9uZz4gKGUgQ2hvY29sYXRpZXIpIGhhciB2YXJpdCBzbmFiYmFyZS4gSGFuIHZhbm4gcMOlIDEuMTQsMmEvMi4xNDAgbWV0ZXIgZGVuIDI1IGp1bmkgMjAxOCBpIEVza2lsc3R1bmEgb2NoIHRyw6RuYWRlcyBvY2tzw6UgYXYgVGltbyBOdXJtb3MuIDwvcD4KCgoKPGgyIGNsYXNzPSJ3cC1ibG9jay1oZWFkaW5nIj5Lw7ZwdGVzIGbDtnIgMzYwLjAwMCBrcm9ub3I8L2gyPgoKCgo8cD5UaW1vIE51cm1vcyAoU3RhbGwgRXNwbGFuYWQpIMOkZ2VyIGRlbiB0cmXDpXJpZ2UgdmFsYWNrZW4gb2NoIGhhbiByb3BhZGUgaW4gaG9ub20gZsO2ciAzNjAuMDAwIGtyb25vciBww6Ugw4VieSBZZWFybGluZyBTYWxlLiBNb2Rlcm4gPHN0cm9uZz5GbHkgSGlnaCBLZW1wIDwvc3Ryb25nPihlLiBEcmVhbWFzdGVyKSwgMS4xMiwxYWsqLzEuMjE3Ljc0NiBrciwgdmFubiAxOSBsb3BwIHDDpSA4MiBzdGFydGVyIGhvcyBFcmlrIEJlcmdsw7ZmLiBIb24gaGFyIHNqdSByZWdpc3RyZXJhZGUgYXZrb21tb3Igb2NoIHNhbXRsaWdhIGhhciBzdGFydGF0IHV0b20gaGVubmVzIHR2w6XDpXJpbmcuPC9wPgoKCgo8cD5BbGxyYSBiw6RzdCBoYXIgPHN0cm9uZz5NdXN0YW5nIFJhY2VyIDwvc3Ryb25nPihlLiBUaGUgQmFuayksIDEuMTEsMmFrKi8xLjI4OC43NTAga3IsIGdqb3J0IGlmcsOlbiBzaWcgbWVkIMOldHRhIHZpbnN0ZXIgcMOlIDM2IHN0YXJ0ZXIuIE7DpG1uYXMgc2thIG9ja3PDpSBoYW5zIGFuZHJhcGxhdHMgaSBOb3JybGFuZHMgR3JhbmQgUHJpeCBvY2ggdHJlZGplcHJpc2V0IGkgbMOlbmdhIEUzLWZpbmFsZW4uPC9wPgoKCgo8cD5Nb3Jtb3Igw6RyIGZyYW5zeXNrYW4gPHN0cm9uZz5EaWFuZSBkZSBNb25jcm9pPC9zdHJvbmc+IChlLiBKZXQgZHUgVml2aWVyKSwgMS4xNSwwL+KCrDE4Mi42MTEsIHNvbSBsw6RtbmFkZSB0cmUgYXZrb21tb3IgaSBTdmVyaWdlIG9jaCBGbHkgSGlnaCBLZW1wIHZhciBkZW4gZW5kYSBzb20gZ2pvcmRlIG7DpWdvdCBhdiB2w6RyZGUuIERpYW5lIGRlIE1vbmNyb2kgw6RyIGkgc2luIHR1ciB1bmRhbiA8c3Ryb25nPlBlcnNhbmUgZGUgTW9uY3JvaSA8L3N0cm9uZz4oZS4gRGVrZWVsKSwgMS4xNyw2L+KCrDczLjI5MCwgdmlsa2VuIG9ja3PDpSBsw6RtbmF0IDxzdHJvbmc+TGUgR3JhbmQgTGlsaTwvc3Ryb25nPiAoZS4gVGVub3IgZGUgQmF1bmUpLCAxLjE1LDQv4oKsMjIwLjY4MC48L3A+CgoKCjxwPlBlcnNhbmUgZGUgTW9uY3JvaSDDpHIgaGVsc3lzdGVyIG1lZCBhdmVsc2hpbmdzdGVuIDxzdHJvbmc+UXVhZHJvcGhlbmlvPC9zdHJvbmc+LCAxLjEzLDkv4oKsNDQ2LjI5NCwgb2NoIDxzdHJvbmc+RHVvIGTigJlBdnJpbCA8L3N0cm9uZz4oZS4gSGV0cmUgVmVydCksIDEuMTQsNi/igqwyNjkuMzAxLiBQw6UgdsOlcmEgYnJlZGRncmFkZXIgw6RyIFF1YWRyb3BoZW5pbyBtZXN0IGvDpG5kIHNvbSBmYXIgdGlsbCA8c3Ryb25nPk9ybGFuZG8gVmljaTwvc3Ryb25nPiwgMS4xMiw3YW0v4oKsOTM1Ljk5MCwgdmlsa2VuIGhhciA2OTkgc3ZlbnNrZsO2ZGRhIGF2a29tbW9yIG9jaCAzNiBtaWxqb27DpHJlci48L3A+CgoKCjxwPjxzdHJvbmc+Rm90bm90OiA8L3N0cm9uZz5pIGVuIHRpZGlnYXJlIHZlcnNpb24gdXBwZ2F2cyBmZWxha3RpZ3QgYXR0IEJlYXIgSGlnaCDDpHIgZGVuIHNuYWJiYXN0ZSBkZWJ1dGFudGVuIHDDpSBzdmVuc2sgbWFyay48L3A+CgoKCjxmaWd1cmUgY2xhc3M9IndwLWJsb2NrLWltYWdlIHNpemUtc3Vsa3ktc3RvcjIiPjxpbWcgc3JjPSJodHRwczovL3N1bGt5c3BvcnQuc2Uvd3AtY29udGVudC91cGxvYWRzLzIwMjMvMDkvc2thcm1hdmJpbGQyMDIzMDkwN2tsLjA3LjM2LjU0LTkzOHgzMzcucG5nIiBhbHQ9IiIgY2xhc3M9IndwLWltYWdlLTQ5MzM5OCIvPjxmaWdjYXB0aW9uIGNsYXNzPSJ3cC1lbGVtZW50LWNhcHRpb24iPkJlYXIgSGlnaC4gS8OkbGxhOiBicmVlZGVyc2JpYmxlLmNvbTwvZmlnY2FwdGlvbj48L2ZpZ3VyZT4K
Fokustema
Gårdagens höjdare (uppdaterad)
Läs senare
Näst snabbaste debutant
Bara en svenskfödd treåring har debuterat på en snabbare tid än Bear High.
Igår inledde han sin karriär på Solvalla med seger på 1.14,4a/2.140 meter.
Igår inledde han sin karriär på Solvalla med seger på 1.14,4a/2.140 meter.
